TSTP Solution File: NUN076+2 by nanoCoP---2.0
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- Process Solution
%------------------------------------------------------------------------------
% File : nanoCoP---2.0
% Problem : NUN076+2 : TPTP v8.1.2. Released v7.3.0.
% Transfm : none
% Format : tptp:raw
% Command : nanocop.sh %s %d
% Computer : n014.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 : 300s
% DateTime : Fri May 19 11:46:31 EDT 2023
% Result : Theorem 11.33s 11.71s
% Output : Proof 11.33s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.12 % Problem : NUN076+2 : TPTP v8.1.2. Released v7.3.0.
% 0.11/0.12 % Command : nanocop.sh %s %d
% 0.11/0.33 % Computer : n014.cluster.edu
% 0.11/0.33 % Model : x86_64 x86_64
% 0.11/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.11/0.33 % Memory : 8042.1875MB
% 0.11/0.33 % OS : Linux 3.10.0-693.el7.x86_64
% 0.11/0.33 % CPULimit : 300
% 0.11/0.33 % WCLimit : 300
% 0.11/0.33 % DateTime : Thu May 18 21:12:42 EDT 2023
% 0.11/0.33 % CPUTime :
% 11.33/11.71
% 11.33/11.71 /export/starexec/sandbox/benchmark/theBenchmark.p is a Theorem
% 11.33/11.71 Start of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
% 11.33/11.71 %-----------------------------------------------------
% 11.33/11.71 ncf(matrix, plain, [(208 ^ _46738) ^ [_54956, _54958, _54960] : [227 ^ _46738 : [(228 ^ _46738) ^ [_55829] : [r3(_54958, _54956, _55829), _55829 = _54960]], 209 ^ _46738 : [(210 ^ _46738) ^ [_55095] : [_55095 = _54960, 213 ^ _46738 : [(214 ^ _46738) ^ [_55268] : [r4(_55268, _54958, _55095), 217 ^ _46738 : [(218 ^ _46738) ^ [_55437] : [r2(_55437, _55268), 221 ^ _46738 : [(222 ^ _46738) ^ [_55599] : [r1(_55599), r2(_55599, _55437)]]]]]]]]], (81 ^ _46738) ^ [_49483] : [82 ^ _46738 : [(83 ^ _46738) ^ [] : [r1(_49483)], (85 ^ _46738) ^ [] : [_49483 = 79 ^ []]], 86 ^ _46738 : [(87 ^ _46738) ^ [] : [-(r1(_49483))], (89 ^ _46738) ^ [] : [-(_49483 = 79 ^ [])]]], (92 ^ _46738) ^ [_49898, _49900] : [93 ^ _46738 : [(94 ^ _46738) ^ [] : [r2(_49900, _49898)], (96 ^ _46738) ^ [] : [_49898 = 90 ^ [_49900]]], 97 ^ _46738 : [(98 ^ _46738) ^ [] : [-(r2(_49900, _49898))], (100 ^ _46738) ^ [] : [-(_49898 = 90 ^ [_49900])]]], (103 ^ _46738) ^ [_50365, _50367, _50369] : [104 ^ _46738 : [(105 ^ _46738) ^ [] : [r3(_50369, _50367, _50365)], (107 ^ _46738) ^ [] : [_50365 = 101 ^ [_50367, _50369]]], 108 ^ _46738 : [(109 ^ _46738) ^ [] : [-(r3(_50369, _50367, _50365))], (111 ^ _46738) ^ [] : [-(_50365 = 101 ^ [_50367, _50369])]]], (114 ^ _46738) ^ [_50854, _50856, _50858] : [115 ^ _46738 : [(116 ^ _46738) ^ [] : [r4(_50858, _50856, _50854)], (118 ^ _46738) ^ [] : [_50854 = 112 ^ [_50856, _50858]]], 119 ^ _46738 : [(120 ^ _46738) ^ [] : [-(r4(_50858, _50856, _50854))], (122 ^ _46738) ^ [] : [-(_50854 = 112 ^ [_50856, _50858])]]], (127 ^ _46738) ^ [_51507, _51509] : [-(r2(_51507, 125 ^ [_51507, _51509]))], (129 ^ _46738) ^ [_51560, _51562] : [-(r3(_51562, 125 ^ [_51560, _51562], 124 ^ [_51560, _51562]))], (131 ^ _46738) ^ [_51623, _51625] : [-(124 ^ [_51623, _51625] = 123 ^ [_51623, _51625])], (134 ^ _46738) ^ [_51762, _51764] : [-(r2(132 ^ [_51762, _51764], 123 ^ [_51762, _51764]))], (136 ^ _46738) ^ [_51822, _51824] : [-(r3(_51824, _51822, 132 ^ [_51822, _51824]))], (141 ^ _46738) ^ [_52196, _52198] : [-(r2(_52196, 139 ^ [_52196, _52198]))], (143 ^ _46738) ^ [_52249, _52251] : [-(r4(_52251, 139 ^ [_52249, _52251], 138 ^ [_52249, _52251]))], (145 ^ _46738) ^ [_52312, _52314] : [-(138 ^ [_52312, _52314] = 137 ^ [_52312, _52314])], (148 ^ _46738) ^ [_52452, _52454] : [-(r3(146 ^ [_52452, _52454], _52454, 137 ^ [_52452, _52454]))], (150 ^ _46738) ^ [_52513, _52515] : [-(r4(_52515, _52513, 146 ^ [_52513, _52515]))], (152 ^ _46738) ^ [_52638, _52640] : [-(_52640 = _52638), 153 ^ _46738 : [(154 ^ _46738) ^ [_52747] : [r2(_52638, _52747), 155 ^ _46738 : [(156 ^ _46738) ^ [_52851] : [r2(_52640, _52851), _52851 = _52747]]]]], (168 ^ _46738) ^ [_53302] : [-(r1(166 ^ [_53302]))], (170 ^ _46738) ^ [_53350] : [-(r3(_53350, 166 ^ [_53350], 165 ^ [_53350]))], (172 ^ _46738) ^ [_53407] : [-(165 ^ [_53407] = _53407)], (176 ^ _46738) ^ [_53650] : [-(r1(174 ^ [_53650]))], (178 ^ _46738) ^ [_53698] : [-(r4(_53698, 174 ^ [_53698], 173 ^ [_53698]))], (181 ^ _46738) ^ [_53824] : [-(r1(179 ^ [_53824]))], (183 ^ _46738) ^ [_53872] : [-(173 ^ [_53872] = 179 ^ [_53872])], (185 ^ _46738) ^ [_53981] : [187 ^ _46738 : [(188 ^ _46738) ^ [] : [-(r1(186 ^ [_53981]))], (190 ^ _46738) ^ [] : [-(_53981 = 186 ^ [_53981])]], 193 ^ _46738 : [(194 ^ _46738) ^ [] : [-(r2(191 ^ [_53981], 192 ^ [_53981]))], (196 ^ _46738) ^ [] : [-(_53981 = 192 ^ [_53981])]]], (198 ^ _46738) ^ [_54500, _54502] : [r2(_54502, _54500), 199 ^ _46738 : [(200 ^ _46738) ^ [_54597] : [r1(_54597), _54597 = _54500]]], (2 ^ _46738) ^ [_46862] : [-(_46862 = _46862)], (4 ^ _46738) ^ [_46969, _46971] : [_46971 = _46969, -(_46969 = _46971)], (10 ^ _46738) ^ [_47173, _47175, _47177] : [-(_47177 = _47173), _47177 = _47175, _47175 = _47173], (20 ^ _46738) ^ [_47542, _47544, _47546, _47548, _47550, _47552] : [-(r4(_47550, _47546, _47542)), r4(_47552, _47548, _47544), _47552 = _47550, _47548 = _47546, _47544 = _47542], (38 ^ _46738) ^ [_48095, _48097] : [-(r1(_48095)), _48097 = _48095, r1(_48097)], (48 ^ _46738) ^ [_48418, _48420, _48422, _48424] : [-(r2(_48422, _48418)), r2(_48424, _48420), _48424 = _48422, _48420 = _48418], (62 ^ _46738) ^ [_48870, _48872, _48874, _48876, _48878, _48880] : [-(r3(_48878, _48874, _48870)), r3(_48880, _48876, _48872), _48880 = _48878, _48876 = _48874, _48872 = _48870]], input).
