%------------------------------------------------------------------------------
% File     : nanoCoP---2.0
% Problem  : SEU329+1 : TPTP v8.1.2. Released v3.3.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : nanocop.sh %s %d

% Computer : n001.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 12:03:10 EDT 2023

% Result   : Theorem 67.01s 65.45s
% Output   : Proof 67.01s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.11  % Problem  : SEU329+1 : TPTP v8.1.2. Released v3.3.0.
% 0.11/0.12  % Command  : nanocop.sh %s %d
% 0.12/0.33  % Computer : n001.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 14:05:34 EDT 2023
% 0.12/0.33  % CPUTime  : 
% 67.01/65.45  
% 67.01/65.45  /export/starexec/sandbox/benchmark/theBenchmark.p is a Theorem
% 67.01/65.45  Start of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
% 67.01/65.45  %-----------------------------------------------------
% 67.01/65.45  ncf(matrix, plain, [(631 ^ _158090) ^ [_158469] : [653 ^ _158090 : [(672 ^ _158090) ^ [] : [in(629 ^ [_158469], _158469)], (658 ^ _158090) ^ [] : [-(ordered_pair(655 ^ [_158469], 656 ^ [_158469]) = 629 ^ [_158469])], (662 ^ _158090) ^ [_159831] : [element(_159831, powerset(the_carrier(622 ^ []))), _159831 = 655 ^ [_158469], -(656 ^ [_158469] = subset_complement(the_carrier(622 ^ []), _159831))], (660 ^ _158090) ^ [] : [-(in(655 ^ [_158469], complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])))], (654 ^ _158090) ^ [] : [-(in(629 ^ [_158469], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])))]], 632 ^ _158090 : [(635 ^ _158090) ^ [] : [in(629 ^ [_158469], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])), 638 ^ _158090 : [(639 ^ _158090) ^ [_158855, _158857] : [ordered_pair(_158857, _158855) = 629 ^ [_158469], in(_158857, complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])), 647 ^ _158090 : [(652 ^ _158090) ^ [] : [_158855 = subset_complement(the_carrier(622 ^ []), 646 ^ [_158469, _158855, _158857])], (650 ^ _158090) ^ [] : [-(646 ^ [_158469, _158855, _158857] = _158857)], (648 ^ _158090) ^ [] : [-(element(646 ^ [_158469, _158855, _158857], powerset(the_carrier(622 ^ []))))]]]]], (633 ^ _158090) ^ [] : [-(in(629 ^ [_158469], _158469))]]], (627 ^ _158090) ^ [] : [-(element(623 ^ [], powerset(powerset(the_carrier(622 ^ [])))))], (625 ^ _158090) ^ [] : [-(one_sorted_str(622 ^ []))], !, (214 ^ _134794) ^ [_141602, _141604, _141606, _141608] : [-(subset_complement(_141608, _141604) = subset_complement(_141606, _141602)), _141608 = _141606, _141604 = _141602], (430 ^ _134794) ^ [_149006, _149008] : [empty(cartesian_product2(_149008, _149006)), -(empty(_149008)), -(empty(_149006))], (10 ^ _134794) ^ [_135229, _135231, _135233] : [-(_135233 = _135229), _135233 = _135231, _135231 = _135229], (265 ^ _134794) ^ [] : [-(v5_membered(253 ^ []))], (60 ^ _134794) ^ [_136722, _136724] : [-(v1_rat_1(_136722)), _136724 = _136722, v1_rat_1(_136724)], (487 ^ _134794) ^ [_150761, _150763] : [element(_150761, powerset(powerset(_150763))), -(element(complements_of_subsets(_150763, _150761), powerset(powerset(_150763))))], (457 ^ _134794) ^ [_149969, _149971] : [in(_149971, _149969), in(_149969, _149971)], (150 ^ _134794) ^ [_139405, _139407, _139409, _139411] : [-(in(_139409, _139405)), in(_139411, _139407), _139411 = _139409, _139407 = _139405], (407 ^ _134794) ^ [_148193] : [empty(_148193), 410 ^ _134794 : [(411 ^ _134794) ^ [] : [-(v1_membered(_148193))], (415 ^ _134794) ^ [] : [-(v3_membered(_148193))], (419 ^ _134794) ^ [] : [-(v5_membered(_148193))], (417 ^ _134794) ^ [] : [-(v4_membered(_148193))], (413 ^ _134794) ^ [] : [-(v2_membered(_148193))]]], (451 ^ _134794) ^ [_149739, _149741] : [element(_149739, powerset(powerset(_149741))), -(complements_of_subsets(_149741, complements_of_subsets(_149741, _149739)) = _149739)], (519 ^ _134794) ^ [_151646, _151648] : [one_sorted_str(_151648), element(_151646, powerset(powerset(the_carrier(_151648)))), 526 ^ _134794 : [(527 ^ _134794) ^ [_152130] : [531 ^ _134794 : [(540 ^ _134794) ^ [_153644] : [element(_153644, powerset(the_carrier(_151648))), _153644 = 533 ^ [_151646, _151648, _152130], -(534 ^ [_151646, _151648, _152130] = subset_complement(the_carrier(_151648), _153644))], (568 ^ _134794) ^ [] : [529 ^ [_151646, _151648, _152130] = 530 ^ [_151646, _151648, _152130]], (532 ^ _134794) ^ [] : [-(528 ^ [_151646, _151648, _152130] = 529 ^ [_151646, _151648, _152130])], (554 ^ _134794) ^ [] : [-(ordered_pair(551 ^ [_151646, _151648, _152130], 552 ^ [_151646, _151648, _152130]) = 530 ^ [_151646, _151648, _152130])], (550 ^ _134794) ^ [] : [-(528 ^ [_151646, _151648, _152130] = 530 ^ [_151646, _151648, _152130])], (558 ^ _134794) ^ [_154499] : [element(_154499, powerset(the_carrier(_151648))), _154499 = 551 ^ [_151646, _151648, _152130], -(552 ^ [_151646, _151648, _152130] = subset_complement(the_carrier(_151648), _154499))], (538 ^ _134794) ^ [] : [-(in(533 ^ [_151646, _151648, _152130], complements_of_subsets(the_carrier(_151648), _151646)))], (556 ^ _134794) ^ [] : [-(in(551 ^ [_151646, _151648, _152130], complements_of_subsets(the_carrier(_151648), _151646)))], (536 ^ _134794) ^ [] : [-(ordered_pair(533 ^ [_151646, _151648, _152130], 534 ^ [_151646, _151648, _152130]) = 529 ^ [_151646, _151648, _152130])]], 570 ^ _134794 : [(596 ^ _134794) ^ [_156414] : [-(in(_156414, 569 ^ [_151646, _151648, _152130])), 597 ^ _134794 : [(598 ^ _134794) ^ [_156595] : [in(_156595, cartesian_product2(complements_of_subsets(the_carrier(_151648), _151646), _152130)), _156595 = _156414, 605 ^ _134794 : [(606 ^ _134794) ^ [_156924, _156926] : [ordered_pair(_156926, _156924) = _156414, in(_156926, complements_of_subsets(the_carrier(_151648), _151646)), 614 ^ _134794 : [(619 ^ _134794) ^ [] : [_156924 = subset_complement(the_carrier(_151648), 