%------------------------------------------------------------------------------
% File     : Matita---1.0
% Problem  : GRP471-1 : TPTP v8.1.0. Released v2.6.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s

% Computer : n007.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 : Sat Jul 16 10:30:26 EDT 2022

% Result   : Unsatisfiable 181.28s 45.66s
% Output   : CNFRefutation 181.44s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12  % Problem  : GRP471-1 : TPTP v8.1.0. Released v2.6.0.
% 0.03/0.12  % Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s
% 0.13/0.33  % Computer : n007.cluster.edu
% 0.13/0.33  % Model    : x86_64 x86_64
% 0.13/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.33  % Memory   : 8042.1875MB
% 0.13/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.13/0.33  % CPULimit : 300
% 0.13/0.33  % WCLimit  : 600
% 0.13/0.33  % DateTime : Mon Jun 13 07:45:08 EDT 2022
% 0.13/0.33  % CPUTime  : 
% 0.13/0.33  32282: Facts:
% 0.13/0.33  32282:  Id :   2, {_}:
% 0.13/0.33            divide (inverse (divide ?2 (divide ?3 (divide ?4 ?5))))
% 0.13/0.33              (divide (divide ?5 ?4) ?2)
% 0.13/0.33            =>=
% 0.13/0.33            ?3
% 0.13/0.33            [5, 4, 3, 2] by single_axiom ?2 ?3 ?4 ?5
% 0.13/0.33  32282:  Id :   3, {_}:
% 0.13/0.33            multiply ?7 ?8 =<= divide ?7 (inverse ?8)
% 0.13/0.33            [8, 7] by multiply ?7 ?8
% 0.13/0.33  32282: Goal:
% 0.13/0.33  32282:  Id :   1, {_}:
% 0.13/0.33            multiply (multiply a3 b3) c3 =>= multiply a3 (multiply b3 c3)
% 0.13/0.33            [] by prove_these_axioms_3
% 181.28/45.66  Statistics :
% 181.28/45.66  Max weight : 56
% 181.28/45.66  Found proof, 45.322388s
% 181.28/45.66  % SZS status Unsatisfiable for theBenchmark.p
% 181.28/45.66  % SZS output start CNFRefutation for theBenchmark.p
% 181.28/45.66  Id :   3, {_}: multiply ?7 ?8 =<= divide ?7 (inverse ?8) [8, 7] by multiply ?7 ?8
% 181.28/45.66  Id :   2, {_}: divide (inverse (divide ?2 (divide ?3 (divide ?4 ?5)))) (divide (divide ?5 ?4) ?2) =>= ?3 [5, 4, 3, 2] by single_axiom ?2 ?3 ?4 ?5
% 181.28/45.66  Id :   4, {_}: divide (inverse (divide ?10 (divide ?11 (divide ?12 ?13)))) (divide (divide ?13 ?12) ?10) =>= ?11 [13, 12, 11, 10] by single_axiom ?10 ?11 ?12 ?13
% 181.28/45.66  Id :   8, {_}: divide (inverse ?35) (divide (divide ?36 ?37) (inverse (divide (divide ?37 ?36) (divide ?35 (divide ?38 ?39))))) =>= divide ?39 ?38 [39, 38, 37, 36, 35] by Super 4 with 2 at 1,1,2
% 181.28/45.66  Id : 377, {_}: divide (inverse ?1785) (multiply (divide ?1786 ?1787) (divide (divide ?1787 ?1786) (divide ?1785 (divide ?1788 ?1789)))) =>= divide ?1789 ?1788 [1789, 1788, 1787, 1786, 1785] by Demod 8 with 3 at 2,2
% 181.28/45.66  Id : 362, {_}: divide (inverse ?35) (multiply (divide ?36 ?37) (divide (divide ?37 ?36) (divide ?35 (divide ?38 ?39)))) =>= divide ?39 ?38 [39, 38, 37, 36, 35] by Demod 8 with 3 at 2,2
% 181.28/45.66  Id : 385, {_}: divide (inverse ?1855) (multiply (divide ?1856 ?1857) (divide (divide ?1857 ?1856) (divide ?1855 (divide ?1858 ?1859)))) =?= divide (multiply (divide ?1860 ?1861) (divide (divide ?1861 ?1860) (divide ?1862 (divide ?1859 ?1858)))) (inverse ?1862) [1862, 1861, 1860, 1859, 1858, 1857, 1856, 1855] by Super 377 with 362 at 2,2,2,2,2
% 181.28/45.66  Id : 436, {_}: divide ?1859 ?1858 =<= divide (multiply (divide ?1860 ?1861) (divide (divide ?1861 ?1860) (divide ?1862 (divide ?1859 ?1858)))) (inverse ?1862) [1862, 1861, 1860, 1858, 1859] by Demod 385 with 362 at 2
% 181.28/45.66  Id : 6830, {_}: divide ?34177 ?34178 =<= multiply (multiply (divide ?34179 ?34180) (divide (divide ?34180 ?34179) (divide ?34181 (divide ?34177 ?34178)))) ?34181 [34181, 34180, 34179, 34178, 34177] by Demod 436 with 3 at 3
% 181.28/45.66  Id : 6831, {_}: divide (inverse (divide ?34183 (divide ?34184 (divide ?34185 ?34186)))) (divide (divide ?34186 ?34185) ?34183) =?= multiply (multiply (divide ?34187 ?34188) (divide (divide ?34188 ?34187) (divide ?34189 ?34184))) ?34189 [34189, 34188, 34187, 34186, 34185, 34184, 34183] by Super 6830 with 2 at 2,2,2,1,3
% 181.28/45.66  Id : 7101, {_}: ?35399 =<= multiply (multiply (divide ?35400 ?35401) (divide (divide ?35401 ?35400) (divide ?35402 ?35399))) ?35402 [35402, 35401, 35400, 35399] by Demod 6831 with 2 at 2
% 181.28/45.66  Id : 7157, {_}: ?35843 =<= multiply (multiply (divide (inverse ?35844) ?35845) (divide (multiply ?35845 ?35844) (divide ?35846 ?35843))) ?35846 [35846, 35845, 35844, 35843] by Super 7101 with 3 at 1,2,1,3
% 181.28/45.66  Id :   5, {_}: divide (inverse (divide ?15 (divide ?16 (divide (divide (divide ?17 ?18) ?19) (inverse (divide ?19 (divide ?20 (divide ?18 ?17)))))))) (divide ?20 ?15) =>= ?16 [20, 19, 18, 17, 16, 15] by Super 4 with 2 at 1,2,2
% 181.28/45.66  Id :  15, {_}: divide (inverse (divide ?15 (divide ?16 (multiply (divide (divide ?17 ?18) ?19) (divide ?19 (divide ?20 (divide ?18 ?17))))))) (divide ?20 ?15) =>= ?16 [20, 19, 18, 17, 16, 15] by Demod 5 with 3 at 2,2,1,1,2
% 181.28/45.66  Id :  18, {_}: divide (inverse (divide ?82 ?83)) (divide (divide ?84 ?85) ?82) =?= inverse (divide ?84 (divide ?83 (multiply (divide (divide ?86 ?87) ?88) (divide ?88 (divide ?85 (divide ?87 ?86)))))) [88, 87, 86, 85, 84, 83, 82] by Super 2 with 15 at 2,1,1,2
% 181.28/45.66  Id : 1723, {_}: divide (divide (inverse (divide ?8026 ?8027)) (divide (divide ?8028 ?8029) ?8026)) (divide ?8029 ?8028) =>= ?8027 [8029, 8028, 8027, 8026] by Super 15 with 18 at 1,2
% 181.28/45.66  Id : 1759, {_}: divide (divide (inverse (divide ?8306 ?8307)) (divide (multiply ?8308 ?8309) ?8306)) (divide (inverse ?8309) ?8308) =>= ?8307 [8309, 8308, 8307, 8306] by Super 1723 with 3 at 1,2,1,2
% 181.28/45.66  Id : 7159, {_}: ?35853 =<= multiply (multiply (divide (divide (multiply ?35853 ?35854) ?35855) (inverse (divide ?35855 ?35856))) ?35856) (inverse ?35854) [35856, 35855, 35854, 35853] by Super 7101 with 1759 at 2,1,3
% 181.28/45.66  Id : 7892, {_}: ?39681 =<= multiply (multiply (multiply (divide (multiply ?39681 ?39682) ?39683) (divide ?39683 ?39684)) ?39684) (inverse ?39682) [39684, 39683, 39682, 39681] by Demod 7159 with 3 at 1,1,3
% 181.28/45.66  Id : 7940, {_}: ?40065 =<= multiply (multiply (multiply (multiply (multiply ?40065 ?40066) ?40067) (divide (inverse ?40067) ?40068)) ?40068) (inverse ?40066) [40068, 40067, 40066, 40065] by Super 7892 with 3 at 1,1,1,3
% 181.28/45.66  Id : 9472, {_}: ?48735 =<= multiply (multiply (multiply (multiply (multiply ?48735 ?48736) ?48737) (divide (inverse ?48737) ?48738)) ?48738) (inverse ?48736) [48738, 48737, 48736, 48735] by Super 7892 with 3 at 1,1,1,3
% 181.28/45.66  Id : 1761, {_}: divide (divide (inverse (divide (inverse ?8317) ?8318)) (multiply (divide ?8319 ?8320) ?8317)) (divide ?8320 ?8319) =>= ?8318 [8320, 8319, 8318, 8317] by Super 1723 with 3 at 2,1,2
% 181.28/45.66  Id : 7160, {_}: ?35858 =<= multiply (multiply (divide (multiply (divide ?35858 ?35859) ?35860) (inverse (divide (inverse ?35860) ?35861))) ?35861) ?35859 [35861, 35860, 35859, 35858] by Super 7101 with 1761 at 2,1,3
% 181.28/45.66  Id : 7236, {_}: ?35858 =<= multiply (multiply (multiply (multiply (divide ?35858 ?35859) ?35860) (divide (inverse ?35860) ?35861)) ?35861) ?35859 [35861, 35860, 35859, 35858] by Demod 7160 with 3 at 1,1,3
% 181.28/45.66  Id : 9939, {_}: multiply (divide ?51655 (divide (inverse ?51656) ?51657)) ?51658 =<= multiply (multiply ?51655 ?51657) (inverse (divide (inverse ?51658) ?51656)) [51658, 51657, 51656, 51655] by Super 9472 with 7236 at 1,1,3
% 181.28/45.66  Id : 9553, {_}: multiply (divide ?49364 (divide (inverse ?49365) ?49366)) ?49367 =<= multiply (multiply ?49364 ?49366) (inverse (divide (inverse ?49367) ?49365)) [49367, 49366, 49365, 49364] by Super 9472 with 7236 at 1,1,3
% 181.28/45.66  Id : 9997, {_}: multiply (divide (multiply ?52118 ?52119) (divide (inverse ?52120) (inverse (divide (inverse ?52121) ?52122)))) ?52123 =>= multiply (multiply (divide ?52118 (divide (inverse ?52122) ?52119)) ?52121) (inverse (divide (inverse ?52123) ?52120)) [52123, 52122, 52121, 52120, 52119, 52118] by Super 9939 with 9553 at 1,3
% 181.28/45.66  Id : 10049, {_}: multiply (divide (multiply ?52118 ?52119) (multiply (inverse ?52120) (divide (inverse ?52121) ?52122))) ?52123 =<= multiply (multiply (divide ?52118 (divide (inverse ?52122) ?52119)) ?52121) (inverse (divide (inverse ?52123) ?52120)) [52123, 52122, 52121, 52120, 52119, 52118] by Demod 9997 with 3 at 2,1,2
% 181.28/45.66  Id : 10050, {_}: multiply (divide (multiply ?52118 ?52119) (multiply (inverse ?52120) (divide (inverse ?52121) ?52122))) ?52123 =<= multiply (divide (divide ?52118 (divide (inverse ?52122) ?52119)) (divide (inverse ?52120) ?52121)) ?52123 [52123, 52122, 52121, 52120, 52119, 52118] by Demod 10049 with 9553 at 3
% 181.28/45.66  Id : 1266, {_}: divide (divide (inverse (divide ?5775 ?5776)) (divide (divide ?5777 ?5778) ?5775)) (divide ?5778 ?5777) =>= ?5776 [5778, 5777, 5776, 5775] by Super 15 with 18 at 1,2
% 181.28/45.66  Id : 7158, {_}: ?35848 =<= multiply (multiply (divide (divide (divide ?35848 ?35849) ?35850) (inverse (divide ?35850 ?35851))) ?35851) ?35849 [35851, 35850, 35849, 35848] by Super 7101 with 1266 at 2,1,3