% 11.33/11.71 ncf('1',plain,[228 : r3(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]), 228 : 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 79 ^ [], 210 : 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 79 ^ [], 214 : r4(165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]), 218 : r2(165 ^ [90 ^ [165 ^ [79 ^ []]]], 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]), 222 : r1(165 ^ [79 ^ []]), 222 : r2(165 ^ [79 ^ []], 165 ^ [90 ^ [165 ^ [79 ^ []]]])],start(208 ^ 0,bind([[_54956, _54958, _54960, _55829, _55095, _55268, _55437, _55599], [166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 79 ^ [], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 165 ^ [90 ^ [165 ^ [79 ^ []]]], 165 ^ [79 ^ []]]]))).
% 11.33/11.71 ncf('1.1',plain,[-(r3(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])), r3(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 165 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]), 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]] = 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 165 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]],extension(62 ^ 3,bind([[_48870, _48872, _48874, _48876, _48878, _48880], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 165 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.1.1',plain,[-(r3(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]], 165 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))],extension(170 ^ 4,bind([[_53350], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.1.2',plain,[-(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(2 ^ 4,bind([[_46862], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.1.3',plain,[-(166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]] = 166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]])],extension(2 ^ 4,bind([[_46862], [166 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]]))).
% 11.33/11.71 ncf('1.1.4',plain,[-(165 ^ [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(172 ^ 4,bind([[_53407], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.2',plain,[-(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 79 ^ []), 83 : r1(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(81 ^ 3,bind([[_49483], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.2.1',plain,[-(r1(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]))],extension(176 ^ 6,bind([[_53650], [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))).
% 11.33/11.71 ncf('1.3',plain,[-(179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 79 ^ []), 83 : r1(179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(81 ^ 3,bind([[_49483], [179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.3.1',plain,[-(r1(179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]))],extension(181 ^ 6,bind([[_53824], [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))).
% 11.33/11.71 ncf('1.4',plain,[-(r4(165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])), r4(165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 173 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]), 165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]] = 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 173 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]],extension(20 ^ 5,bind([[_47542, _47544, _47546, _47548, _47550, _47552], [179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 173 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))).
% 11.33/11.71 ncf('1.4.1',plain,[-(r4(165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]], 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]], 173 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]))],extension(178 ^ 6,bind([[_53698], [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))).
% 11.33/11.71 ncf('1.4.2',plain,[-(165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]] = 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]])],extension(172 ^ 6,bind([[_53407], [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]))).
% 11.33/11.71 ncf('1.4.3',plain,[-(174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(2 ^ 6,bind([[_46862], [174 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]]))).
% 11.33/11.71 ncf('1.4.4',plain,[-(173 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]] = 179 ^ [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]])],extension(183 ^ 6,bind([[_53872], [165 ^ [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]]]))).
% 11.33/11.71 ncf('1.5',plain,[-(r2(165 ^ [90 ^ [165 ^ [79 ^ []]]], 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]])), 96 : 165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]] = 90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]],extension(92 ^ 7,bind([[_49898, _49900], [165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]], 165 ^ [90 ^ [165 ^ [79 ^ []]]]]]))).
% 11.33/11.71 ncf('1.5.1',plain,[-(165 ^ [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]] = 90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]])],extension(172 ^ 10,bind([[_53407], [90 ^ [165 ^ [90 ^ [165 ^ [79 ^ []]]]]]]))).
% 11.33/11.71 ncf('1.6',plain,[-(r1(165 ^ [79 ^ []])), 85 : 165 ^ [79 ^ []] = 79 ^ []],extension(81 ^ 9,bind([[_49483], [165 ^ [79 ^ []]]]))).
% 11.33/11.71 ncf('1.6.1',plain,[-(165 ^ [79 ^ []] = 79 ^ [])],extension(172 ^ 12,bind([[_53407], [79 ^ []]]))).
% 11.33/11.71 ncf('1.7',plain,[-(r2(165 ^ [79 ^ []], 165 ^ [90 ^ [165 ^ [79 ^ []]]])), 96 : 165 ^ [90 ^ [165 ^ [79 ^ []]]] = 90 ^ [165 ^ [79 ^ []]]],extension(92 ^ 9,bind([[_49898, _49900], [165 ^ [90 ^ [165 ^ [79 ^ []]]], 165 ^ [79 ^ []]]]))).
% 11.33/11.71 ncf('1.7.1',plain,[-(165 ^ [90 ^ [165 ^ [79 ^ []]]] = 90 ^ [165 ^ [79 ^ []]])],extension(172 ^ 12,bind([[_53407], [90 ^ [165 ^ [79 ^ []]]]]))).
% 11.33/11.71 %-----------------------------------------------------
% 11.33/11.71 End of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
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