613 ^ [_151646, _151648, _152130, _156414, _156595, _156924, _156926])], (617 ^ _134794) ^ [] : [-(613 ^ [_151646, _151648, _152130, _156414, _156595, _156924, _156926] = _156926)], (615 ^ _134794) ^ [] : [-(element(613 ^ [_151646, _151648, _152130, _156414, _156595, _156924, _156926], powerset(the_carrier(_151648))))]]]]]]], (571 ^ _134794) ^ [_155095] : [in(_155095, 569 ^ [_151646, _151648, _152130]), 575 ^ _134794 : [(576 ^ _134794) ^ [] : [-(in(574 ^ [_151646, _151648, _152130, _155095], cartesian_product2(complements_of_subsets(the_carrier(_151648), _151646), _152130)))], (582 ^ _134794) ^ [] : [-(ordered_pair(579 ^ [_151646, _151648, _152130, _155095], 580 ^ [_151646, _151648, _152130, _155095]) = _155095)], (586 ^ _134794) ^ [_156050] : [element(_156050, powerset(the_carrier(_151648))), _156050 = 579 ^ [_151646, _151648, _152130, _155095], -(580 ^ [_151646, _151648, _152130, _155095] = subset_complement(the_carrier(_151648), _156050))], (584 ^ _134794) ^ [] : [-(in(579 ^ [_151646, _151648, _152130, _155095], complements_of_subsets(the_carrier(_151648), _151646)))], (578 ^ _134794) ^ [] : [-(574 ^ [_151646, _151648, _152130, _155095] = _155095)]]]]]]], (259 ^ _134794) ^ [] : [-(v2_membered(253 ^ []))], (263 ^ _134794) ^ [] : [-(v4_membered(253 ^ []))], (50 ^ _134794) ^ [_136427, _136429] : [-(v1_int_1(_136427)), _136429 = _136427, v1_int_1(_136429)], (20 ^ _134794) ^ [_135542, _135544] : [-(v1_xcmplx_0(_135542)), _135544 = _135542, v1_xcmplx_0(_135544)], (505 ^ _134794) ^ [] : [true___, -(true___)], (2 ^ _134794) ^ [_134918] : [-(_134918 = _134918)], (242 ^ _134794) ^ [_142543] : [v3_membered(_142543), -(v2_membered(_142543))], (178 ^ _134794) ^ [_140307, _140309, _140311, _140313] : [-(cartesian_product2(_140313, _140309) = cartesian_product2(_140311, _140307)), _140313 = _140311, _140309 = _140307], (80 ^ _134794) ^ [_137312, _137314] : [-(v2_membered(_137312)), _137314 = _137312, v2_membered(_137314)], (267 ^ _134794) ^ [_143305] : [v1_membered(_143305), 270 ^ _134794 : [(271 ^ _134794) ^ [_143435] : [element(_143435, _143305), -(v1_xcmplx_0(_143435))]]], (481 ^ _134794) ^ [] : [true___, -(true___)], (475 ^ _134794) ^ [_150418, _150420] : [element(_150418, powerset(_150420)), -(element(subset_complement(_150420, _150418), powerset(_150420)))], (441 ^ _134794) ^ [_149349] : [-(element(439 ^ [_149349], powerset(_149349)))], (261 ^ _134794) ^ [] : [-(v3_membered(253 ^ []))], (359 ^ _134794) ^ [_146486] : [v3_membered(_146486), 362 ^ _134794 : [(363 ^ _134794) ^ [_146628] : [element(_146628, powerset(_146486)), 366 ^ _134794 : [(371 ^ _134794) ^ [] : [-(v3_membered(_146628))], (369 ^ _134794) ^ [] : [-(v2_membered(_146628))], (367 ^ _134794) ^ [] : [-(v1_membered(_146628))]]]]], (248 ^ _134794) ^ [_142729] : [v2_membered(_142729), -(v1_membered(_142729))], (469 ^ _134794) ^ [] : [true___, -(true___)], (303 ^ _134794) ^ [_144531] : [v4_membered(_144531), 306 ^ _134794 : [(307 ^ _134794) ^ [_144676] : [element(_144676, _144531), 310 ^ _134794 : [(313 ^ _134794) ^ [] : [-(v1_xreal_0(_144676))], (315 ^ _134794) ^ [] : [-(v1_int_1(_144676))], (317 ^ _134794) ^ [] : [-(v1_rat_1(_144676))], (311 ^ _134794) ^ [] : [-(v1_xcmplx_0(_144676))]]]]], (289 ^ _134794) ^ [_144045] : [v3_membered(_144045), 292 ^ _134794 : [(293 ^ _134794) ^ [_144185] : [element(_144185, _144045), 296 ^ _134794 : [(301 ^ _134794) ^ [] : [-(v1_rat_1(_144185))], (299 ^ _134794) ^ [] : [-(v1_xreal_0(_144185))], (297 ^ _134794) ^ [] : [-(v1_xcmplx_0(_144185))]]]]], (130 ^ _134794) ^ [_138787, _138789] : [-(empty(_138787)), _138789 = _138787, empty(_138789)], (257 ^ _134794) ^ [] : [-(v1_membered(253 ^ []))], (224 ^ _134794) ^ [_141913, _141915] : [_141915 = _141913, -(the_carrier(_141915) = the_carrier(_141913))], (319 ^ _134794) ^ [_145094] : [v5_membered(_145094), 322 ^ _134794 : [(323 ^ _134794) ^ [_145244] : [element(_145244, _145094), 326 ^ _134794 : [(327 ^ _134794) ^ [] : [-(v1_xcmplx_0(_145244))], (331 ^ _134794) ^ [] : [-(v1_xreal_0(_145244))], (335 ^ _134794) ^ [] : [-(v1_rat_1(_145244))], (333 ^ _134794) ^ [] : [-(v1_int_1(_145244))], (329 ^ _134794) ^ [] : [-(natural(_145244))]]]]], (337 ^ _134794) ^ [_145734] : [v1_membered(_145734), 340 ^ _134794 : [(341 ^ _134794) ^ [_145866] : [element(_145866, powerset(_145734)), -(v1_membered(_145866))]]], (40 ^ _134794) ^ [_136132, _136134] : [-(v1_xreal_0(_136132)), _136134 = _136132, v1_xreal_0(_136134)], (236 ^ _134794) ^ [_142357] : [v4_membered(_142357), -(v3_membered(_142357))], (198 ^ _134794) ^ [_141025, _141027, _141029, _141031] : [-(complements_of_subsets(_141031, _141027) = complements_of_subsets(_141029, _141025)), _141031 = _141029, _141027 = _141025], (140 ^ _134794) ^ [_139082, _139084] : [-(one_sorted_str(_139082)), _139084 = _139082, one_sorted_str(_139084)], (110 ^ _134794) ^ [_138197, _138199] : [-(v5_membered(_138197)), _138199 = _138197, v5_membered(_138199)], (230 ^ _134794) ^ [_142171] : [v5_membered(_142171), -(v4_membered(_142171))], (493 ^ _134794) ^ [] : [true___, -(true___)], (120 ^ _134794) ^ [_138492, _138494] : [-(relation(_138492)), _138494 = _138492, relation(_138494)], (511 ^ _134794) ^ [_151364, _151366, _151368] : [element(_151364, powerset(cartesian_product2(_151368, _151366))), -(relation(_151364))], (100 ^ _134794) ^ [_137902, _137904] : [-(v4_membered(_137902)), _137904 = _137902, v4_membered(_137904)], (445 ^ _134794) ^ [_149513, _149515] : [element(_149513, powerset(_149515)), -(subset_complement(_149515, subset_complement(_149515, _149513)) = _149513)], (443 ^ _134794) ^ [_149400] : [-(empty(439 ^ [_149400]))], (4 ^ _134794) ^ [_135025, _135027] : [_135027 = _135025, -(_135025 = _135027)], (208 ^ _134794) ^ [_141356, _141358] : [_141358 = _141356, -(powerset(_141358) = powerset(_141356))], (277 ^ _134794) ^ [_143636] : [v2_membered(_143636), 280 ^ _134794 : [(281 ^ _134794) ^ [_143771] : [element(_143771, _143636), 284 ^ _134794 : [(287 ^ _134794) ^ [] : [-(v1_xreal_0(_143771))], (285 ^ _134794) ^ [] : [-(v1_xcmplx_0(_143771))]]]]], (255 ^ _134794) ^ [] : [empty(253 ^ [])], (188 ^ _134794) ^ [_140666, _140668, _140670, _140672] : [-(ordered_pair(_140672, _140668) = ordered_pair(_140670, _140666)), _140672 = _140670, _140668 = _140666], (164 ^ _134794) ^ [_139829, _139831, _139833, _139835] : [-(element(_139833, _139829)), element(_139835, _139831), _139835 = _139833, _139831 = _139829], (347 ^ _134794) ^ [_146071] : [v2_membered(_146071), 350 ^ _134794 : [(351 ^ _134794) ^ [_146208] : [element(_146208, powerset(_146071)), 354 ^ _134794 : [(357 ^ _134794) ^ [] : [-(v2_membered(_146208))], (355 ^ _134794) ^ [] : [-(v1_membered(_146208))]]]]], (30 ^ _134794) ^ [_135837, _135839] : [-(natural(_135837)), _135839 = _135837, natural(_135839)], (517 ^ _134794) ^ [_151558] : [empty(powerset(_151558))], (463 ^ _134794) ^ [] : [true___, -(true___)], (90 ^ _134794) ^ [_137607, _137609] : [-(v3_membered(_137607)), _137609 = _137607, v3_membered(_137609)], (373 ^ _134794) ^ [_146978] : [v4_membered(_146978), 376 ^ _134794 : [(377 ^ _134794) ^ [_147125] : [element(_147125, powerset(_146978)), 380 ^ _134794 : [(383 ^ _134794) ^ [] : [-(v2_membered(_147125))], (385 ^ _134794) ^ [] : [-(v3_membered(_147125))], (387 ^ _134794) ^ [] : [-(v4_membered(_147125))], (381 ^ _134794) ^ [] : [-(v1_membered(_147125))]]]]], (70 ^ _134794) ^ [_137017, _137019] : [-(v1_membered(_137017)), _137019 = _137017, v1_membered(_137019)], (421 ^ _134794) ^ [_148660] : [-(empty(_148660)), 425 ^ _134794 : [(428 ^ _134794) ^ [] : [empty(424 ^ [_148660])], (426 ^ _134794) ^ [] : [-(element(424 ^ [_148660], powerset(_148660)))]]], (499 ^ _134794) ^ [] : [true___, -(true___)], (389 ^ _134794) ^ [_147547] : [v5_membered(_147547), 392 ^ _134794 : [(393 ^ _134794) ^ [_147699] : [element(_147699, powerset(_147547)), 396 ^ _134794 : [(397 ^ _134794) ^ [] : [-(v1_membered(_147699))], (401 ^ _134794) ^ [] : [-(v3_membered(_147699))], (405 ^ _134794) ^ [] : [-(v5_membered(_147699))], (403 ^ _134794) ^ [] : [-(v4_membered(_147699))], (399 ^ _134794) ^ [] : [-(v2_membered(_147699))]]]]]], input).
% 67.01/65.45  ncf('1',plain,[658 : -(ordered_pair(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), 633 : -(in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 569 ^ [623 ^ [], 622 ^ [], 628 ^ []]))],start(631 ^ 0,bind([[_158469], [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.1',plain,[ordered_pair(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], -(ordered_pair(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(10 ^ 3,bind([[_135229, _135231, _135233], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], ordered_pair(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])]]))).