% 181.28/45.66  Id : 7234, {_}: ?35848 =<= multiply (multiply (multiply (divide (divide ?35848 ?35849) ?35850) (divide ?35850 ?35851)) ?35851) ?35849 [35851, 35850, 35849, 35848] by Demod 7158 with 3 at 1,1,3
% 181.28/45.66  Id : 9552, {_}: divide (divide ?49359 (divide (inverse ?49360) ?49361)) ?49362 =>= multiply (multiply ?49359 ?49361) (inverse (divide ?49362 ?49360)) [49362, 49361, 49360, 49359] by Super 9472 with 7234 at 1,1,3
% 181.28/45.66  Id : 10051, {_}: multiply (divide (multiply ?52118 ?52119) (multiply (inverse ?52120) (divide (inverse ?52121) ?52122))) ?52123 =>= multiply (multiply (multiply ?52118 ?52119) (inverse (divide (divide (inverse ?52120) ?52121) ?52122))) ?52123 [52123, 52122, 52121, 52120, 52119, 52118] by Demod 10050 with 9552 at 1,3
% 181.28/45.66  Id : 12702, {_}: divide (multiply ?67266 ?67267) (multiply (inverse ?67268) (divide (inverse ?67269) ?67270)) =<= multiply (multiply (multiply (multiply (multiply (multiply (multiply ?67266 ?67267) (inverse (divide (divide (inverse ?67268) ?67269) ?67270))) ?67271) ?67272) (divide (inverse ?67272) ?67273)) ?67273) (inverse ?67271) [67273, 67272, 67271, 67270, 67269, 67268, 67267, 67266] by Super 7940 with 10051 at 1,1,1,1,3
% 181.28/45.66  Id : 12791, {_}: divide (multiply ?67266 ?67267) (multiply (inverse ?67268) (divide (inverse ?67269) ?67270)) =>= multiply (multiply ?67266 ?67267) (inverse (divide (divide (inverse ?67268) ?67269) ?67270)) [67270, 67269, 67268, 67267, 67266] by Demod 12702 with 7940 at 3
% 181.28/45.66  Id : 12965, {_}: multiply (inverse ?68873) (divide (inverse ?68874) ?68875) =<= multiply (multiply (divide (inverse ?68876) ?68877) (divide (multiply ?68877 ?68876) (multiply (multiply ?68878 ?68879) (inverse (divide (divide (inverse ?68873) ?68874) ?68875))))) (multiply ?68878 ?68879) [68879, 68878, 68877, 68876, 68875, 68874, 68873] by Super 7157 with 12791 at 2,2,1,3
% 181.28/45.66  Id : 1779, {_}: divide (divide (inverse (multiply ?8457 ?8458)) (divide (divide ?8459 ?8460) ?8457)) (divide ?8460 ?8459) =>= inverse ?8458 [8460, 8459, 8458, 8457] by Super 1723 with 3 at 1,1,1,2
% 181.28/45.66  Id : 6854, {_}: divide (divide (inverse (multiply ?34395 ?34396)) (divide (divide ?34397 ?34398) ?34395)) (divide ?34398 ?34397) =?= multiply (multiply (divide ?34399 ?34400) (divide (divide ?34400 ?34399) (divide ?34401 (inverse ?34396)))) ?34401 [34401, 34400, 34399, 34398, 34397, 34396, 34395] by Super 6830 with 1779 at 2,2,2,1,3
% 181.28/45.66  Id : 7005, {_}: inverse ?34396 =<= multiply (multiply (divide ?34399 ?34400) (divide (divide ?34400 ?34399) (divide ?34401 (inverse ?34396)))) ?34401 [34401, 34400, 34399, 34396] by Demod 6854 with 1779 at 2
% 181.28/45.66  Id : 7303, {_}: inverse ?36376 =<= multiply (multiply (divide ?36377 ?36378) (divide (divide ?36378 ?36377) (multiply ?36379 ?36376))) ?36379 [36379, 36378, 36377, 36376] by Demod 7005 with 3 at 2,2,1,3
% 181.28/45.66  Id : 7337, {_}: inverse ?36648 =<= multiply (multiply (divide (inverse ?36649) ?36650) (divide (multiply ?36650 ?36649) (multiply ?36651 ?36648))) ?36651 [36651, 36650, 36649, 36648] by Super 7303 with 3 at 1,2,1,3
% 181.28/45.66  Id : 13217, {_}: multiply (inverse ?69960) (divide (inverse ?69961) ?69962) =<= inverse (inverse (divide (divide (inverse ?69960) ?69961) ?69962)) [69962, 69961, 69960] by Demod 12965 with 7337 at 3
% 181.28/45.66  Id :   7, {_}: divide (inverse (divide ?29 ?30)) (divide (divide ?31 (divide ?32 ?33)) ?29) =>= inverse (divide ?31 (divide ?30 (divide ?33 ?32))) [33, 32, 31, 30, 29] by Super 4 with 2 at 2,1,1,2
% 181.28/45.66  Id :  53, {_}: inverse (divide ?279 (divide (divide ?280 (divide (divide ?281 ?282) ?279)) (divide ?282 ?281))) =>= ?280 [282, 281, 280, 279] by Super 2 with 7 at 2
% 181.28/45.66  Id : 13218, {_}: multiply (inverse (divide ?69964 (divide (divide ?69965 (divide (divide ?69966 ?69967) ?69964)) (divide ?69967 ?69966)))) (divide (inverse ?69968) ?69969) =>= inverse (inverse (divide (divide ?69965 ?69968) ?69969)) [69969, 69968, 69967, 69966, 69965, 69964] by Super 13217 with 53 at 1,1,1,1,3
% 181.28/45.66  Id : 13330, {_}: multiply ?70642 (divide (inverse ?70643) ?70644) =<= inverse (inverse (divide (divide ?70642 ?70643) ?70644)) [70644, 70643, 70642] by Demod 13218 with 53 at 1,2
% 181.28/45.66  Id : 13488, {_}: multiply ?71606 (divide (inverse (inverse ?71607)) ?71608) =>= inverse (inverse (divide (multiply ?71606 ?71607) ?71608)) [71608, 71607, 71606] by Super 13330 with 3 at 1,1,1,3
% 181.28/45.66  Id : 13501, {_}: multiply ?71699 (multiply (inverse (inverse ?71700)) ?71701) =<= inverse (inverse (divide (multiply ?71699 ?71700) (inverse ?71701))) [71701, 71700, 71699] by Super 13488 with 3 at 2,2
% 181.28/45.66  Id : 13607, {_}: multiply ?71699 (multiply (inverse (inverse ?71700)) ?71701) =>= inverse (inverse (multiply (multiply ?71699 ?71700) ?71701)) [71701, 71700, 71699] by Demod 13501 with 3 at 1,1,3
% 181.28/45.66  Id :  11, {_}: divide (inverse (divide (inverse ?48) (divide ?49 (divide ?50 ?51)))) (multiply (divide ?51 ?50) ?48) =>= ?49 [51, 50, 49, 48] by Super 2 with 3 at 2,2
% 181.28/45.66  Id : 9769, {_}: divide (divide ?50876 (divide (inverse ?50877) ?50878)) ?50879 =>= multiply (multiply ?50876 ?50878) (inverse (divide ?50879 ?50877)) [50879, 50878, 50877, 50876] by Super 9472 with 7234 at 1,1,3
% 181.28/45.66  Id : 9799, {_}: divide (divide ?51130 (multiply (inverse ?51131) ?51132)) ?51133 =<= multiply (multiply ?51130 (inverse ?51132)) (inverse (divide ?51133 ?51131)) [51133, 51132, 51131, 51130] by Super 9769 with 3 at 2,1,2
% 181.44/45.67  Id : 13272, {_}: multiply ?69965 (divide (inverse ?69968) ?69969) =<= inverse (inverse (divide (divide ?69965 ?69968) ?69969)) [69969, 69968, 69965] by Demod 13218 with 53 at 1,2
% 181.44/45.67  Id :  20, {_}: divide (inverse (divide ?98 (divide ?99 (multiply (divide (divide ?100 ?101) ?102) (divide ?102 (divide ?103 (divide ?101 ?100))))))) (divide ?103 ?98) =>= ?99 [103, 102, 101, 100, 99, 98] by Demod 5 with 3 at 2,2,1,1,2
% 181.44/45.67  Id :  34, {_}: divide (inverse (divide ?222 (divide ?223 (multiply (multiply (divide ?224 ?225) ?226) (divide (inverse ?226) (divide ?227 (divide ?225 ?224))))))) (divide ?227 ?222) =>= ?223 [227, 226, 225, 224, 223, 222] by Super 20 with 3 at 1,2,2,1,1,2
% 181.44/45.67  Id : 13308, {_}: multiply ?70484 (inverse (divide (divide ?70485 ?70486) ?70487)) =<= divide ?70484 (multiply ?70485 (divide (inverse ?70486) ?70487)) [70487, 70486, 70485, 70484] by Super 3 with 13272 at 2,3
% 181.44/45.67  Id : 26876, {_}: divide (inverse (divide ?222 (multiply ?223 (inverse (divide (divide (multiply (divide ?224 ?225) ?226) ?226) (divide ?227 (divide ?225 ?224))))))) (divide ?227 ?222) =>= ?223 [227, 226, 225, 224, 223, 222] by Demod 34 with 13308 at 2,1,1,2
% 181.44/45.67  Id : 1890, {_}: divide (inverse (divide (divide ?8674 ?8675) ?8676)) ?8677 =<= inverse (divide (inverse (divide ?8678 ?8677)) (divide ?8676 (divide ?8678 (divide ?8675 ?8674)))) [8678, 8677, 8676, 8675, 8674] by Super 7 with 1266 at 2,2
% 181.44/45.67  Id : 1948, {_}: divide (inverse (divide (divide ?9166 ?9167) ?9168)) (inverse ?9169) =<= inverse (divide (inverse (multiply ?9170 ?9169)) (divide ?9168 (divide ?9170 (divide ?9167 ?9166)))) [9170, 9169, 9168, 9167, 9166] by Super 1890 with 3 at 1,1,1,3
% 181.44/45.67  Id : 2007, {_}: multiply (inverse (divide (divide ?9166 ?9167) ?9168)) ?9169 =<= inverse (divide (inverse (multiply ?9170 ?9169)) (divide ?9168 (divide ?9170 (divide ?9167 ?9166)))) [9170, 9169, 9168, 9167, 9166] by Demod 1948 with 3 at 2
% 181.44/45.67  Id : 9723, {_}: multiply (inverse (divide (divide ?50503 (divide ?50504 (divide (inverse ?50505) ?50506))) ?50507)) ?50508 =<= inverse (divide (inverse (multiply ?50509 ?50508)) (divide ?50507 (divide ?50509 (multiply (multiply ?50504 ?50506) (inverse (divide ?50503 ?50505)))))) [50509, 50508, 50507, 50506, 50505, 50504, 50503] by Super 2007 with 9552 at 2,2,2,1,3
% 181.44/45.67  Id : 2029, {_}: divide (inverse (divide (divide (inverse ?9381) ?9382) ?9383)) ?9384 =<= inverse (divide (inverse (divide ?9385 ?9384)) (divide ?9383 (divide ?9385 (multiply ?9382 ?9381)))) [9385, 9384, 9383, 9382, 9381] by Super 1890 with 3 at 2,2,2,1,3
% 181.44/45.67  Id : 2064, {_}: divide (inverse (divide (divide (inverse ?9674) ?9675) ?9676)) (inverse ?9677) =<= inverse (divide (inverse (multiply ?9678 ?9677)) (divide ?9676 (divide ?9678 (multiply ?9675 ?9674)))) [9678, 9677, 9676, 9675, 9674] by Super 2029 with 3 at 1,1,1,3
% 181.44/45.67  Id : 2097, {_}: multiply (inverse (divide (divide (inverse ?9674) ?9675) ?9676)) ?9677 =<= inverse (divide (inverse (multiply ?9678 ?9677)) (divide ?9676 (divide ?9678 (multiply ?9675 ?9674)))) [9678, 9677, 9676, 9675, 9674] by Demod 2064 with 3 at 2
% 181.44/45.67  Id : 9820, {_}: multiply (inverse (divide (divide ?50503 (divide ?50504 (divide (inverse ?50505) ?50506))) ?50507)) ?50508 =<= multiply (inverse (divide (divide (inverse (inverse (divide ?50503 ?50505))) (multiply ?50504 ?50506)) ?50507)) ?50508 [50508, 50507, 50506, 50505, 50504, 50503] by Demod 9723 with 2097 at 3
