TSTP Solution File: SYN417+1 by leanCoP---2.2
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : leanCoP---2.2
% Problem : SYN417+1 : TPTP v8.1.0. Released v2.0.0.
% Transfm : none
% Format : tptp:raw
% Command : leancop_casc.sh %s %d
% Computer : n006.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Thu Jul 21 08:18:13 EDT 2022
% Result : Theorem 29.93s 29.30s
% Output : Proof 29.93s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.04/0.13 % Problem : SYN417+1 : TPTP v8.1.0. Released v2.0.0.
% 0.04/0.13 % Command : leancop_casc.sh %s %d
% 0.13/0.34 % Computer : n006.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 600
% 0.13/0.34 % DateTime : Tue Jul 12 02:41:20 EDT 2022
% 0.13/0.34 % CPUTime :
% 29.93/29.30 % SZS status Theorem for /export/starexec/sandbox2/benchmark/theBenchmark.p
% 29.93/29.31 % SZS output start Proof for /export/starexec/sandbox2/benchmark/theBenchmark.p
% 29.93/29.31
% 29.93/29.31 %-----------------------------------------------------
% 29.93/29.31 fof(cute, conjecture, ? [_30027] : (_30027 = f(g(_30027)) & ! [_30049] : (_30049 = f(g(_30049)) => _30027 = _30049)) <=> ? [_30027] : (_30027 = g(f(_30027)) & ! [_30049] : (_30049 = g(f(_30049)) => _30027 = _30049)), file('/export/starexec/sandbox2/benchmark/theBenchmark.p', cute)).
% 29.93/29.31
% 29.93/29.31 cnf(1, plain, [-(7 ^ [_5212]), _5212 = 6 ^ [_5212]], clausify(cute)).
% 29.93/29.31 cnf(2, plain, [-(7 ^ [_5212]), -(6 ^ [_5212] = f(g(6 ^ [_5212])))], clausify(cute)).
% 29.93/29.31 cnf(3, plain, [-(8 ^ []), _5212 = f(g(_5212)), 7 ^ [_5212]], clausify(cute)).
% 29.93/29.31 cnf(4, plain, [-(8 ^ []), _6613 = g(f(_6613)), -(5 ^ [] = _6613)], clausify(cute)).
% 29.93/29.31 cnf(5, plain, [-(8 ^ []), -(5 ^ [] = g(f(5 ^ [])))], clausify(cute)).
% 29.93/29.31 cnf(6, plain, [-(3 ^ [_5595]), _5595 = 2 ^ [_5595]], clausify(cute)).
% 29.93/29.31 cnf(7, plain, [-(3 ^ [_5595]), -(2 ^ [_5595] = g(f(2 ^ [_5595])))], clausify(cute)).
% 29.93/29.31 cnf(8, plain, [-(4 ^ []), _5595 = g(f(_5595)), 3 ^ [_5595]], clausify(cute)).
% 29.93/29.31 cnf(9, plain, [-(4 ^ []), _6423 = f(g(_6423)), -(1 ^ [] = _6423)], clausify(cute)).
% 29.93/29.31 cnf(10, plain, [-(4 ^ []), -(1 ^ [] = f(g(1 ^ [])))], clausify(cute)).
% 29.93/29.31 cnf(11, plain, [4 ^ [], 8 ^ []], clausify(cute)).
% 29.93/29.31 cnf(12, plain, [_4512 = _4561, -(f(_4512) = f(_4561))], theory(equality)).
% 29.93/29.31 cnf(13, plain, [_4831 = _4880, -(g(_4831) = g(_4880))], theory(equality)).
% 29.93/29.31 cnf(14, plain, [_3757 = _3802, -(_3802 = _3757)], theory(equality)).
% 29.93/29.31 cnf(15, plain, [-(_4036 = _4147), _4036 = _4092, _4092 = _4147], theory(equality)).
% 29.93/29.31
% 29.93/29.31 cnf('1',plain,[4 ^ [], 8 ^ []],start(11)).
% 29.93/29.31 cnf('1.1',plain,[-(4 ^ []), 1 ^ [] = f(g(1 ^ [])), -(1 ^ [] = 1 ^ [])],extension(9,bind([[_6423], [1 ^ []]]))).
% 29.93/29.31 cnf('1.1.1',plain,[-(1 ^ [] = f(g(1 ^ []))), -(4 ^ []), f(g(1 ^ [])) = f(g(f(g(1 ^ []))))],extension(9,bind([[_6423], [f(g(1 ^ []))]]))).