% 67.01/65.45  ncf('1.1.1',plain,[ordered_pair(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 606 : in(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])), 619 : 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = subset_complement(the_carrier(622 ^ []), 613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]), 606 : in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])), 606 : 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 598 : -(in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 569 ^ [623 ^ [], 622 ^ [], 628 ^ []])), 532 : -(528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 527 : one_sorted_str(622 ^ []), 527 : element(623 ^ [], powerset(powerset(the_carrier(622 ^ []))))],extension(519 ^ 4,bind([[_151646, _151648, _152130, _156414, _156595, _156924, _156926], [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.1.1.1',plain,[-(in(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])))],extension(660 ^ 13)).
% 67.01/65.45  ncf('1.1.1.2',plain,[-(656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = subset_complement(the_carrier(622 ^ []), 613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]])), element(613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], powerset(the_carrier(622 ^ []))), 613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(662 ^ 15,bind([[_159831], [613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.1.1.2.1',plain,[-(element(613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], powerset(the_carrier(622 ^ []))))],extension(615 ^ 16)).
% 67.01/65.45  ncf('1.1.1.2.2',plain,[-(613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), 613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(10 ^ 16,bind([[_135229, _135231, _135233], [655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.1.1.2.2.1',plain,[-(613 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 656 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(617 ^ 17)).
% 67.01/65.45  ncf('1.1.1.2.2.2',plain,[-(655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 17,bind([[_134918], [655 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.1.1.3',plain,[-(in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])))],extension(654 ^ 11)).
% 67.01/65.45  ncf('1.1.1.4',plain,[-(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 11,bind([[_134918], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.1.1.5',plain,[in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 569 ^ [623 ^ [], 622 ^ [], 628 ^ []])],extension(672 ^ 9)).
% 67.01/65.45  ncf('1.1.1.6',plain,[528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], -(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(10 ^ 9,bind([[_135229, _135231, _135233], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 528 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.1.1.6.1',plain,[530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], -(529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []])],extension(4 ^ 10,bind([[_135025, _135027], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.1.1.6.1.1',plain,[529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(568 ^ 11)).
% 67.01/65.45  ncf('1.1.1.6.2',plain,[-(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(4 ^ 10,bind([[_135025, _135027], [530 ^ [623 ^ [], 622 ^ [], 628 ^ []], 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.1.1.6.2.1',plain,[-(528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []])],extension(550 ^ 11)).
% 67.01/65.45  ncf('1.1.1.7',plain,[-(one_sorted_str(622 ^ []))],extension(625 ^ 5)).
% 67.01/65.45  ncf('1.1.1.8',plain,[-(element(623 ^ [], powerset(powerset(the_carrier(622 ^ [])))))],extension(627 ^ 5)).
% 67.01/65.45  ncf('1.1.2',plain,[-(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 4,bind([[_134918], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.2',plain,[in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 569 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 576 : -(in(574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []))), 532 : -(528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 527 : one_sorted_str(622 ^ []), 527 : element(623 ^ [], powerset(powerset(the_carrier(622 ^ []))))],extension(519 ^ 3,bind([[_151646, _151648, _152130, _155095], [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.2.1',plain,[in(574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])), -(in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []))), 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []) = cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])],extension(150 ^ 10,bind([[_139405, _139407, _139409, _139411], [cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []), cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []), 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.2.1.1',plain,[in(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])), 639 : ordered_pair(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 639 : in(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])), 652 : 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = subset_complement(the_carrier(622 ^ []), 646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]])],extension(635 ^ 11,bind([[_158855, _158857], [580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.2.1.1.1',plain,[-(ordered_pair(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), ordered_pair(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(10 ^ 14,bind([[_135229, _135231, _135233], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], ordered_pair(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]])]]))).
% 67.01/65.45  ncf('1.2.1.1.1.1',plain,[-(ordered_pair(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]) = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(582 ^ 15)).
% 67.01/65.45  ncf('1.2.1.1.1.2',plain,[-(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 15,bind([[_134918], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.2.1.1.2',plain,[-(in(579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], complements_of_subsets(the_carrier(622 ^ []), 623 ^ [])))],extension(584 ^ 14)).