% 181.44/45.67  Id : 49105, {_}: divide (inverse (divide ?266911 (multiply (inverse (divide (divide ?266912 (divide ?266913 (divide (inverse ?266914) ?266915))) ?266916)) (inverse (divide (divide (multiply (divide ?266917 ?266918) ?266919) ?266919) (divide ?266920 (divide ?266918 ?266917))))))) (divide ?266920 ?266911) =>= inverse (divide (divide (inverse (inverse (divide ?266912 ?266914))) (multiply ?266913 ?266915)) ?266916) [266920, 266919, 266918, 266917, 266916, 266915, 266914, 266913, 266912, 266911] by Super 26876 with 9820 at 2,1,1,2
% 181.44/45.67  Id : 49351, {_}: inverse (divide (divide ?266912 (divide ?266913 (divide (inverse ?266914) ?266915))) ?266916) =<= inverse (divide (divide (inverse (inverse (divide ?266912 ?266914))) (multiply ?266913 ?266915)) ?266916) [266916, 266915, 266914, 266913, 266912] by Demod 49105 with 26876 at 2
% 181.44/45.67  Id : 49856, {_}: multiply (inverse (inverse (divide ?270027 ?270028))) (divide (inverse (multiply ?270029 ?270030)) ?270031) =>= inverse (inverse (divide (divide ?270027 (divide ?270029 (divide (inverse ?270028) ?270030))) ?270031)) [270031, 270030, 270029, 270028, 270027] by Super 13272 with 49351 at 1,3
% 181.44/45.67  Id : 50431, {_}: multiply (inverse (inverse (divide ?272662 ?272663))) (divide (inverse (multiply ?272664 ?272665)) ?272666) =>= multiply ?272662 (divide (inverse (divide ?272664 (divide (inverse ?272663) ?272665))) ?272666) [272666, 272665, 272664, 272663, 272662] by Demod 49856 with 13272 at 3
% 181.44/45.67  Id : 50495, {_}: multiply (inverse (inverse (divide ?273217 ?273218))) (multiply (inverse (multiply ?273219 ?273220)) ?273221) =?= multiply ?273217 (divide (inverse (divide ?273219 (divide (inverse ?273218) ?273220))) (inverse ?273221)) [273221, 273220, 273219, 273218, 273217] by Super 50431 with 3 at 2,2
% 181.44/45.67  Id : 50923, {_}: multiply (inverse (inverse (divide ?274849 ?274850))) (multiply (inverse (multiply ?274851 ?274852)) ?274853) =>= multiply ?274849 (multiply (inverse (divide ?274851 (divide (inverse ?274850) ?274852))) ?274853) [274853, 274852, 274851, 274850, 274849] by Demod 50495 with 3 at 2,3
% 181.44/45.67  Id : 51050, {_}: multiply (inverse (inverse (multiply ?275994 ?275995))) (multiply (inverse (multiply ?275996 ?275997)) ?275998) =?= multiply ?275994 (multiply (inverse (divide ?275996 (divide (inverse (inverse ?275995)) ?275997))) ?275998) [275998, 275997, 275996, 275995, 275994] by Super 50923 with 3 at 1,1,1,2
% 181.44/45.67  Id : 13377, {_}: multiply ?70948 (divide (inverse ?70949) (inverse ?70950)) =>= inverse (inverse (multiply (divide ?70948 ?70949) ?70950)) [70950, 70949, 70948] by Super 13330 with 3 at 1,1,3
% 181.44/45.67  Id : 13389, {_}: multiply ?70948 (multiply (inverse ?70949) ?70950) =<= inverse (inverse (multiply (divide ?70948 ?70949) ?70950)) [70950, 70949, 70948] by Demod 13377 with 3 at 2,2
% 181.44/45.67  Id : 14102, {_}: multiply ?74612 (inverse (divide (divide ?74613 ?74614) ?74615)) =<= divide ?74612 (multiply ?74613 (divide (inverse ?74614) ?74615)) [74615, 74614, 74613, 74612] by Super 3 with 13272 at 2,3
% 181.44/45.67  Id : 14112, {_}: multiply ?74696 (inverse (divide (divide ?74697 (inverse (divide (divide ?74698 ?74699) ?74700))) ?74701)) =>= divide ?74696 (multiply ?74697 (divide (multiply ?74698 (divide (inverse ?74699) ?74700)) ?74701)) [74701, 74700, 74699, 74698, 74697, 74696] by Super 14102 with 13272 at 1,2,2,3
% 181.44/45.67  Id : 14237, {_}: multiply ?74696 (inverse (divide (multiply ?74697 (divide (divide ?74698 ?74699) ?74700)) ?74701)) =<= divide ?74696 (multiply ?74697 (divide (multiply ?74698 (divide (inverse ?74699) ?74700)) ?74701)) [74701, 74700, 74699, 74698, 74697, 74696] by Demod 14112 with 3 at 1,1,2,2
% 181.44/45.67  Id : 23158, {_}: multiply ?127169 (divide (multiply ?127170 (divide (inverse ?127171) ?127172)) ?127173) =<= multiply (multiply (divide (inverse ?127174) ?127175) (divide (multiply ?127175 ?127174) (multiply ?127176 (inverse (divide (multiply ?127169 (divide (divide ?127170 ?127171) ?127172)) ?127173))))) ?127176 [127176, 127175, 127174, 127173, 127172, 127171, 127170, 127169] by Super 7157 with 14237 at 2,2,1,3
% 181.44/45.67  Id : 23525, {_}: multiply ?129459 (divide (multiply ?129460 (divide (inverse ?129461) ?129462)) ?129463) =<= inverse (inverse (divide (multiply ?129459 (divide (divide ?129460 ?129461) ?129462)) ?129463)) [129463, 129462, 129461, 129460, 129459] by Demod 23158 with 7337 at 3
% 181.44/45.67  Id : 23602, {_}: multiply ?130119 (divide (multiply ?130120 (divide (inverse ?130121) ?130122)) (inverse ?130123)) =>= inverse (inverse (multiply (multiply ?130119 (divide (divide ?130120 ?130121) ?130122)) ?130123)) [130123, 130122, 130121, 130120, 130119] by Super 23525 with 3 at 1,1,3
% 181.44/45.67  Id : 23736, {_}: multiply ?130922 (multiply (multiply ?130923 (divide (inverse ?130924) ?130925)) ?130926) =<= inverse (inverse (multiply (multiply ?130922 (divide (divide ?130923 ?130924) ?130925)) ?130926)) [130926, 130925, 130924, 130923, 130922] by Demod 23602 with 3 at 2,2
% 181.44/45.67  Id : 23829, {_}: multiply ?131700 (multiply (multiply ?131701 (divide (inverse ?131702) ?131703)) (inverse (divide (inverse ?131704) ?131705))) =>= inverse (inverse (multiply (divide ?131700 (divide (inverse ?131705) (divide (divide ?131701 ?131702) ?131703))) ?131704)) [131705, 131704, 131703, 131702, 131701, 131700] by Super 23736 with 9553 at 1,1,3
% 181.44/45.67  Id : 23878, {_}: multiply ?131700 (multiply (divide ?131701 (divide (inverse ?131705) (divide (inverse ?131702) ?131703))) ?131704) =<= inverse (inverse (multiply (divide ?131700 (divide (inverse ?131705) (divide (divide ?131701 ?131702) ?131703))) ?131704)) [131704, 131703, 131702, 131705, 131701, 131700] by Demod 23829 with 9553 at 2,2
% 181.44/45.67  Id : 23879, {_}: multiply ?131700 (multiply (divide ?131701 (divide (inverse ?131705) (divide (inverse ?131702) ?131703))) ?131704) =>= multiply ?131700 (multiply (inverse (divide (inverse ?131705) (divide (divide ?131701 ?131702) ?131703))) ?131704) [131704, 131703, 131702, 131705, 131701, 131700] by Demod 23878 with 13389 at 3
% 181.44/45.67  Id : 40769, {_}: inverse (multiply (divide ?224684 (divide (inverse ?224685) (divide (inverse ?224686) ?224687))) ?224688) =<= multiply (multiply (divide (inverse ?224689) ?224690) (divide (multiply ?224690 ?224689) (multiply ?224691 (multiply (inverse (divide (inverse ?224685) (divide (divide ?224684 ?224686) ?224687))) ?224688)))) ?224691 [224691, 224690, 224689, 224688, 224687, 224686, 224685, 224684] by Super 7337 with 23879 at 2,2,1,3
% 181.44/45.67  Id : 41452, {_}: inverse (multiply (divide ?227983 (divide (inverse ?227984) (divide (inverse ?227985) ?227986))) ?227987) =>= inverse (multiply (inverse (divide (inverse ?227984) (divide (divide ?227983 ?227985) ?227986))) ?227987) [227987, 227986, 227985, 227984, 227983] by Demod 40769 with 7337 at 3
% 181.44/45.67  Id : 41518, {_}: inverse (multiply (divide ?228612 (divide ?228613 (divide (inverse ?228614) ?228615))) ?228616) =<= inverse (multiply (inverse (divide (inverse (divide ?228617 (divide (divide ?228613 (divide (divide ?228618 ?228619) ?228617)) (divide ?228619 ?228618)))) (divide (divide ?228612 ?228614) ?228615))) ?228616) [228619, 228618, 228617, 228616, 228615, 228614, 228613, 228612] by Super 41452 with 53 at 1,2,1,1,2
% 181.44/45.67  Id : 41874, {_}: inverse (multiply (divide ?228612 (divide ?228613 (divide (inverse ?228614) ?228615))) ?228616) =>= inverse (multiply (inverse (divide ?228613 (divide (divide ?228612 ?228614) ?228615))) ?228616) [228616, 228615, 228614, 228613, 228612] by Demod 41518 with 53 at 1,1,1,1,3
% 181.44/45.67  Id : 42547, {_}: multiply ?232926 (multiply (inverse (divide ?232927 (divide (inverse ?232928) ?232929))) ?232930) =<= inverse (inverse (multiply (inverse (divide ?232927 (divide (divide ?232926 ?232928) ?232929))) ?232930)) [232930, 232929, 232928, 232927, 232926] by Super 13389 with 41874 at 1,3
% 181.44/45.67  Id : 42595, {_}: multiply ?233372 (multiply (inverse (divide ?233373 (divide (inverse (inverse ?233374)) ?233375))) ?233376) =>= inverse (inverse (multiply (inverse (divide ?233373 (divide (multiply ?233372 ?233374) ?233375))) ?233376)) [233376, 233375, 233374, 233373, 233372] by Super 42547 with 3 at 1,2,1,1,1,1,3
% 181.44/45.67  Id : 51476, {_}: multiply (inverse (inverse (multiply ?277079 ?277080))) (multiply (inverse (multiply ?277081 ?277082)) ?277083) =>= inverse (inverse (multiply (inverse (divide ?277081 (divide (multiply ?277079 ?277080) ?277082))) ?277083)) [277083, 277082, 277081, 277080, 277079] by Demod 51050 with 42595 at 3
% 181.44/45.67  Id : 6973, {_}: ?34184 =<= multiply (multiply (divide ?34187 ?34188) (divide (divide ?34188 ?34187) (divide ?34189 ?34184))) ?34189 [34189, 34188, 34187, 34184] by Demod 6831 with 2 at 2
% 181.44/45.67  Id : 51577, {_}: multiply (inverse (inverse ?277976)) (multiply (inverse (multiply ?277977 ?277978)) ?277979) =<= inverse (inverse (multiply (inverse (divide ?277977 (divide (multiply (multiply (divide ?277980 ?277981) (divide (divide ?277981 ?277980) (divide ?277982 ?277976))) ?277982) ?277978))) ?277979)) [277982, 277981, 277980, 277979, 277978, 277977, 277976] by Super 51476 with 6973 at 1,1,1,2