% 29.93/29.31 cnf('1.1.1.1',plain,[4 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.1.1.2',plain,[-(f(g(1 ^ [])) = f(g(f(g(1 ^ []))))), g(1 ^ []) = g(f(g(1 ^ [])))],extension(12,bind([[_4512, _4561], [g(1 ^ []), g(f(g(1 ^ [])))]]))).
% 29.93/29.31 cnf('1.1.1.2.1',plain,[-(g(1 ^ []) = g(f(g(1 ^ [])))), g(f(g(1 ^ []))) = g(1 ^ [])],extension(14,bind([[_3757, _3802], [g(f(g(1 ^ []))), g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1',plain,[-(g(f(g(1 ^ []))) = g(1 ^ [])), g(f(g(1 ^ []))) = g(f(g(f(g(1 ^ []))))), g(f(g(f(g(1 ^ []))))) = g(1 ^ [])],extension(15,bind([[_4036, _4092, _4147], [g(f(g(1 ^ []))), g(f(g(f(g(1 ^ []))))), g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.1',plain,[-(g(f(g(1 ^ []))) = g(f(g(f(g(1 ^ [])))))), f(g(1 ^ [])) = f(g(f(g(1 ^ []))))],extension(13,bind([[_4831, _4880], [f(g(1 ^ [])), f(g(f(g(1 ^ []))))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.1.1',plain,[-(f(g(1 ^ [])) = f(g(f(g(1 ^ []))))), g(1 ^ []) = g(f(g(1 ^ [])))],extension(12,bind([[_4512, _4561], [g(1 ^ []), g(f(g(1 ^ [])))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.1.1.1',plain,[-(g(1 ^ []) = g(f(g(1 ^ [])))), 1 ^ [] = f(g(1 ^ []))],extension(13,bind([[_4831, _4880], [1 ^ [], f(g(1 ^ []))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.1.1.1.1',plain,[-(1 ^ [] = f(g(1 ^ []))), -(4 ^ [])],extension(10)).
% 29.93/29.31 cnf('1.1.1.2.1.1.1.1.1.1.1',plain,[4 ^ []],lemmata('1.1.1')).
% 29.93/29.31 cnf('1.1.1.2.1.1.2',plain,[-(g(f(g(f(g(1 ^ []))))) = g(1 ^ [])), g(1 ^ []) = g(f(g(f(g(1 ^ [])))))],extension(14,bind([[_3757, _3802], [g(1 ^ []), g(f(g(f(g(1 ^ [])))))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.2.1',plain,[-(g(1 ^ []) = g(f(g(f(g(1 ^ [])))))), g(1 ^ []) = g(f(g(1 ^ []))), g(f(g(1 ^ []))) = g(f(g(f(g(1 ^ [])))))],extension(15,bind([[_4036, _4092, _4147], [g(1 ^ []), g(f(g(1 ^ []))), g(f(g(f(g(1 ^ [])))))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.2.1.1',plain,[-(g(1 ^ []) = g(f(g(1 ^ [])))), 1 ^ [] = f(g(1 ^ []))],extension(13,bind([[_4831, _4880], [1 ^ [], f(g(1 ^ []))]]))).
% 29.93/29.31 cnf('1.1.1.2.1.1.2.1.1.1',plain,[-(1 ^ [] = f(g(1 ^ []))), -(4 ^ [])],extension(10)).
% 29.93/29.31 cnf('1.1.1.2.1.1.2.1.1.1.1',plain,[4 ^ []],lemmata('1.1.1')).
% 29.93/29.31 cnf('1.1.1.2.1.1.2.1.2',plain,[-(g(f(g(1 ^ []))) = g(f(g(f(g(1 ^ []))))))],lemmata('1.1.1.2.1.1')).
% 29.93/29.31 cnf('1.1.2',plain,[1 ^ [] = 1 ^ [], -(g(1 ^ []) = g(1 ^ []))],extension(13,bind([[_4831, _4880], [1 ^ [], 1 ^ []]]))).
% 29.93/29.31 cnf('1.1.2.1',plain,[g(1 ^ []) = g(1 ^ []), -(2 ^ [g(1 ^ [])] = g(1 ^ [])), 2 ^ [g(1 ^ [])] = g(1 ^ [])],extension(15,bind([[_4147, _4036, _4092], [g(1 ^ []), 2 ^ [g(1 ^ [])], g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.1',plain,[2 ^ [g(1 ^ [])] = g(1 ^ []), -(g(1 ^ []) = 2 ^ [g(1 ^ [])])],extension(14,bind([[_3802, _3757], [g(1 ^ []), 2 ^ [g(1 ^ [])]]]))).
