TSTP Solution File: SEU041+1 by nanoCoP---2.0

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% File     : nanoCoP---2.0
% Problem  : SEU041+1 : TPTP v8.1.2. Released v3.2.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : nanocop.sh %s %d

% Computer : n024.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 12:02:07 EDT 2023

% Result   : Theorem 0.33s 1.37s
% Output   : Proof 0.33s
% Verified : 
% SZS Type : -

% Comments : 
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%----WARNING: Could not form TPTP format derivation
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%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12  % Problem  : SEU041+1 : TPTP v8.1.2. Released v3.2.0.
% 0.03/0.12  % Command  : nanocop.sh %s %d
% 0.12/0.33  % Computer : n024.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 13:40:06 EDT 2023
% 0.12/0.33  % CPUTime  : 
% 0.33/1.37  
% 0.33/1.37  /export/starexec/sandbox2/benchmark/theBenchmark.p is a Theorem
% 0.33/1.37  Start of proof for /export/starexec/sandbox2/benchmark/theBenchmark.p
% 0.33/1.37  %-----------------------------------------------------
% 0.33/1.37  ncf(matrix, plain, [(360 ^ _53832) ^ [] : [-(relation(358 ^ []))], (362 ^ _53832) ^ [] : [-(function(358 ^ []))], (364 ^ _53832) ^ [] : [-(subset(356 ^ [], 357 ^ []))], (366 ^ _53832) ^ [] : [relation_dom_restriction(relation_dom_restriction(358 ^ [], 356 ^ []), 357 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ []), relation_dom_restriction(relation_dom_restriction(358 ^ [], 357 ^ []), 356 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ [])], (112 ^ _53832) ^ [_57407, _57409] : [_57409 = _57407, -(powerset(_57409) = powerset(_57407))], (118 ^ _53832) ^ [_57633, _57635, _57637, _57639] : [-(relation_dom_restriction(_57639, _57635) = relation_dom_restriction(_57637, _57633)), _57639 = _57637, _57635 = _57633], (2 ^ _53832) ^ [_53976] : [-(_53976 = _53976)], (4 ^ _53832) ^ [_54083, _54085] : [_54085 = _54083, -(_54083 = _54085)], (10 ^ _53832) ^ [_54287, _54289, _54291] : [-(_54291 = _54287), _54291 = _54289, _54289 = _54287], (20 ^ _53832) ^ [_54628, _54630, _54632, _54634] : [-(in(_54632, _54628)), in(_54634, _54630), _54634 = _54632, _54630 = _54628], (34 ^ _53832) ^ [_55044, _55046] : [-(one_to_one(_55044)), _55046 = _55044, one_to_one(_55046)], (44 ^ _53832) ^ [_55339, _55341] : [-(relation_empty_yielding(_55339)), _55341 = _55339, relation_empty_yielding(_55341)], (54 ^ _53832) ^ [_55634, _55636] : [-(empty(_55634)), _55636 = _55634, empty(_55636)], (64 ^ _53832) ^ [_55957, _55959, _55961, _55963] : [-(element(_55961, _55957)), element(_55963, _55959), _55963 = _55961, _55959 = _55957], (78 ^ _53832) ^ [_56373, _56375] : [-(relation(_56373)), _56375 = _56373, relation(_56375)], (88 ^ _53832) ^ [_56668, _56670] : [-(function(_56668)), _56670 = _56668, function(_56670)], (98 ^ _53832) ^ [_56971, _56973, _56975, _56977] : [-(subset(_56975, _56971)), subset(_56977, _56973), _56977 = _56975, _56973 = _56971], (128 ^ _53832) ^ [_57970, _57972] : [in(_57972, _57970), in(_57970, _57972)], (134 ^ _53832) ^ [] : [-(empty(empty_set))], (136 ^ _53832) ^ [] : [-(relation(empty_set))], (138 ^ _53832) ^ [] : [-(empty(empty_set))], (140 ^ _53832) ^ [] : [-(relation(empty_set))], (142 ^ _53832) ^ [] : [-(relation_empty_yielding(empty_set))], (144 ^ _53832) ^ [] : [-(empty(empty_set))], (146 ^ _53832) ^ [_58505, _58507] : [in(_58507, _58505), -(element(_58507, _58505))], (152 ^ _53832) ^ [_58729, _58731, _58733] : [-(element(_58733, _58729)), in(_58733, _58731), element(_58731, powerset(_58729))], (162 ^ _53832) ^ [_59056, _59058, _59060] : [in(_59060, _59058), element(_59058, powerset(_59056)), empty(_59056)], (173 ^ _53832) ^ [_59376] : [-(element(171 ^ [_59376], _59376))], (175 ^ _53832) ^ [_59474] : [empty(_59474), -(function(_59474))], (181 ^ _53832) ^ [_59660] : [192 ^ _53832 : [(193 ^ _53832) ^ [] : [-(relation(_59660))], (195 ^ _53832) ^ [] : [-(function(_59660))], (197 ^ _53832) ^ [] : [-(one_to_one(_59660))]], relation(_59660), empty(_59660), function(_59660)], (199 ^ _53832) ^ [_60137] : [empty(powerset(_60137))], (201 ^ _53832) ^ [_60245, _60247] : [208 ^ _53832 : [(209 ^ _53832) ^ [] : [-(relation(relation_dom_restriction(_60247, _60245)))], (211 ^ _53832) ^ [] : [-(relation_empty_yielding(relation_dom_restriction(_60247, _60245)))]], relation(_60247), relation_empty_yielding(_60247)], (213 ^ _53832) ^ [_60609] : [empty(_60609), -(relation(_60609))], (219 ^ _53832) ^ [_60809, _60811] : [element(_60811, _60809), -(empty(_60809)), -(in(_60811, _60809))], (229 ^ _53832) ^ [_61093] : [empty(_61093), -(_61093 = empty_set)], (235 ^ _53832) ^ [_61295, _61297] : [in(_61297, _61295), empty(_61295)], (241 ^ _53832) ^ [_61502, _61504] : [empty(_61504), -(_61504 = _61502), empty(_61502)], (251 ^ _53832) ^ [_61784, _61786] : [-(subset(_61786, _61786))], (253 ^ _53832) ^ [_61893, _61895] : [relation(_61895), -(relation(relation_dom_restriction(_61895, _61893)))], (259 ^ _53832) ^ [_62105, _62107] : [266 ^ _53832 : [(267 ^ _53832) ^ [] : [-(relation(relation_dom_restriction(_62107, _62105)))], (269 ^ _53832) ^ [] : [-(function(relation_dom_restriction(_62107, _62105)))]], relation(_62107), function(_62107)], (272 ^ _53832) ^ [] : [-(relation(270 ^ []))], (274 ^ _53832) ^ [] : [-(function(270 ^ []))], (277 ^ _53832) ^ [] : [-(relation(275 ^ []))], (279 ^ _53832) ^ [] : [-(empty(275 ^ []))], (281 ^ _53832) ^ [] : [-(function(275 ^ []))], (284 ^ _53832) ^ [] : [-(relation(282 ^ []))], (286 ^ _53832) ^ [] : [-(function(282 ^ []))], (288 ^ _53832) ^ [] : [-(one_to_one(282 ^ []))], (290 ^ _53832) ^ [_63036] : [-(empty(_63036)), 294 ^ _53832 : [(295 ^ _53832) ^ [] : [-(element(293 ^ [_63036], powerset(_63036)))], (297 ^ _53832) ^ [] : [empty(293 ^ [_63036])]]], (300 ^ _53832) ^ [_63419] : [-(element(298 ^ [_63419], powerset(_63419)))], (302 ^ _53832) ^ [_63470] : [-(empty(298 ^ [_63470]))], (305 ^ _53832) ^ [] : [-(empty(303 ^ []))], (307 ^ _53832) ^ [] : [-(relation(303 ^ []))], (310 ^ _53832) ^ [] : [empty(308 ^ [])], (312 ^ _53832) ^ [] : [-(relation(308 ^ []))], (315 ^ _53832) ^ [] : [-(relation(313 ^ []))], (317 ^ _53832) ^ [] : [-(relation_empty_yielding(313 ^ []))], (320 ^ _53832) ^ [] : [-(empty(318 ^ []))], (323 ^ _53832) ^ [] : [empty(321 ^ [])], (325 ^ _53832) ^ [_64239, _64241] : [element(_64241, powerset(_64239)), -(subset(_64241, _64239))], (331 ^ _53832) ^ [_64405, _64407] : [subset(_64407, _64405), -(element(_64407, powerset(_64405)))], (337 ^ _53832) ^ [_64635, _64637, _64639] : [relation(_64635), subset(_64639, _64637), -(relation_dom_restriction(relation_dom_restriction(_64635, _64639), _64637) = relation_dom_restriction(_64635, _64639))], (347 ^ _53832) ^ [_64954, _64956, _64958] : [relation(_64954), subset(_64958, _64956), -(relation_dom_restriction(relation_dom_restriction(_64954, _64956), _64958) = relation_dom_restriction(_64954, _64958))]], input).
% 0.33/1.37  ncf('1',plain,[relation_dom_restriction(relation_dom_restriction(358 ^ [], 356 ^ []), 357 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ []), relation_dom_restriction(relation_dom_restriction(358 ^ [], 357 ^ []), 356 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ [])],start(366 ^ 0)).
% 0.33/1.37  ncf('1.1',plain,[-(relation_dom_restriction(relation_dom_restriction(358 ^ [], 356 ^ []), 357 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ [])), relation(358 ^ []), subset(356 ^ [], 357 ^ [])],extension(337 ^ 1,bind([[_64635, _64637, _64639], [358 ^ [], 357 ^ [], 356 ^ []]]))).
% 0.33/1.37  ncf('1.1.1',plain,[-(relation(358 ^ []))],extension(360 ^ 2)).
% 0.33/1.37  ncf('1.1.2',plain,[-(subset(356 ^ [], 357 ^ []))],extension(364 ^ 2)).
% 0.33/1.37  ncf('1.2',plain,[-(relation_dom_restriction(relation_dom_restriction(358 ^ [], 357 ^ []), 356 ^ []) = relation_dom_restriction(358 ^ [], 356 ^ [])), relation(358 ^ []), subset(356 ^ [], 357 ^ [])],extension(347 ^ 1,bind([[_64954, _64956, _64958], [358 ^ [], 357 ^ [], 356 ^ []]]))).
% 0.33/1.37  ncf('1.2.1',plain,[-(relation(358 ^ []))],extension(360 ^ 2)).
% 0.33/1.37  ncf('1.2.2',plain,[-(subset(356 ^ [], 357 ^ []))],extension(364 ^ 2)).
% 0.33/1.37  %-----------------------------------------------------
% 0.33/1.37  End of proof for /export/starexec/sandbox2/benchmark/theBenchmark.p
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