% 181.44/45.67  Id : 52059, {_}: multiply (inverse (inverse ?279156)) (multiply (inverse (multiply ?279157 ?279158)) ?279159) =>= inverse (inverse (multiply (inverse (divide ?279157 (divide ?279156 ?279158))) ?279159)) [279159, 279158, 279157, 279156] by Demod 51577 with 6973 at 1,2,1,1,1,1,3
% 181.44/45.67  Id : 52122, {_}: multiply (inverse (inverse ?279646)) (inverse (inverse (multiply (multiply (inverse (multiply ?279647 ?279648)) ?279649) ?279650))) =>= inverse (inverse (multiply (inverse (divide ?279647 (divide ?279646 ?279648))) (multiply (inverse (inverse ?279649)) ?279650))) [279650, 279649, 279648, 279647, 279646] by Super 52059 with 13607 at 2,2
% 181.44/45.67  Id : 52397, {_}: multiply (inverse (inverse ?279646)) (inverse (inverse (multiply (multiply (inverse (multiply ?279647 ?279648)) ?279649) ?279650))) =>= inverse (inverse (inverse (inverse (multiply (multiply (inverse (divide ?279647 (divide ?279646 ?279648))) ?279649) ?279650)))) [279650, 279649, 279648, 279647, 279646] by Demod 52122 with 13607 at 1,1,3
% 181.44/45.67  Id : 1699, {_}: divide (inverse (divide (divide ?7829 ?7830) ?7831)) ?7832 =<= inverse (divide (inverse (divide ?7833 ?7832)) (divide ?7831 (divide ?7833 (divide ?7830 ?7829)))) [7833, 7832, 7831, 7830, 7829] by Super 7 with 1266 at 2,2
% 181.44/45.67  Id : 42661, {_}: multiply ?233925 (multiply (inverse (divide (inverse (divide ?233926 ?233927)) (divide (inverse ?233928) (divide ?233926 (divide ?233929 ?233930))))) ?233931) =>= inverse (inverse (multiply (divide (inverse (divide (divide ?233930 ?233929) (divide ?233925 ?233928))) ?233927) ?233931)) [233931, 233930, 233929, 233928, 233927, 233926, 233925] by Super 42547 with 1699 at 1,1,1,3
% 181.44/45.67  Id : 42763, {_}: multiply ?233925 (multiply (divide (inverse (divide (divide ?233930 ?233929) (inverse ?233928))) ?233927) ?233931) =<= inverse (inverse (multiply (divide (inverse (divide (divide ?233930 ?233929) (divide ?233925 ?233928))) ?233927) ?233931)) [233931, 233927, 233928, 233929, 233930, 233925] by Demod 42661 with 1699 at 1,2,2
% 181.44/45.67  Id : 42764, {_}: multiply ?233925 (multiply (divide (inverse (divide (divide ?233930 ?233929) (inverse ?233928))) ?233927) ?233931) =?= multiply (inverse (divide (divide ?233930 ?233929) (divide ?233925 ?233928))) (multiply (inverse ?233927) ?233931) [233931, 233927, 233928, 233929, 233930, 233925] by Demod 42763 with 13389 at 3
% 181.44/45.67  Id : 44157, {_}: multiply ?240716 (multiply (divide (inverse (multiply (divide ?240717 ?240718) ?240719)) ?240720) ?240721) =<= multiply (inverse (divide (divide ?240717 ?240718) (divide ?240716 ?240719))) (multiply (inverse ?240720) ?240721) [240721, 240720, 240719, 240718, 240717, 240716] by Demod 42764 with 3 at 1,1,1,2,2
% 181.44/45.68  Id : 44265, {_}: multiply ?241827 (multiply (divide (inverse (multiply (divide (inverse (divide ?241828 (divide ?241829 (divide ?241830 ?241831)))) (divide (divide ?241831 ?241830) ?241828)) ?241832)) ?241833) ?241834) =>= multiply (inverse (divide ?241829 (divide ?241827 ?241832))) (multiply (inverse ?241833) ?241834) [241834, 241833, 241832, 241831, 241830, 241829, 241828, 241827] by Super 44157 with 2 at 1,1,1,3
% 181.44/45.68  Id : 44501, {_}: multiply ?241827 (multiply (divide (inverse (multiply ?241829 ?241832)) ?241833) ?241834) =<= multiply (inverse (divide ?241829 (divide ?241827 ?241832))) (multiply (inverse ?241833) ?241834) [241834, 241833, 241832, 241829, 241827] by Demod 44265 with 2 at 1,1,1,1,2,2
% 181.44/45.68  Id : 44585, {_}: multiply ?242774 (multiply (divide (inverse (multiply ?242775 ?242776)) (inverse ?242777)) ?242778) =<= inverse (inverse (multiply (multiply (inverse (divide ?242775 (divide ?242774 ?242776))) ?242777) ?242778)) [242778, 242777, 242776, 242775, 242774] by Super 13607 with 44501 at 2
% 181.44/45.68  Id : 44880, {_}: multiply ?242774 (multiply (multiply (inverse (multiply ?242775 ?242776)) ?242777) ?242778) =<= inverse (inverse (multiply (multiply (inverse (divide ?242775 (divide ?242774 ?242776))) ?242777) ?242778)) [242778, 242777, 242776, 242775, 242774] by Demod 44585 with 3 at 1,2,2
% 181.44/45.68  Id : 60019, {_}: multiply (inverse (inverse ?316882)) (inverse (inverse (multiply (multiply (inverse (multiply ?316883 ?316884)) ?316885) ?316886))) =>= inverse (inverse (multiply ?316882 (multiply (multiply (inverse (multiply ?316883 ?316884)) ?316885) ?316886))) [316886, 316885, 316884, 316883, 316882] by Demod 52397 with 44880 at 1,1,3
% 181.44/45.68  Id : 60044, {_}: multiply (inverse (inverse ?317107)) (inverse (inverse (multiply (multiply (inverse ?317108) ?317109) ?317110))) =<= inverse (inverse (multiply ?317107 (multiply (multiply (inverse (multiply (multiply (divide ?317111 ?317112) (divide (divide ?317112 ?317111) (divide ?317113 ?317108))) ?317113)) ?317109) ?317110))) [317113, 317112, 317111, 317110, 317109, 317108, 317107] by Super 60019 with 6973 at 1,1,1,1,1,2,2
% 181.44/45.68  Id : 60733, {_}: multiply (inverse (inverse ?319486)) (inverse (inverse (multiply (multiply (inverse ?319487) ?319488) ?319489))) =>= inverse (inverse (multiply ?319486 (multiply (multiply (inverse ?319487) ?319488) ?319489))) [319489, 319488, 319487, 319486] by Demod 60044 with 6973 at 1,1,1,2,1,1,3
% 181.44/45.68  Id : 60734, {_}: multiply (inverse (inverse ?319491)) (inverse (inverse (multiply (multiply ?319492 ?319493) ?319494))) =<= inverse (inverse (multiply ?319491 (multiply (multiply (inverse (divide ?319495 (divide (divide ?319492 (divide (divide ?319496 ?319497) ?319495)) (divide ?319497 ?319496)))) ?319493) ?319494))) [319497, 319496, 319495, 319494, 319493, 319492, 319491] by Super 60733 with 53 at 1,1,1,1,2,2
% 181.44/45.68  Id : 61319, {_}: multiply (inverse (inverse ?321783)) (inverse (inverse (multiply (multiply ?321784 ?321785) ?321786))) =>= inverse (inverse (multiply ?321783 (multiply (multiply ?321784 ?321785) ?321786))) [321786, 321785, 321784, 321783] by Demod 60734 with 53 at 1,1,2,1,1,3
% 181.44/45.68  Id : 61399, {_}: multiply (inverse (inverse ?322412)) (inverse (inverse ?322413)) =<= inverse (inverse (multiply ?322412 (multiply (multiply (divide ?322414 ?322415) (divide (divide ?322415 ?322414) (divide ?322416 ?322413))) ?322416))) [322416, 322415, 322414, 322413, 322412] by Super 61319 with 6973 at 1,1,2,2
% 181.44/45.68  Id : 61735, {_}: multiply (inverse (inverse ?322412)) (inverse (inverse ?322413)) =>= inverse (inverse (multiply ?322412 ?322413)) [322413, 322412] by Demod 61399 with 6973 at 2,1,1,3
% 181.44/45.68  Id : 61853, {_}: divide (divide (inverse (inverse ?323420)) (multiply (inverse ?323421) (inverse ?323422))) ?323423 =>= multiply (inverse (inverse (multiply ?323420 ?323422))) (inverse (divide ?323423 ?323421)) [323423, 323422, 323421, 323420] by Super 9799 with 61735 at 1,3
% 181.44/45.68  Id : 61904, {_}: multiply ?323701 (inverse (inverse (multiply ?323702 ?323703))) =<= inverse (inverse (multiply (multiply ?323701 ?323702) (inverse (inverse ?323703)))) [323703, 323702, 323701] by Super 13607 with 61735 at 2,2
% 181.44/45.68  Id : 62395, {_}: multiply (inverse (inverse ?325775)) (inverse (multiply ?325776 (inverse (inverse (multiply ?325777 ?325778))))) =>= inverse (inverse (multiply ?325775 (inverse (multiply (multiply ?325776 ?325777) (inverse (inverse ?325778)))))) [325778, 325777, 325776, 325775] by Super 61735 with 61904 at 1,2,2
% 181.44/45.68  Id : 13640, {_}: multiply ?71961 (inverse (multiply (divide ?71962 ?71963) ?71964)) =<= divide ?71961 (multiply ?71962 (multiply (inverse ?71963) ?71964)) [71964, 71963, 71962, 71961] by Super 3 with 13389 at 2,3
% 181.44/45.68  Id : 61849, {_}: multiply ?323397 (inverse (multiply (divide ?323398 (inverse ?323399)) (inverse (inverse ?323400)))) =>= divide ?323397 (multiply ?323398 (inverse (inverse (multiply ?323399 ?323400)))) [323400, 323399, 323398, 323397] by Super 13640 with 61735 at 2,2,3
% 181.44/45.68  Id : 62153, {_}: multiply ?323397 (inverse (multiply (multiply ?323398 ?323399) (inverse (inverse ?323400)))) =>= divide ?323397 (multiply ?323398 (inverse (inverse (multiply ?323399 ?323400)))) [323400, 323399, 323398, 323397] by Demod 61849 with 3 at 1,1,2,2
% 181.44/45.68  Id : 73503, {_}: multiply (inverse (inverse ?368696)) (inverse (multiply ?368697 (inverse (inverse (multiply ?368698 ?368699))))) =>= inverse (inverse (divide ?368696 (multiply ?368697 (inverse (inverse (multiply ?368698 ?368699)))))) [368699, 368698, 368697, 368696] by Demod 62395 with 62153 at 1,1,3
% 181.44/45.68  Id : 73609, {_}: multiply (inverse (inverse ?369493)) (inverse ?369494) =<= inverse (inverse (divide ?369493 (multiply (multiply (divide ?369495 ?369496) (divide (divide ?369496 ?369495) (divide (inverse (inverse (multiply ?369497 ?369498))) ?369494))) (inverse (inverse (multiply ?369497 ?369498)))))) [369498, 369497, 369496, 369495, 369494, 369493] by Super 73503 with 6973 at 1,2,2