% 29.93/29.31 cnf('1.1.2.1.1.1',plain,[g(1 ^ []) = 2 ^ [g(1 ^ [])], -(3 ^ [g(1 ^ [])])],extension(6,bind([[_5595], [g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.1.1.1',plain,[3 ^ [g(1 ^ [])], -(4 ^ []), g(1 ^ []) = g(f(g(1 ^ [])))],extension(8,bind([[_5595], [g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.1.1.1.1',plain,[4 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.1.2.1.1.1.1.2',plain,[-(g(1 ^ []) = g(f(g(1 ^ [])))), 1 ^ [] = f(g(1 ^ []))],extension(13,bind([[_4831, _4880], [1 ^ [], f(g(1 ^ []))]]))).
% 29.93/29.31 cnf('1.1.2.1.1.1.1.2.1',plain,[-(1 ^ [] = f(g(1 ^ [])))],lemmata('1.1')).
% 29.93/29.31 cnf('1.1.2.1.2',plain,[-(2 ^ [g(1 ^ [])] = g(1 ^ [])), 2 ^ [g(1 ^ [])] = g(f(2 ^ [g(1 ^ [])])), g(f(2 ^ [g(1 ^ [])])) = g(1 ^ [])],extension(15,bind([[_4036, _4092, _4147], [2 ^ [g(1 ^ [])], g(f(2 ^ [g(1 ^ [])])), g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.2.1',plain,[-(2 ^ [g(1 ^ [])] = g(f(2 ^ [g(1 ^ [])]))), -(3 ^ [g(1 ^ [])])],extension(7,bind([[_5595], [g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.2.1.1',plain,[3 ^ [g(1 ^ [])], -(4 ^ []), g(1 ^ []) = g(f(g(1 ^ [])))],extension(8,bind([[_5595], [g(1 ^ [])]]))).
% 29.93/29.31 cnf('1.1.2.1.2.1.1.1',plain,[4 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.1.2.1.2.1.1.2',plain,[-(g(1 ^ []) = g(f(g(1 ^ [])))), 1 ^ [] = f(g(1 ^ []))],extension(13,bind([[_4831, _4880], [1 ^ [], f(g(1 ^ []))]]))).
% 29.93/29.31 cnf('1.1.2.1.2.1.1.2.1',plain,[-(1 ^ [] = f(g(1 ^ [])))],lemmata('1.1')).
% 29.93/29.31 cnf('1.1.2.1.2.2',plain,[-(g(f(2 ^ [g(1 ^ [])])) = g(1 ^ [])), f(2 ^ [g(1 ^ [])]) = 1 ^ []],extension(13,bind([[_4831, _4880], [f(2 ^ [g(1 ^ [])]), 1 ^ []]]))).
% 29.93/29.31 cnf('1.1.2.1.2.2.1',plain,[-(f(2 ^ [g(1 ^ [])]) = 1 ^ []), 1 ^ [] = f(2 ^ [g(1 ^ [])])],extension(14,bind([[_3757, _3802], [1 ^ [], f(2 ^ [g(1 ^ [])])]]))).
% 29.93/29.31 cnf('1.1.2.1.2.2.1.1',plain,[-(1 ^ [] = f(2 ^ [g(1 ^ [])])), -(4 ^ []), f(2 ^ [g(1 ^ [])]) = f(g(f(2 ^ [g(1 ^ [])])))],extension(9,bind([[_6423], [f(2 ^ [g(1 ^ [])])]]))).
% 29.93/29.31 cnf('1.1.2.1.2.2.1.1.1',plain,[4 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.1.2.1.2.2.1.1.2',plain,[-(f(2 ^ [g(1 ^ [])]) = f(g(f(2 ^ [g(1 ^ [])])))), 2 ^ [g(1 ^ [])] = g(f(2 ^ [g(1 ^ [])]))],extension(12,bind([[_4512, _4561], [2 ^ [g(1 ^ [])], g(f(2 ^ [g(1 ^ [])]))]]))).
% 29.93/29.31 cnf('1.1.2.1.2.2.1.1.2.1',plain,[-(2 ^ [g(1 ^ [])] = g(f(2 ^ [g(1 ^ [])])))],lemmata('1.1.2.1.2')).
% 29.93/29.31 cnf('1.2',plain,[-(8 ^ []), 5 ^ [] = g(f(5 ^ [])), -(5 ^ [] = 5 ^ [])],extension(4,bind([[_6613], [5 ^ []]]))).
% 29.93/29.31 cnf('1.2.1',plain,[-(5 ^ [] = g(f(5 ^ []))), -(8 ^ []), g(f(5 ^ [])) = g(f(g(f(5 ^ []))))],extension(4,bind([[_6613], [g(f(5 ^ []))]]))).
