TSTP Solution File: SEV515+1 by nanoCoP---2.0

View Problem - Process Solution

%------------------------------------------------------------------------------
% File     : nanoCoP---2.0
% Problem  : SEV515+1 : TPTP v8.1.2. Released v7.0.0.
% 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 12:07:44 EDT 2023

% Result   : Theorem 0.32s 1.38s
% Output   : Proof 0.32s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12  % Problem  : SEV515+1 : TPTP v8.1.2. Released v7.0.0.
% 0.03/0.12  % Command  : nanocop.sh %s %d
% 0.12/0.33  % Computer : n014.cluster.edu
% 0.12/0.33  % Model    : x86_64 x86_64
% 0.12/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33  % Memory   : 8042.1875MB
% 0.12/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33  % CPULimit : 300
% 0.12/0.33  % WCLimit  : 300
% 0.12/0.33  % DateTime : Thu May 18 13:49:42 EDT 2023
% 0.12/0.33  % CPUTime  : 
% 0.32/1.38  
% 0.32/1.38  /export/starexec/sandbox/benchmark/theBenchmark.p is a Theorem
% 0.32/1.38  Start of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
% 0.32/1.38  %-----------------------------------------------------
% 0.32/1.38  ncf(matrix, plain, [(67 ^ _25508) ^ [_27717] : [g_true_only(_27717, 65 ^ []), 70 ^ _25508 : [(71 ^ _25508) ^ [] : [g_both(_27717, _27717)], (73 ^ _25508) ^ [] : [g_true_only(_27717, _27717)]]], (75 ^ _25508) ^ [_27964] : [g_both(_27964, 65 ^ []), 78 ^ _25508 : [(79 ^ _25508) ^ [] : [g_false_only(_27964, _27964)], (81 ^ _25508) ^ [] : [g_true_only(_27964, _27964)]]], (83 ^ _25508) ^ [_28191] : [g_false_only(_28191, 65 ^ []), 86 ^ _25508 : [(87 ^ _25508) ^ [] : [g_false_only(_28191, _28191)], (89 ^ _25508) ^ [] : [g_both(_28191, _28191)]]], (91 ^ _25508) ^ [] : [130 ^ _25508 : [(131 ^ _25508) ^ [_29662] : [132 ^ _25508 : [(133 ^ _25508) ^ [] : [-(g_true_only(_29662, 129 ^ []))], (135 ^ _25508) ^ [] : [-(g_false_only(_29662, _29662))]], 136 ^ _25508 : [(137 ^ _25508) ^ [] : [-(g_false_only(_29662, 129 ^ []))], (139 ^ _25508) ^ [] : [-(g_true_only(_29662, _29662))]]]], 92 ^ _25508 : [(93 ^ _25508) ^ [_28466] : [94 ^ _25508 : [(95 ^ _25508) ^ [_28611] : [g_both(_28611, _28466), g_both(_28611, _28611)]], 103 ^ _25508 : [(104 ^ _25508) ^ [] : [-(g_true_only(100 ^ [_28466], _28466))], (106 ^ _25508) ^ [] : [-(g_both(100 ^ [_28466], 100 ^ [_28466])), -(g_true_only(100 ^ [_28466], 100 ^ [_28466]))]], 113 ^ _25508 : [(114 ^ _25508) ^ [] : [-(g_both(100 ^ [_28466], _28466))], (116 ^ _25508) ^ [] : [-(g_false_only(100 ^ [_28466], 100 ^ [_28466])), -(g_true_only(100 ^ [_28466], 100 ^ [_28466]))]], 121 ^ _25508 : [(122 ^ _25508) ^ [] : [-(g_false_only(100 ^ [_28466], _28466))], (124 ^ _25508) ^ [] : [-(g_false_only(100 ^ [_28466], 100 ^ [_28466])), -(g_both(100 ^ [_28466], 100 ^ [_28466]))]]]]], (2 ^ _25508) ^ [_25650, _25652] : [g_true_only(_25652, _25650), 5 ^ _25508 : [(6 ^ _25508) ^ [] : [-(g_true(_25652, _25650))], (8 ^ _25508) ^ [] : [g_false(_25652, _25650)]]], (10 ^ _25508) ^ [_25888, _25890] : [-(g_true_only(_25890, _25888)), g_true(_25890, _25888), -(g_false(_25890, _25888))], (20 ^ _25508) ^ [_26221, _26223] : [g_both(_26223, _26221), 23 ^ _25508 : [(24 ^ _25508) ^ [] : [-(g_true(_26223, _26221))], (26 ^ _25508) ^ [] : [-(g_false(_26223, _26221))]]], (28 ^ _25508) ^ [_26458, _26460] : [-(g_both(_26460, _26458)), g_true(_26460, _26458), g_false(_26460, _26458)], (56 ^ _25508) ^ [_27310, _27312] : [-(g_true_only(_27312, _27310)), -(g_both(_27312, _27310)), -(g_false_only(_27312, _27310))], (38 ^ _25508) ^ [_26788, _26790] : [g_false_only(_26790, _26788), 41 ^ _25508 : [(42 ^ _25508) ^ [] : [-(g_false(_26790, _26788))], (44 ^ _25508) ^ [] : [g_true(_26790, _26788)]]], (46 ^ _25508) ^ [_27026, _27028] : [-(g_false_only(_27028, _27026)), g_false(_27028, _27026), -(g_true(_27028, _27026))]], input).
% 0.32/1.38  ncf('1',plain,[g_true_only(65 ^ [], 65 ^ []), 71 : g_both(65 ^ [], 65 ^ [])],start(67 ^ 0,bind([[_27717], [65 ^ []]]))).
% 0.32/1.38  ncf('1.1',plain,[-(g_true_only(65 ^ [], 65 ^ [])), 135 : -(g_false_only(65 ^ [], 65 ^ [])), 95 : g_both(65 ^ [], 65 ^ []), 95 : g_both(65 ^ [], 65 ^ []), 106 : -(g_both(100 ^ [65 ^ []], 100 ^ [65 ^ []])), 106 : -(g_true_only(100 ^ [65 ^ []], 100 ^ [65 ^ []])), 116 : -(g_false_only(100 ^ [65 ^ []], 100 ^ [65 ^ []])), 116 : -(g_true_only(100 ^ [65 ^ []], 100 ^ [65 ^ []])), 124 : -(g_false_only(100 ^ [65 ^ []], 100 ^ [65 ^ []])), 124 : -(g_both(100 ^ [65 ^ []], 100 ^ [65 ^ []]))],extension(91 ^ 1,bind([[_29662, _28466, _28611], [65 ^ [], 65 ^ [], 65 ^ []]]))).
% 0.32/1.38  ncf('1.1.1',plain,[g_false_only(65 ^ [], 65 ^ []), 87 : g_false_only(65 ^ [], 65 ^ [])],extension(83 ^ 6,bind([[_28191], [65 ^ []]]))).
% 0.32/1.38  ncf('1.1.1.1',plain,[-(g_false_only(65 ^ [], 65 ^ []))],reduction('1.1')).
% 0.32/1.38  ncf('1.1.2',plain,[-(g_both(65 ^ [], 65 ^ [])), -(g_true_only(65 ^ [], 65 ^ [])), -(g_false_only(65 ^ [], 65 ^ []))],extension(56 ^ 6,bind([[_27310, _27312], [65 ^ [], 65 ^ []]]))).
% 0.32/1.38  ncf('1.1.2.1',plain,[g_true_only(65 ^ [], 65 ^ [])],reduction('1')).
% 0.32/1.38  ncf('1.1.2.2',plain,[g_false_only(65 ^ [], 65 ^ []), 87 : g_false_only(65 ^ [], 65 ^ [])],extension(83 ^ 7,bind([[_28191], [65 ^ []]]))).