% 181.44/45.68  Id : 74078, {_}: multiply (inverse (inverse ?369493)) (inverse ?369494) =>= inverse (inverse (divide ?369493 ?369494)) [369494, 369493] by Demod 73609 with 6973 at 2,1,1,3
% 181.44/45.68  Id : 74138, {_}: divide (divide (inverse (inverse ?323420)) (multiply (inverse ?323421) (inverse ?323422))) ?323423 =>= inverse (inverse (divide (multiply ?323420 ?323422) (divide ?323423 ?323421))) [323423, 323422, 323421, 323420] by Demod 61853 with 74078 at 3
% 181.44/45.68  Id : 74152, {_}: divide (divide (inverse (inverse ?370193)) (inverse (inverse (divide ?370194 ?370195)))) ?370196 =>= inverse (inverse (divide (multiply ?370193 ?370195) (divide ?370196 (inverse ?370194)))) [370196, 370195, 370194, 370193] by Super 74138 with 74078 at 2,1,2
% 181.44/45.68  Id : 74691, {_}: divide (multiply (inverse (inverse ?370193)) (inverse (divide ?370194 ?370195))) ?370196 =>= inverse (inverse (divide (multiply ?370193 ?370195) (divide ?370196 (inverse ?370194)))) [370196, 370195, 370194, 370193] by Demod 74152 with 3 at 1,2
% 181.44/45.68  Id : 74692, {_}: divide (multiply (inverse (inverse ?370193)) (inverse (divide ?370194 ?370195))) ?370196 =>= inverse (inverse (divide (multiply ?370193 ?370195) (multiply ?370196 ?370194))) [370196, 370195, 370194, 370193] by Demod 74691 with 3 at 2,1,1,3
% 181.44/45.68  Id : 74693, {_}: divide (inverse (inverse (divide ?370193 (divide ?370194 ?370195)))) ?370196 =>= inverse (inverse (divide (multiply ?370193 ?370195) (multiply ?370196 ?370194))) [370196, 370195, 370194, 370193] by Demod 74692 with 74078 at 1,2
% 181.44/45.68  Id : 2771, {_}: divide (divide (inverse (multiply ?13734 ?13735)) (divide (divide ?13736 ?13737) ?13734)) (divide ?13737 ?13736) =>= inverse ?13735 [13737, 13736, 13735, 13734] by Super 1723 with 3 at 1,1,1,2
% 181.44/45.68  Id : 2814, {_}: divide (divide (inverse (multiply (inverse ?14067) ?14068)) (multiply (divide ?14069 ?14070) ?14067)) (divide ?14070 ?14069) =>= inverse ?14068 [14070, 14069, 14068, 14067] by Super 2771 with 3 at 2,1,2
% 181.44/45.68  Id : 7163, {_}: ?35873 =<= multiply (multiply (divide (multiply (divide ?35873 ?35874) ?35875) (inverse (multiply (inverse ?35875) ?35876))) (inverse ?35876)) ?35874 [35876, 35875, 35874, 35873] by Super 7101 with 2814 at 2,1,3
% 181.44/45.68  Id : 7239, {_}: ?35873 =<= multiply (multiply (multiply (multiply (divide ?35873 ?35874) ?35875) (multiply (inverse ?35875) ?35876)) (inverse ?35876)) ?35874 [35876, 35875, 35874, 35873] by Demod 7163 with 3 at 1,1,3
% 181.44/45.68  Id : 74306, {_}: multiply (inverse (inverse ?371079)) (inverse ?371080) =>= inverse (inverse (divide ?371079 ?371080)) [371080, 371079] by Demod 73609 with 6973 at 2,1,1,3
% 181.44/45.68  Id : 74382, {_}: multiply (multiply ?371581 (multiply (inverse ?371582) ?371583)) (inverse ?371584) =>= inverse (inverse (divide (multiply (divide ?371581 ?371582) ?371583) ?371584)) [371584, 371583, 371582, 371581] by Super 74306 with 13389 at 1,2
% 181.44/45.68  Id : 75434, {_}: ?35873 =<= multiply (inverse (inverse (divide (multiply (divide (multiply (divide ?35873 ?35874) ?35875) ?35875) ?35876) ?35876))) ?35874 [35876, 35875, 35874, 35873] by Demod 7239 with 74382 at 1,3
% 181.44/45.68  Id : 10272, {_}: divide (divide ?53315 (multiply (inverse ?53316) ?53317)) ?53318 =<= multiply (multiply ?53315 (inverse ?53317)) (inverse (divide ?53318 ?53316)) [53318, 53317, 53316, 53315] by Super 9769 with 3 at 2,1,2
% 181.44/45.68  Id : 10302, {_}: divide (divide ?53553 (multiply (inverse (inverse ?53554)) ?53555)) ?53556 =>= multiply (multiply ?53553 (inverse ?53555)) (inverse (multiply ?53556 ?53554)) [53556, 53555, 53554, 53553] by Super 10272 with 3 at 1,2,3
% 181.44/45.68  Id : 74260, {_}: divide (divide ?370806 (inverse (inverse (divide ?370807 ?370808)))) ?370809 =<= multiply (multiply ?370806 (inverse (inverse ?370808))) (inverse (multiply ?370809 ?370807)) [370809, 370808, 370807, 370806] by Super 10302 with 74078 at 2,1,2
% 181.44/45.68  Id : 74494, {_}: divide (multiply ?370806 (inverse (divide ?370807 ?370808))) ?370809 =<= multiply (multiply ?370806 (inverse (inverse ?370808))) (inverse (multiply ?370809 ?370807)) [370809, 370808, 370807, 370806] by Demod 74260 with 3 at 1,2
% 181.44/45.68  Id : 74208, {_}: multiply ?370521 (inverse (inverse (divide ?370522 ?370523))) =<= inverse (inverse (multiply (multiply ?370521 ?370522) (inverse ?370523))) [370523, 370522, 370521] by Super 13607 with 74078 at 2,2
% 181.44/45.68  Id : 74820, {_}: multiply (multiply ?371855 (inverse (inverse (divide ?371856 ?371857)))) (inverse ?371858) =>= inverse (inverse (divide (multiply (multiply ?371855 ?371856) (inverse ?371857)) ?371858)) [371858, 371857, 371856, 371855] by Super 74078 with 74208 at 1,2
% 181.44/45.68  Id : 92297, {_}: divide (multiply ?431486 (inverse (divide ?431487 (divide ?431488 ?431489)))) ?431490 =<= inverse (inverse (divide (multiply (multiply ?431486 ?431488) (inverse ?431489)) (multiply ?431490 ?431487))) [431490, 431489, 431488, 431487, 431486] by Super 74494 with 74820 at 3
% 181.44/45.68  Id : 66111, {_}: divide (divide (inverse (inverse ?341564)) (multiply (inverse ?341565) (inverse ?341566))) ?341567 =>= multiply (inverse (inverse (multiply ?341564 ?341566))) (inverse (divide ?341567 ?341565)) [341567, 341566, 341565, 341564] by Super 9799 with 61735 at 1,3
% 181.44/45.68  Id : 66190, {_}: divide (divide (inverse (inverse ?342243)) (inverse (inverse (multiply ?342244 ?342245)))) ?342246 =<= multiply (inverse (inverse (multiply ?342243 (inverse ?342245)))) (inverse (divide ?342246 (inverse ?342244))) [342246, 342245, 342244, 342243] by Super 66111 with 61735 at 2,1,2
% 181.44/45.68  Id : 66706, {_}: divide (multiply (inverse (inverse ?342243)) (inverse (multiply ?342244 ?342245))) ?342246 =<= multiply (inverse (inverse (multiply ?342243 (inverse ?342245)))) (inverse (divide ?342246 (inverse ?342244))) [342246, 342245, 342244, 342243] by Demod 66190 with 3 at 1,2
% 181.44/45.68  Id : 66707, {_}: divide (multiply (inverse (inverse ?342243)) (inverse (multiply ?342244 ?342245))) ?342246 =<= multiply (inverse (inverse (multiply ?342243 (inverse ?342245)))) (inverse (multiply ?342246 ?342244)) [342246, 342245, 342244, 342243] by Demod 66706 with 3 at 1,2,3
% 181.44/45.68  Id : 74146, {_}: divide (inverse (inverse (divide ?342243 (multiply ?342244 ?342245)))) ?342246 =<= multiply (inverse (inverse (multiply ?342243 (inverse ?342245)))) (inverse (multiply ?342246 ?342244)) [342246, 342245, 342244, 342243] by Demod 66707 with 74078 at 1,2
% 181.44/45.68  Id : 74147, {_}: divide (inverse (inverse (divide ?342243 (multiply ?342244 ?342245)))) ?342246 =<= inverse (inverse (divide (multiply ?342243 (inverse ?342245)) (multiply ?342246 ?342244))) [342246, 342245, 342244, 342243] by Demod 74146 with 74078 at 3
% 181.44/45.68  Id : 92490, {_}: divide (multiply ?431486 (inverse (divide ?431487 (divide ?431488 ?431489)))) ?431490 =<= divide (inverse (inverse (divide (multiply ?431486 ?431488) (multiply ?431487 ?431489)))) ?431490 [431490, 431489, 431488, 431487, 431486] by Demod 92297 with 74147 at 3
% 181.44/45.68  Id : 180734, {_}: inverse (inverse (divide (multiply ?673582 ?673583) (multiply ?673584 ?673585))) =<= multiply (inverse (inverse (divide (multiply (divide (multiply (divide (multiply ?673582 (inverse (divide ?673584 (divide ?673583 ?673585)))) ?673586) ?673587) ?673587) ?673588) ?673588))) ?673586 [673588, 673587, 673586, 673585, 673584, 673583, 673582] by Super 75434 with 92490 at 1,1,1,1,1,1,1,3
% 181.44/45.68  Id : 181113, {_}: inverse (inverse (divide (multiply ?673582 ?673583) (multiply ?673584 ?673585))) =>= multiply ?673582 (inverse (divide ?673584 (divide ?673583 ?673585))) [673585, 673584, 673583, 673582] by Demod 180734 with 75434 at 3
% 181.44/45.68  Id : 182207, {_}: divide (inverse (inverse (divide ?370193 (divide ?370194 ?370195)))) ?370196 =>= multiply ?370193 (inverse (divide ?370196 (divide ?370195 ?370194))) [370196, 370195, 370194, 370193] by Demod 74693 with 181113 at 3
% 181.44/45.68  Id :  24, {_}: divide (inverse (divide ?132 (divide ?133 (multiply (divide (divide (divide (divide ?134 ?135) ?136) (inverse (divide ?136 (divide ?137 (divide ?135 ?134))))) ?138) (divide ?138 (divide ?139 ?137)))))) (divide ?139 ?132) =>= ?133 [139, 138, 137, 136, 135, 134, 133, 132] by Super 20 with 2 at 2,2,2,2,2,1,1,2
% 181.44/45.68  Id :  41, {_}: divide (inverse (divide ?132 (divide ?133 (multiply (divide (multiply (divide (divide ?134 ?135) ?136) (divide ?136 (divide ?137 (divide ?135 ?134)))) ?138) (divide ?138 (divide ?139 ?137)))))) (divide ?139 ?132) =>= ?133 [139, 138, 137, 136, 135, 134, 133, 132] by Demod 24 with 3 at 1,1,2,2,1,1,2
% 181.44/45.68  Id : 92298, {_}: multiply (multiply ?431492 (inverse (inverse (divide ?431493 ?431494)))) (inverse ?431495) =>= inverse (inverse (divide (multiply (multiply ?431492 ?431493) (inverse ?431494)) ?431495)) [431495, 431494, 431493, 431492] by Super 74078 with 74208 at 1,2
% 181.44/45.68  Id : 92483, {_}: divide (multiply ?432943 (inverse (divide ?432944 (divide ?432945 ?432946)))) ?432947 =<= inverse (inverse (divide (multiply (multiply ?432943 ?432945) (inverse ?432946)) (multiply ?432947 ?432944))) [432947, 432946, 432945, 432944, 432943] by Super 92298 with 74494 at 2