% 29.93/29.31 cnf('1.2.1.1',plain,[8 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.2.1.2',plain,[-(g(f(5 ^ [])) = g(f(g(f(5 ^ []))))), f(5 ^ []) = f(g(f(5 ^ [])))],extension(13,bind([[_4831, _4880], [f(5 ^ []), f(g(f(5 ^ [])))]]))).
% 29.93/29.31 cnf('1.2.1.2.1',plain,[-(f(5 ^ []) = f(g(f(5 ^ [])))), f(g(f(5 ^ []))) = f(5 ^ [])],extension(14,bind([[_3757, _3802], [f(g(f(5 ^ []))), f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1',plain,[-(f(g(f(5 ^ []))) = f(5 ^ [])), f(g(f(5 ^ []))) = f(g(f(g(f(5 ^ []))))), f(g(f(g(f(5 ^ []))))) = f(5 ^ [])],extension(15,bind([[_4036, _4092, _4147], [f(g(f(5 ^ []))), f(g(f(g(f(5 ^ []))))), f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.1',plain,[-(f(g(f(5 ^ []))) = f(g(f(g(f(5 ^ [])))))), g(f(5 ^ [])) = g(f(g(f(5 ^ []))))],extension(12,bind([[_4512, _4561], [g(f(5 ^ [])), g(f(g(f(5 ^ []))))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.1.1',plain,[-(g(f(5 ^ [])) = g(f(g(f(5 ^ []))))), f(5 ^ []) = f(g(f(5 ^ [])))],extension(13,bind([[_4831, _4880], [f(5 ^ []), f(g(f(5 ^ [])))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.1.1.1',plain,[-(f(5 ^ []) = f(g(f(5 ^ [])))), 5 ^ [] = g(f(5 ^ []))],extension(12,bind([[_4512, _4561], [5 ^ [], g(f(5 ^ []))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.1.1.1.1',plain,[-(5 ^ [] = g(f(5 ^ []))), -(8 ^ [])],extension(5)).
% 29.93/29.31 cnf('1.2.1.2.1.1.1.1.1.1.1',plain,[8 ^ []],lemmata('1.2.1')).
% 29.93/29.31 cnf('1.2.1.2.1.1.2',plain,[-(f(g(f(g(f(5 ^ []))))) = f(5 ^ [])), f(5 ^ []) = f(g(f(g(f(5 ^ [])))))],extension(14,bind([[_3757, _3802], [f(5 ^ []), f(g(f(g(f(5 ^ [])))))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.2.1',plain,[-(f(5 ^ []) = f(g(f(g(f(5 ^ [])))))), f(5 ^ []) = f(g(f(5 ^ []))), f(g(f(5 ^ []))) = f(g(f(g(f(5 ^ [])))))],extension(15,bind([[_4036, _4092, _4147], [f(5 ^ []), f(g(f(5 ^ []))), f(g(f(g(f(5 ^ [])))))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.2.1.1',plain,[-(f(5 ^ []) = f(g(f(5 ^ [])))), 5 ^ [] = g(f(5 ^ []))],extension(12,bind([[_4512, _4561], [5 ^ [], g(f(5 ^ []))]]))).
% 29.93/29.31 cnf('1.2.1.2.1.1.2.1.1.1',plain,[-(5 ^ [] = g(f(5 ^ []))), -(8 ^ [])],extension(5)).
% 29.93/29.31 cnf('1.2.1.2.1.1.2.1.1.1.1',plain,[8 ^ []],lemmata('1.2.1')).
% 29.93/29.31 cnf('1.2.1.2.1.1.2.1.2',plain,[-(f(g(f(5 ^ []))) = f(g(f(g(f(5 ^ []))))))],lemmata('1.2.1.2.1.1')).
% 29.93/29.31 cnf('1.2.2',plain,[5 ^ [] = 5 ^ [], -(f(5 ^ []) = f(5 ^ []))],extension(12,bind([[_4512, _4561], [5 ^ [], 5 ^ []]]))).
% 29.93/29.31 cnf('1.2.2.1',plain,[f(5 ^ []) = f(5 ^ []), -(6 ^ [f(5 ^ [])] = f(5 ^ [])), 6 ^ [f(5 ^ [])] = f(5 ^ [])],extension(15,bind([[_4147, _4036, _4092], [f(5 ^ []), 6 ^ [f(5 ^ [])], f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.1',plain,[6 ^ [f(5 ^ [])] = f(5 ^ []), -(f(5 ^ []) = 6 ^ [f(5 ^ [])])],extension(14,bind([[_3802, _3757], [f(5 ^ []), 6 ^ [f(5 ^ [])]]]))).