% 0.32/1.38  ncf('1.1.2.2.1',plain,[-(g_false_only(65 ^ [], 65 ^ []))],reduction('1.1.2')).
% 0.32/1.38  ncf('1.1.3',plain,[-(g_both(65 ^ [], 65 ^ []))],lemmata('[1].x')).
% 0.32/1.38  ncf('1.1.4',plain,[g_both(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_true_only(100 ^ [65 ^ []], 65 ^ [])],extension(67 ^ 6,bind([[_27717], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.4.1',plain,[-(g_true_only(100 ^ [65 ^ []], 65 ^ []))],extension(104 ^ 7)).
% 0.32/1.38  ncf('1.1.5',plain,[g_true_only(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_true_only(100 ^ [65 ^ []], 65 ^ [])],extension(67 ^ 6,bind([[_27717], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.5.1',plain,[-(g_true_only(100 ^ [65 ^ []], 65 ^ []))],extension(104 ^ 7)).
% 0.32/1.38  ncf('1.1.6',plain,[g_false_only(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_both(100 ^ [65 ^ []], 65 ^ [])],extension(75 ^ 6,bind([[_27964], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.6.1',plain,[-(g_both(100 ^ [65 ^ []], 65 ^ []))],extension(114 ^ 7)).
% 0.32/1.38  ncf('1.1.7',plain,[g_true_only(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_both(100 ^ [65 ^ []], 65 ^ [])],extension(75 ^ 6,bind([[_27964], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.7.1',plain,[-(g_both(100 ^ [65 ^ []], 65 ^ []))],extension(114 ^ 7)).
% 0.32/1.38  ncf('1.1.8',plain,[g_false_only(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_false_only(100 ^ [65 ^ []], 65 ^ [])],extension(83 ^ 6,bind([[_28191], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.8.1',plain,[-(g_false_only(100 ^ [65 ^ []], 65 ^ []))],extension(122 ^ 7)).
% 0.32/1.38  ncf('1.1.9',plain,[g_both(100 ^ [65 ^ []], 100 ^ [65 ^ []]), g_false_only(100 ^ [65 ^ []], 65 ^ [])],extension(83 ^ 6,bind([[_28191], [100 ^ [65 ^ []]]]))).
% 0.32/1.38  ncf('1.1.9.1',plain,[-(g_false_only(100 ^ [65 ^ []], 65 ^ []))],extension(122 ^ 7)).
% 0.32/1.38  ncf('1.2',plain,[-(g_both(65 ^ [], 65 ^ [])), g_true(65 ^ [], 65 ^ []), g_false(65 ^ [], 65 ^ [])],extension(28 ^ 3,bind([[_26458, _26460], [65 ^ [], 65 ^ []]]))).
% 0.32/1.38  ncf('1.2.1',plain,[-(g_true(65 ^ [], 65 ^ [])), g_true_only(65 ^ [], 65 ^ [])],extension(2 ^ 4,bind([[_25650, _25652], [65 ^ [], 65 ^ []]]))).
% 0.32/1.38  ncf('1.2.1.1',plain,[-(g_true_only(65 ^ [], 65 ^ []))],lemmata('x')).
% 0.32/1.38  ncf('1.2.2',plain,[-(g_false(65 ^ [], 65 ^ [])), -(g_true_only(65 ^ [], 65 ^ [])), g_true(65 ^ [], 65 ^ [])],extension(10 ^ 4,bind([[_25888, _25890], [65 ^ [], 65 ^ []]]))).
% 0.32/1.38  ncf('1.2.2.1',plain,[g_true_only(65 ^ [], 65 ^ [])],extension(73 ^ 5)).
% 0.32/1.38  ncf('1.2.2.2',plain,[-(g_true(65 ^ [], 65 ^ []))],lemmata('[1].x')).
% 0.32/1.38  %-----------------------------------------------------
% 0.32/1.38  End of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
%------------------------------------------------------------------------------