% 181.44/45.68  Id : 93197, {_}: divide (multiply ?432943 (inverse (divide ?432944 (divide ?432945 ?432946)))) ?432947 =<= divide (inverse (inverse (divide (multiply ?432943 ?432945) (multiply ?432944 ?432946)))) ?432947 [432947, 432946, 432945, 432944, 432943] by Demod 92483 with 74147 at 3
% 181.44/45.68  Id : 182206, {_}: divide (inverse (inverse (divide ?342243 (multiply ?342244 ?342245)))) ?342246 =>= multiply ?342243 (inverse (divide ?342246 (divide (inverse ?342245) ?342244))) [342246, 342245, 342244, 342243] by Demod 74147 with 181113 at 3
% 181.44/45.68  Id : 186314, {_}: divide (multiply ?432943 (inverse (divide ?432944 (divide ?432945 ?432946)))) ?432947 =<= multiply (multiply ?432943 ?432945) (inverse (divide ?432947 (divide (inverse ?432946) ?432944))) [432947, 432946, 432945, 432944, 432943] by Demod 93197 with 182206 at 3
% 181.44/45.68  Id : 186365, {_}: divide (divide ?690892 (multiply (inverse (divide (inverse ?690893) ?690894)) ?690895)) ?690896 =>= divide (multiply ?690892 (inverse (divide ?690894 (divide (inverse ?690895) ?690893)))) ?690896 [690896, 690895, 690894, 690893, 690892] by Super 9799 with 186314 at 3
% 181.44/45.68  Id : 299539, {_}: divide (inverse (divide ?969148 (divide (multiply ?969149 (inverse (divide ?969150 (divide (inverse ?969151) ?969152)))) (multiply (divide (multiply (divide (divide ?969153 ?969154) ?969155) (divide ?969155 (divide ?969156 (divide ?969154 ?969153)))) ?969157) (divide ?969157 (divide ?969158 ?969156)))))) (divide ?969158 ?969148) =>= divide ?969149 (multiply (inverse (divide (inverse ?969152) ?969150)) ?969151) [969158, 969157, 969156, 969155, 969154, 969153, 969152, 969151, 969150, 969149, 969148] by Super 41 with 186365 at 2,1,1,2
% 181.44/45.69  Id : 299905, {_}: multiply ?969149 (inverse (divide ?969150 (divide (inverse ?969151) ?969152))) =<= divide ?969149 (multiply (inverse (divide (inverse ?969152) ?969150)) ?969151) [969152, 969151, 969150, 969149] by Demod 299539 with 41 at 2
% 181.44/45.69  Id : 301063, {_}: multiply (inverse (divide (inverse ?973981) ?973982)) ?973983 =<= multiply (multiply (divide (inverse ?973984) ?973985) (divide (multiply ?973985 ?973984) (multiply ?973986 (inverse (divide ?973982 (divide (inverse ?973983) ?973981)))))) ?973986 [973986, 973985, 973984, 973983, 973982, 973981] by Super 7157 with 299905 at 2,2,1,3
% 181.44/45.69  Id : 301789, {_}: multiply (inverse (divide (inverse ?973981) ?973982)) ?973983 =<= inverse (inverse (divide ?973982 (divide (inverse ?973983) ?973981))) [973983, 973982, 973981] by Demod 301063 with 7337 at 3
% 181.44/45.69  Id : 302908, {_}: divide (multiply (inverse (divide (inverse ?979484) ?979485)) ?979486) ?979487 =>= multiply ?979485 (inverse (divide ?979487 (divide ?979484 (inverse ?979486)))) [979487, 979486, 979485, 979484] by Super 182207 with 301789 at 1,2
% 181.44/45.69  Id : 307988, {_}: divide (multiply (inverse (divide (inverse ?992687) ?992688)) ?992689) ?992690 =>= multiply ?992688 (inverse (divide ?992690 (multiply ?992687 ?992689))) [992690, 992689, 992688, 992687] by Demod 302908 with 3 at 2,1,2,3
% 181.44/45.69  Id : 311490, {_}: divide (multiply (inverse (multiply (inverse ?1001832) ?1001833)) ?1001834) ?1001835 =>= multiply (inverse ?1001833) (inverse (divide ?1001835 (multiply ?1001832 ?1001834))) [1001835, 1001834, 1001833, 1001832] by Super 307988 with 3 at 1,1,1,2
% 181.44/45.69  Id : 7367, {_}: inverse ?36880 =<= multiply (multiply (multiply ?36881 ?36882) (divide (divide (inverse ?36882) ?36881) (multiply ?36883 ?36880))) ?36883 [36883, 36882, 36881, 36880] by Super 7303 with 3 at 1,1,3
% 181.44/45.69  Id : 61854, {_}: multiply (divide (inverse (inverse ?323425)) (divide (inverse ?323426) (inverse (inverse ?323427)))) ?323428 =>= multiply (inverse (inverse (multiply ?323425 ?323427))) (inverse (divide (inverse ?323428) ?323426)) [323428, 323427, 323426, 323425] by Super 9553 with 61735 at 1,3
% 181.44/45.69  Id : 62150, {_}: multiply (divide (inverse (inverse ?323425)) (multiply (inverse ?323426) (inverse ?323427))) ?323428 =>= multiply (inverse (inverse (multiply ?323425 ?323427))) (inverse (divide (inverse ?323428) ?323426)) [323428, 323427, 323426, 323425] by Demod 61854 with 3 at 2,1,2
% 181.44/45.69  Id : 74145, {_}: multiply (divide (inverse (inverse ?323425)) (multiply (inverse ?323426) (inverse ?323427))) ?323428 =>= inverse (inverse (divide (multiply ?323425 ?323427) (divide (inverse ?323428) ?323426))) [323428, 323427, 323426, 323425] by Demod 62150 with 74078 at 3
% 181.44/45.69  Id : 74304, {_}: multiply (divide (inverse (inverse ?371068)) (inverse (inverse (divide ?371069 ?371070)))) ?371071 =>= inverse (inverse (divide (multiply ?371068 ?371070) (divide (inverse ?371071) (inverse ?371069)))) [371071, 371070, 371069, 371068] by Super 74145 with 74078 at 2,1,2
% 181.44/45.69  Id : 74423, {_}: multiply (multiply (inverse (inverse ?371068)) (inverse (divide ?371069 ?371070))) ?371071 =<= inverse (inverse (divide (multiply ?371068 ?371070) (divide (inverse ?371071) (inverse ?371069)))) [371071, 371070, 371069, 371068] by Demod 74304 with 3 at 1,2
% 181.44/45.69  Id : 74424, {_}: multiply (multiply (inverse (inverse ?371068)) (inverse (divide ?371069 ?371070))) ?371071 =>= inverse (inverse (divide (multiply ?371068 ?371070) (multiply (inverse ?371071) ?371069))) [371071, 371070, 371069, 371068] by Demod 74423 with 3 at 2,1,1,3
% 181.44/45.69  Id : 80318, {_}: multiply (inverse (inverse (divide ?392602 (divide ?392603 ?392604)))) ?392605 =<= inverse (inverse (divide (multiply ?392602 ?392604) (multiply (inverse ?392605) ?392603))) [392605, 392604, 392603, 392602] by Demod 74424 with 74078 at 1,2
% 181.44/45.69  Id : 80379, {_}: multiply (inverse (inverse (divide ?393110 (divide (inverse ?393111) ?393112)))) (inverse ?393113) =>= inverse (inverse (divide (multiply ?393110 ?393112) (inverse (inverse (divide ?393113 ?393111))))) [393113, 393112, 393111, 393110] by Super 80318 with 74078 at 2,1,1,3
% 181.44/45.69  Id : 80749, {_}: inverse (inverse (divide (divide ?393110 (divide (inverse ?393111) ?393112)) ?393113)) =<= inverse (inverse (divide (multiply ?393110 ?393112) (inverse (inverse (divide ?393113 ?393111))))) [393113, 393112, 393111, 393110] by Demod 80379 with 74078 at 2
% 181.44/45.69  Id : 80750, {_}: inverse (inverse (divide (divide ?393110 (divide (inverse ?393111) ?393112)) ?393113)) =>= inverse (inverse (multiply (multiply ?393110 ?393112) (inverse (divide ?393113 ?393111)))) [393113, 393112, 393111, 393110] by Demod 80749 with 3 at 1,1,3
% 181.44/45.69  Id : 80751, {_}: multiply ?393110 (divide (inverse (divide (inverse ?393111) ?393112)) ?393113) =<= inverse (inverse (multiply (multiply ?393110 ?393112) (inverse (divide ?393113 ?393111)))) [393113, 393112, 393111, 393110] by Demod 80750 with 13272 at 2
% 181.44/45.69  Id : 80752, {_}: multiply ?393110 (divide (inverse (divide (inverse ?393111) ?393112)) ?393113) =>= multiply ?393110 (inverse (inverse (divide ?393112 (divide ?393113 ?393111)))) [393113, 393112, 393111, 393110] by Demod 80751 with 74208 at 3
% 181.44/45.69  Id : 82290, {_}: inverse (divide (inverse (divide (inverse ?402295) ?402296)) ?402297) =<= multiply (multiply (multiply ?402298 ?402299) (divide (divide (inverse ?402299) ?402298) (multiply ?402300 (inverse (inverse (divide ?402296 (divide ?402297 ?402295))))))) ?402300 [402300, 402299, 402298, 402297, 402296, 402295] by Super 7367 with 80752 at 2,2,1,3
% 181.44/45.69  Id : 82707, {_}: inverse (divide (inverse (divide (inverse ?402295) ?402296)) ?402297) =>= inverse (inverse (inverse (divide ?402296 (divide ?402297 ?402295)))) [402297, 402296, 402295] by Demod 82290 with 7367 at 3
% 181.44/45.69  Id : 83308, {_}: multiply (inverse (inverse (inverse (inverse (divide ?405511 (divide ?405512 ?405513)))))) (inverse ?405514) =>= inverse (inverse (divide (divide (inverse (divide (inverse ?405513) ?405511)) ?405512) ?405514)) [405514, 405513, 405512, 405511] by Super 74078 with 82707 at 1,1,2
% 181.44/45.69  Id : 83482, {_}: inverse (inverse (divide (inverse (inverse (divide ?405511 (divide ?405512 ?405513)))) ?405514)) =<= inverse (inverse (divide (divide (inverse (divide (inverse ?405513) ?405511)) ?405512) ?405514)) [405514, 405513, 405512, 405511] by Demod 83308 with 74078 at 2
% 181.44/45.69  Id : 83483, {_}: inverse (inverse (divide (inverse (inverse (divide ?405511 (divide ?405512 ?405513)))) ?405514)) =>= multiply (inverse (divide (inverse ?405513) ?405511)) (divide (inverse ?405512) ?405514) [405514, 405513, 405512, 405511] by Demod 83482 with 13272 at 3
% 181.44/45.69  Id : 110107, {_}: inverse (inverse (inverse (inverse (divide (multiply ?482073 ?482074) (multiply ?482075 ?482076))))) =>= multiply (inverse (divide (inverse ?482074) ?482073)) (divide (inverse ?482076) ?482075) [482076, 482075, 482074, 482073] by Demod 83483 with 74693 at 1,1,2