% 67.01/65.45  ncf('1.2.1.1.3',plain,[-(580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = subset_complement(the_carrier(622 ^ []), 646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]])), element(646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]], powerset(the_carrier(622 ^ []))), 646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]] = 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]],extension(586 ^ 16,bind([[_156050], [646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]]))).
% 67.01/65.45  ncf('1.2.1.1.3.1',plain,[-(element(646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]], powerset(the_carrier(622 ^ []))))],extension(648 ^ 17)).
% 67.01/65.45  ncf('1.2.1.1.3.2',plain,[-(646 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []], 580 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]], 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]] = 579 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]])],extension(650 ^ 17)).
% 67.01/65.45  ncf('1.2.1.2',plain,[-(574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(10 ^ 11,bind([[_135229, _135231, _135233], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.2.1.2.1',plain,[-(574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]), 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]],extension(10 ^ 12,bind([[_135229, _135231, _135233], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]], 574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]]))).
% 67.01/65.45  ncf('1.2.1.2.1.1',plain,[-(574 ^ [623 ^ [], 622 ^ [], 628 ^ [], 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(578 ^ 13)).
% 67.01/65.45  ncf('1.2.1.2.1.2',plain,[-(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 13,bind([[_134918], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.2.1.2.2',plain,[-(629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]] = 629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]])],extension(2 ^ 12,bind([[_134918], [629 ^ [569 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]]))).
% 67.01/65.45  ncf('1.2.1.3',plain,[-(cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []) = cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ []))],extension(2 ^ 11,bind([[_134918], [cartesian_product2(complements_of_subsets(the_carrier(622 ^ []), 623 ^ []), 628 ^ [])]]))).
% 67.01/65.45  ncf('1.2.2',plain,[528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], -(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(10 ^ 8,bind([[_135229, _135231, _135233], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 528 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.1',plain,[530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], -(529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(10 ^ 9,bind([[_135229, _135231, _135233], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []], 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.1.1',plain,[529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], -(529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(10 ^ 10,bind([[_135229, _135231, _135233], [530 ^ [623 ^ [], 622 ^ [], 628 ^ []], 529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.1.1.1',plain,[529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(568 ^ 11)).
% 67.01/65.45  ncf('1.2.2.1.1.2',plain,[-(529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(4 ^ 11,bind([[_135025, _135027], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.1.1.2.1',plain,[-(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []])],reduction('1.2.2')).
% 67.01/65.45  ncf('1.2.2.1.2',plain,[-(529 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(4 ^ 10,bind([[_135025, _135027], [529 ^ [623 ^ [], 622 ^ [], 628 ^ []], 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.1.2.1',plain,[-(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 529 ^ [623 ^ [], 622 ^ [], 628 ^ []])],reduction('1.2.2')).
% 67.01/65.45  ncf('1.2.2.2',plain,[-(530 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]), 528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []]],extension(4 ^ 9,bind([[_135025, _135027], [530 ^ [623 ^ [], 622 ^ [], 628 ^ []], 528 ^ [623 ^ [], 622 ^ [], 628 ^ []]]]))).
% 67.01/65.45  ncf('1.2.2.2.1',plain,[-(528 ^ [623 ^ [], 622 ^ [], 628 ^ []] = 530 ^ [623 ^ [], 622 ^ [], 628 ^ []])],extension(550 ^ 10)).
% 67.01/65.45  ncf('1.2.3',plain,[-(one_sorted_str(622 ^ []))],extension(625 ^ 4)).
% 67.01/65.45  ncf('1.2.4',plain,[-(element(623 ^ [], powerset(powerset(the_carrier(622 ^ [])))))],extension(627 ^ 4)).
% 67.01/65.45  %-----------------------------------------------------
% 67.01/65.45  End of proof for /export/starexec/sandbox/benchmark/theBenchmark.p
%------------------------------------------------------------------------------