% 29.93/29.31 cnf('1.2.2.1.1.1',plain,[f(5 ^ []) = 6 ^ [f(5 ^ [])], -(7 ^ [f(5 ^ [])])],extension(1,bind([[_5212], [f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.1.1.1',plain,[7 ^ [f(5 ^ [])], -(8 ^ []), f(5 ^ []) = f(g(f(5 ^ [])))],extension(3,bind([[_5212], [f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.1.1.1.1',plain,[8 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.2.2.1.1.1.1.2',plain,[-(f(5 ^ []) = f(g(f(5 ^ [])))), 5 ^ [] = g(f(5 ^ []))],extension(12,bind([[_4512, _4561], [5 ^ [], g(f(5 ^ []))]]))).
% 29.93/29.31 cnf('1.2.2.1.1.1.1.2.1',plain,[-(5 ^ [] = g(f(5 ^ [])))],lemmata('1.2')).
% 29.93/29.31 cnf('1.2.2.1.2',plain,[-(6 ^ [f(5 ^ [])] = f(5 ^ [])), 6 ^ [f(5 ^ [])] = f(g(6 ^ [f(5 ^ [])])), f(g(6 ^ [f(5 ^ [])])) = f(5 ^ [])],extension(15,bind([[_4036, _4092, _4147], [6 ^ [f(5 ^ [])], f(g(6 ^ [f(5 ^ [])])), f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.2.1',plain,[-(6 ^ [f(5 ^ [])] = f(g(6 ^ [f(5 ^ [])]))), -(7 ^ [f(5 ^ [])])],extension(2,bind([[_5212], [f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.2.1.1',plain,[7 ^ [f(5 ^ [])], -(8 ^ []), f(5 ^ []) = f(g(f(5 ^ [])))],extension(3,bind([[_5212], [f(5 ^ [])]]))).
% 29.93/29.31 cnf('1.2.2.1.2.1.1.1',plain,[8 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.2.2.1.2.1.1.2',plain,[-(f(5 ^ []) = f(g(f(5 ^ [])))), 5 ^ [] = g(f(5 ^ []))],extension(12,bind([[_4512, _4561], [5 ^ [], g(f(5 ^ []))]]))).
% 29.93/29.31 cnf('1.2.2.1.2.1.1.2.1',plain,[-(5 ^ [] = g(f(5 ^ [])))],lemmata('1.2')).
% 29.93/29.31 cnf('1.2.2.1.2.2',plain,[-(f(g(6 ^ [f(5 ^ [])])) = f(5 ^ [])), g(6 ^ [f(5 ^ [])]) = 5 ^ []],extension(12,bind([[_4512, _4561], [g(6 ^ [f(5 ^ [])]), 5 ^ []]]))).
% 29.93/29.31 cnf('1.2.2.1.2.2.1',plain,[-(g(6 ^ [f(5 ^ [])]) = 5 ^ []), 5 ^ [] = g(6 ^ [f(5 ^ [])])],extension(14,bind([[_3757, _3802], [5 ^ [], g(6 ^ [f(5 ^ [])])]]))).
% 29.93/29.31 cnf('1.2.2.1.2.2.1.1',plain,[-(5 ^ [] = g(6 ^ [f(5 ^ [])])), -(8 ^ []), g(6 ^ [f(5 ^ [])]) = g(f(g(6 ^ [f(5 ^ [])])))],extension(4,bind([[_6613], [g(6 ^ [f(5 ^ [])])]]))).
% 29.93/29.31 cnf('1.2.2.1.2.2.1.1.1',plain,[8 ^ []],reduction('1')).
% 29.93/29.31 cnf('1.2.2.1.2.2.1.1.2',plain,[-(g(6 ^ [f(5 ^ [])]) = g(f(g(6 ^ [f(5 ^ [])])))), 6 ^ [f(5 ^ [])] = f(g(6 ^ [f(5 ^ [])]))],extension(13,bind([[_4831, _4880], [6 ^ [f(5 ^ [])], f(g(6 ^ [f(5 ^ [])]))]]))).
% 29.93/29.31 cnf('1.2.2.1.2.2.1.1.2.1',plain,[-(6 ^ [f(5 ^ [])] = f(g(6 ^ [f(5 ^ [])])))],lemmata('1.2.2.1.2')).
% 29.93/29.31 %-----------------------------------------------------
% 29.93/29.32
% 29.93/29.32 % SZS output end Proof for /export/starexec/sandbox2/benchmark/theBenchmark.p
%------------------------------------------------------------------------------