% 181.44/45.69  Id : 110218, {_}: inverse (inverse (inverse (inverse (divide (inverse (inverse (divide ?482921 ?482922))) (multiply ?482923 ?482924))))) =<= multiply (inverse (divide (inverse (inverse ?482922)) (inverse (inverse ?482921)))) (divide (inverse ?482924) ?482923) [482924, 482923, 482922, 482921] by Super 110107 with 74078 at 1,1,1,1,1,2
% 181.44/45.69  Id : 83319, {_}: inverse (divide (inverse (divide (inverse ?405583) ?405584)) ?405585) =>= inverse (inverse (inverse (divide ?405584 (divide ?405585 ?405583)))) [405585, 405584, 405583] by Demod 82290 with 7367 at 3
% 181.44/45.69  Id : 84192, {_}: inverse (divide (inverse (multiply (inverse ?407809) ?407810)) ?407811) =<= inverse (inverse (inverse (divide (inverse ?407810) (divide ?407811 ?407809)))) [407811, 407810, 407809] by Super 83319 with 3 at 1,1,1,2
% 181.44/45.69  Id : 85590, {_}: inverse (divide (inverse (multiply (inverse (inverse ?412552)) ?412553)) ?412554) =>= inverse (inverse (inverse (divide (inverse ?412553) (multiply ?412554 ?412552)))) [412554, 412553, 412552] by Super 84192 with 3 at 2,1,1,1,3
% 181.44/45.69  Id : 85682, {_}: inverse (divide (inverse (inverse (inverse (divide ?413225 ?413226)))) ?413227) =<= inverse (inverse (inverse (divide (inverse (inverse ?413226)) (multiply ?413227 ?413225)))) [413227, 413226, 413225] by Super 85590 with 74078 at 1,1,1,2
% 181.44/45.69  Id : 110749, {_}: inverse (inverse (divide (inverse (inverse (inverse (divide ?482924 (divide ?482921 ?482922))))) ?482923)) =<= multiply (inverse (divide (inverse (inverse ?482922)) (inverse (inverse ?482921)))) (divide (inverse ?482924) ?482923) [482923, 482922, 482921, 482924] by Demod 110218 with 85682 at 1,2
% 181.44/45.69  Id : 110750, {_}: inverse (inverse (divide (inverse (inverse (inverse (divide ?482924 (divide ?482921 ?482922))))) ?482923)) =<= multiply (inverse (multiply (inverse (inverse ?482922)) (inverse ?482921))) (divide (inverse ?482924) ?482923) [482923, 482922, 482921, 482924] by Demod 110749 with 3 at 1,1,3
% 181.44/45.69  Id : 83405, {_}: inverse (divide (inverse (inverse (inverse (divide ?406227 (divide ?406228 ?406229))))) ?406230) =>= inverse (inverse (inverse (divide ?406228 (divide ?406230 (divide (inverse ?406229) ?406227))))) [406230, 406229, 406228, 406227] by Super 83319 with 82707 at 1,1,2
% 181.44/45.69  Id : 110751, {_}: inverse (inverse (inverse (inverse (divide ?482921 (divide ?482923 (divide (inverse ?482922) ?482924)))))) =<= multiply (inverse (multiply (inverse (inverse ?482922)) (inverse ?482921))) (divide (inverse ?482924) ?482923) [482924, 482922, 482923, 482921] by Demod 110750 with 83405 at 1,2
% 181.44/45.69  Id : 198242, {_}: inverse (inverse (inverse (inverse (divide ?723908 (divide ?723909 (divide (inverse ?723910) ?723911)))))) =>= multiply (inverse (inverse (inverse (divide ?723910 ?723908)))) (divide (inverse ?723911) ?723909) [723911, 723910, 723909, 723908] by Demod 110751 with 74078 at 1,1,3
% 181.44/45.69  Id : 83434, {_}: inverse (multiply (inverse (divide (inverse ?406427) ?406428)) ?406429) =<= inverse (inverse (inverse (divide ?406428 (divide (inverse ?406429) ?406427)))) [406429, 406428, 406427] by Super 83319 with 3 at 1,2
% 181.44/45.69  Id : 198469, {_}: inverse (inverse (multiply (inverse (divide (inverse (divide (inverse ?725722) ?725723)) ?725724)) ?725725)) =<= multiply (inverse (inverse (inverse (divide ?725722 ?725724)))) (divide (inverse ?725723) (inverse ?725725)) [725725, 725724, 725723, 725722] by Super 198242 with 83434 at 1,2
% 181.44/45.69  Id : 199327, {_}: inverse (inverse (multiply (inverse (inverse (inverse (divide ?725723 (divide ?725724 ?725722))))) ?725725)) =<= multiply (inverse (inverse (inverse (divide ?725722 ?725724)))) (divide (inverse ?725723) (inverse ?725725)) [725725, 725722, 725724, 725723] by Demod 198469 with 82707 at 1,1,1,2
% 181.44/45.69  Id : 199328, {_}: inverse (inverse (multiply (inverse (inverse (inverse (divide ?725723 (divide ?725724 ?725722))))) ?725725)) =>= multiply (inverse (inverse (inverse (divide ?725722 ?725724)))) (multiply (inverse ?725723) ?725725) [725725, 725722, 725724, 725723] by Demod 199327 with 3 at 2,3
% 181.44/45.69  Id : 9555, {_}: multiply (divide ?49374 (divide (inverse (inverse ?49375)) ?49376)) ?49377 =>= multiply (multiply ?49374 ?49376) (inverse (multiply (inverse ?49377) ?49375)) [49377, 49376, 49375, 49374] by Super 9472 with 7239 at 1,1,3
% 181.44/45.69  Id : 13366, {_}: multiply ?70894 (divide (inverse (inverse ?70895)) ?70896) =>= inverse (inverse (divide (multiply ?70894 ?70895) ?70896)) [70896, 70895, 70894] by Super 13330 with 3 at 1,1,1,3
% 181.44/45.69  Id : 13397, {_}: inverse (inverse (divide (multiply (divide ?71011 (divide (inverse (inverse ?71012)) ?71013)) ?71014) ?71015)) =<= multiply (multiply ?71011 ?71013) (inverse (multiply (inverse (divide (inverse (inverse ?71014)) ?71015)) ?71012)) [71015, 71014, 71013, 71012, 71011] by Super 9555 with 13366 at 2
% 181.44/45.69  Id : 20593, {_}: inverse (inverse (divide (multiply (multiply ?114343 ?114344) (inverse (multiply (inverse ?114345) ?114346))) ?114347)) =<= multiply (multiply ?114343 ?114344) (inverse (multiply (inverse (divide (inverse (inverse ?114345)) ?114347)) ?114346)) [114347, 114346, 114345, 114344, 114343] by Demod 13397 with 9555 at 1,1,1,2
% 181.44/45.69  Id : 20651, {_}: inverse (inverse (divide (multiply (multiply (multiply (divide ?114865 ?114866) (divide (divide ?114866 ?114865) (divide ?114867 ?114868))) ?114867) (inverse (multiply (inverse ?114869) ?114870))) ?114871)) =>= multiply ?114868 (inverse (multiply (inverse (divide (inverse (inverse ?114869)) ?114871)) ?114870)) [114871, 114870, 114869, 114868, 114867, 114866, 114865] by Super 20593 with 6973 at 1,3
% 181.44/45.69  Id : 20975, {_}: inverse (inverse (divide (multiply ?115974 (inverse (multiply (inverse ?115975) ?115976))) ?115977)) =<= multiply ?115974 (inverse (multiply (inverse (divide (inverse (inverse ?115975)) ?115977)) ?115976)) [115977, 115976, 115975, 115974] by Demod 20651 with 6973 at 1,1,1,1,2
% 181.44/45.69  Id : 20976, {_}: inverse (inverse (divide (multiply ?115979 (inverse (multiply (inverse (divide ?115980 (divide (divide ?115981 (divide (divide ?115982 ?115983) ?115980)) (divide ?115983 ?115982)))) ?115984))) ?115985)) =>= multiply ?115979 (inverse (multiply (inverse (divide (inverse ?115981) ?115985)) ?115984)) [115985, 115984, 115983, 115982, 115981, 115980, 115979] by Super 20975 with 53 at 1,1,1,1,1,2,3
% 181.44/45.69  Id : 21146, {_}: inverse (inverse (divide (multiply ?115979 (inverse (multiply ?115981 ?115984))) ?115985)) =<= multiply ?115979 (inverse (multiply (inverse (divide (inverse ?115981) ?115985)) ?115984)) [115985, 115984, 115981, 115979] by Demod 20976 with 53 at 1,1,2,1,1,1,2
% 181.44/45.69  Id : 84897, {_}: inverse (multiply (inverse (divide (inverse ?410077) ?410078)) ?410079) =<= inverse (inverse (inverse (divide ?410078 (divide (inverse ?410079) ?410077)))) [410079, 410078, 410077] by Super 83319 with 3 at 1,2
% 181.44/45.69  Id : 84970, {_}: inverse (multiply (inverse (divide (inverse (inverse ?410632)) ?410633)) ?410634) =>= inverse (inverse (inverse (divide ?410633 (multiply (inverse ?410634) ?410632)))) [410634, 410633, 410632] by Super 84897 with 3 at 2,1,1,1,3
% 181.44/45.69  Id : 117215, {_}: inverse (inverse (divide (multiply ?503583 (inverse (multiply (inverse ?503584) ?503585))) ?503586)) =<= multiply ?503583 (inverse (inverse (inverse (divide ?503586 (multiply (inverse ?503585) ?503584))))) [503586, 503585, 503584, 503583] by Super 21146 with 84970 at 2,3
% 181.44/45.69  Id : 117361, {_}: inverse (inverse (divide (multiply ?504722 (inverse (multiply (inverse ?504723) ?504724))) (inverse (inverse ?504725)))) =>= multiply ?504722 (inverse (divide (inverse (inverse (inverse (divide ?504723 ?504725)))) (inverse ?504724))) [504725, 504724, 504723, 504722] by Super 117215 with 85682 at 2,3
% 181.44/45.69  Id : 118172, {_}: inverse (inverse (multiply (multiply ?504722 (inverse (multiply (inverse ?504723) ?504724))) (inverse ?504725))) =<= multiply ?504722 (inverse (divide (inverse (inverse (inverse (divide ?504723 ?504725)))) (inverse ?504724))) [504725, 504724, 504723, 504722] by Demod 117361 with 3 at 1,1,2
% 181.44/45.69  Id : 118173, {_}: inverse (inverse (multiply (multiply ?504722 (inverse (multiply (inverse ?504723) ?504724))) (inverse ?504725))) =>= multiply ?504722 (inverse (multiply (inverse (inverse (inverse (divide ?504723 ?504725)))) ?504724)) [504725, 504724, 504723, 504722] by Demod 118172 with 3 at 1,2,3
% 181.44/45.69  Id : 118174, {_}: multiply ?504722 (inverse (inverse (divide (inverse (multiply (inverse ?504723) ?504724)) ?504725))) =<= multiply ?504722 (inverse (multiply (inverse (inverse (inverse (divide ?504723 ?504725)))) ?504724)) [504725, 504724, 504723, 504722] by Demod 118173 with 74208 at 2
% 181.44/45.69  Id : 127836, {_}: inverse (inverse (multiply (inverse (inverse (inverse (divide ?538057 ?538058)))) ?538059)) =<= multiply (multiply (divide (inverse ?538060) ?538061) (divide (multiply ?538061 ?538060) (multiply ?538062 (inverse (inverse (divide (inverse (multiply (inverse ?538057) ?538059)) ?538058)))))) ?538062 [538062, 538061, 538060, 538059, 538058, 538057] by Super 7337 with 118174 at 2,2,1,3
% 181.44/45.69  Id : 128456, {_}: inverse (inverse (multiply (inverse (inverse (inverse (divide ?538057 ?538058)))) ?538059)) =>= inverse (inverse (inverse (divide (inverse (multiply (inverse ?538057) ?538059)) ?538058))) [538059, 538058, 538057] by Demod 127836 with 7337 at 3
% 181.44/45.69  Id : 199329, {_}: inverse (inverse (inverse (divide (inverse (multiply (inverse ?725723) ?725725)) (divide ?725724 ?725722)))) =>= multiply (inverse (inverse (inverse (divide ?725722 ?725724)))) (multiply (inverse ?725723) ?725725) [725722, 725724, 725725, 725723] by Demod 199328 with 128456 at 2
% 181.44/45.69  Id : 83390, {_}: inverse (divide (inverse (multiply (inverse ?406126) ?406127)) ?406128) =<= inverse (inverse (inverse (divide (inverse ?406127) (divide ?406128 ?406126)))) [406128, 406127, 406126] by Super 83319 with 3 at 1,1,1,2
% 181.44/45.69  Id : 199506, {_}: inverse (divide (inverse (multiply (inverse ?727012) (multiply (inverse ?727013) ?727014))) ?727015) =<= multiply (inverse (inverse (inverse (divide ?727012 ?727015)))) (multiply (inverse ?727013) ?727014) [727015, 727014, 727013, 727012] by Demod 199329 with 83390 at 2
% 181.44/45.69  Id : 199507, {_}: inverse (divide (inverse (multiply (inverse ?727017) (multiply (inverse (divide ?727018 (divide (divide ?727019 (divide (divide ?727020 ?727021) ?727018)) (divide ?727021 ?727020)))) ?727022))) ?727023) =>= multiply (inverse (inverse (inverse (divide ?727017 ?727023)))) (multiply ?727019 ?727022) [727023, 727022, 727021, 727020, 727019, 727018, 727017] by Super 199506 with 53 at 1,2,3
% 181.44/45.69  Id : 204505, {_}: inverse (divide (inverse (multiply (inverse ?748667) (multiply ?748668 ?748669))) ?748670) =<= multiply (inverse (inverse (inverse (divide ?748667 ?748670)))) (multiply ?748668 ?748669) [748670, 748669, 748668, 748667] by Demod 199507 with 53 at 1,2,1,1,1,2
% 181.44/45.69  Id : 204564, {_}: inverse (divide (inverse (multiply (inverse ?749103) (multiply (multiply (divide ?749104 ?749105) (divide (divide ?749105 ?749104) (divide ?749106 ?749107))) ?749106))) ?749108) =>= multiply (inverse (inverse (inverse (divide ?749103 ?749108)))) ?749107 [749108, 749107, 749106, 749105, 749104, 749103] by Super 204505 with 6973 at 2,3
% 181.44/45.69  Id : 205232, {_}: inverse (divide (inverse (multiply (inverse ?749103) ?749107)) ?749108) =<= multiply (inverse (inverse (inverse (divide ?749103 ?749108)))) ?749107 [749108, 749107, 749103] by Demod 204564 with 6973 at 2,1,1,1,2
% 181.44/45.70  Id : 205540, {_}: inverse (divide (inverse (multiply (inverse ?750784) (inverse ?750785))) ?750786) =>= inverse (inverse (divide (inverse (divide ?750784 ?750786)) ?750785)) [750786, 750785, 750784] by Super 74078 with 205232 at 2
% 181.44/45.70  Id : 207044, {_}: multiply (inverse (inverse (inverse (divide (inverse (divide ?755188 ?755189)) ?755190)))) (inverse ?755191) =>= inverse (inverse (divide (divide (inverse (multiply (inverse ?755188) (inverse ?755190))) ?755189) ?755191)) [755191, 755190, 755189, 755188] by Super 74078 with 205540 at 1,1,2
% 181.44/45.70  Id : 207565, {_}: inverse (inverse (divide (inverse (divide (inverse (divide ?755188 ?755189)) ?755190)) ?755191)) =<= inverse (inverse (divide (divide (inverse (multiply (inverse ?755188) (inverse ?755190))) ?755189) ?755191)) [755191, 755190, 755189, 755188] by Demod 207044 with 74078 at 2
% 181.44/45.70  Id : 207566, {_}: inverse (inverse (divide (inverse (divide (inverse (divide ?755188 ?755189)) ?755190)) ?755191)) =<= multiply (inverse (multiply (inverse ?755188) (inverse ?755190))) (divide (inverse ?755189) ?755191) [755191, 755190, 755189, 755188] by Demod 207565 with 13272 at 3
% 181.44/45.70  Id : 229640, {_}: inverse (inverse (inverse (inverse (divide ?803268 (divide ?803269 (divide ?803270 ?803271)))))) =<= multiply (inverse (multiply (inverse ?803270) (inverse ?803268))) (divide (inverse ?803271) ?803269) [803271, 803270, 803269, 803268] by Demod 207566 with 82707 at 1,2
% 181.44/45.70  Id : 229755, {_}: inverse (inverse (inverse (inverse (divide ?804227 (divide (inverse ?804228) (divide ?804229 ?804230)))))) =>= multiply (inverse (multiply (inverse ?804229) (inverse ?804227))) (multiply (inverse ?804230) ?804228) [804230, 804229, 804228, 804227] by Super 229640 with 3 at 2,3
% 181.44/45.70  Id : 230633, {_}: inverse (inverse (multiply (inverse (divide (inverse (divide ?804229 ?804230)) ?804227)) ?804228)) =<= multiply (inverse (multiply (inverse ?804229) (inverse ?804227))) (multiply (inverse ?804230) ?804228) [804228, 804227, 804230, 804229] by Demod 229755 with 83434 at 1,2
% 181.44/45.70  Id : 84244, {_}: inverse (divide (inverse (multiply (inverse (inverse ?408190)) ?408191)) ?408192) =>= inverse (inverse (inverse (divide (inverse ?408191) (multiply ?408192 ?408190)))) [408192, 408191, 408190] by Super 84192 with 3 at 2,1,1,1,3
% 181.44/45.70  Id : 207056, {_}: inverse (inverse (divide (inverse (divide (inverse ?755264) ?755265)) ?755266)) =<= inverse (inverse (inverse (divide (inverse (inverse ?755266)) (multiply ?755265 ?755264)))) [755266, 755265, 755264] by Super 84244 with 205540 at 2
% 181.44/45.70  Id : 207532, {_}: inverse (inverse (inverse (inverse (divide ?755265 (divide ?755266 ?755264))))) =<= inverse (inverse (inverse (divide (inverse (inverse ?755266)) (multiply ?755265 ?755264)))) [755264, 755266, 755265] by Demod 207056 with 82707 at 1,2
% 181.44/45.70  Id : 208902, {_}: inverse (inverse (inverse (inverse (divide ?759799 (divide ?759800 ?759801))))) =<= inverse (divide (inverse (inverse (inverse (divide ?759801 ?759800)))) ?759799) [759801, 759800, 759799] by Demod 207532 with 85682 at 3
% 181.44/45.70  Id : 208958, {_}: inverse (inverse (inverse (inverse (divide ?760215 (divide (inverse ?760216) ?760217))))) =>= inverse (divide (inverse (inverse (inverse (multiply ?760217 ?760216)))) ?760215) [760217, 760216, 760215] by Super 208902 with 3 at 1,1,1,1,1,3
% 181.44/45.70  Id : 212246, {_}: inverse (inverse (multiply (inverse (divide (inverse ?766856) ?766857)) ?766858)) =<= inverse (divide (inverse (inverse (inverse (multiply ?766856 ?766858)))) ?766857) [766858, 766857, 766856] by Demod 208958 with 83434 at 1,2
% 181.44/45.70  Id : 212367, {_}: inverse (inverse (multiply (inverse (divide (inverse (divide ?767625 ?767626)) ?767627)) ?767628)) =>= inverse (divide (inverse (multiply ?767625 (multiply (inverse ?767626) ?767628))) ?767627) [767628, 767627, 767626, 767625] by Super 212246 with 13389 at 1,1,1,3
% 181.44/45.70  Id : 254751, {_}: inverse (divide (inverse (multiply ?862832 (multiply (inverse ?862833) ?862834))) ?862835) =<= multiply (inverse (multiply (inverse ?862832) (inverse ?862835))) (multiply (inverse ?862833) ?862834) [862835, 862834, 862833, 862832] by Demod 230633 with 212367 at 2
% 181.44/45.70  Id : 254752, {_}: inverse (divide (inverse (multiply ?862837 (multiply (inverse (divide ?862838 (divide (divide ?862839 (divide (divide ?862840 ?862841) ?862838)) (divide ?862841 ?862840)))) ?862842))) ?862843) =>= multiply (inverse (multiply (inverse ?862837) (inverse ?862843))) (multiply ?862839 ?862842) [862843, 862842, 862841, 862840, 862839, 862838, 862837] by Super 254751 with 53 at 1,2,3
% 181.44/45.70  Id : 256567, {_}: inverse (divide (inverse (multiply ?867185 (multiply ?867186 ?867187))) ?867188) =<= multiply (inverse (multiply (inverse ?867185) (inverse ?867188))) (multiply ?867186 ?867187) [867188, 867187, 867186, 867185] by Demod 254752 with 53 at 1,2,1,1,1,2
% 181.44/45.70  Id : 256630, {_}: inverse (divide (inverse (multiply ?867649 (multiply (multiply (divide ?867650 ?867651) (divide (divide ?867651 ?867650) (divide ?867652 ?867653))) ?867652))) ?867654) =>= multiply (inverse (multiply (inverse ?867649) (inverse ?867654))) ?867653 [867654, 867653, 867652, 867651, 867650, 867649] by Super 256567 with 6973 at 2,3
% 181.44/45.70  Id : 257363, {_}: inverse (divide (inverse (multiply ?867649 ?867653)) ?867654) =<= multiply (inverse (multiply (inverse ?867649) (inverse ?867654))) ?867653 [867654, 867653, 867649] by Demod 256630 with 6973 at 2,1,1,1,2
% 181.44/45.70  Id : 311701, {_}: divide (inverse (divide (inverse (multiply ?1003446 ?1003447)) ?1003448)) ?1003449 =<= multiply (inverse (inverse ?1003448)) (inverse (divide ?1003449 (multiply ?1003446 ?1003447))) [1003449, 1003448, 1003447, 1003446] by Super 311490 with 257363 at 1,2
% 181.44/45.70  Id : 314934, {_}: divide (inverse (divide (inverse (multiply ?1023789 ?1023790)) ?1023791)) ?1023792 =>= inverse (inverse (divide ?1023791 (divide ?1023792 (multiply ?1023789 ?1023790)))) [1023792, 1023791, 1023790, 1023789] by Demod 311701 with 74078 at 3
% 181.44/45.70  Id : 314996, {_}: divide (inverse (divide (inverse ?1024247) ?1024248)) ?1024249 =<= inverse (inverse (divide ?1024248 (divide ?1024249 (multiply (multiply (divide ?1024250 ?1024251) (divide (divide ?1024251 ?1024250) (divide ?1024252 ?1024247))) ?1024252)))) [1024252, 1024251, 1024250, 1024249, 1024248, 1024247] by Super 314934 with 6973 at 1,1,1,1,2
% 181.44/45.70  Id : 316490, {_}: divide (inverse (divide (inverse ?1024247) ?1024248)) ?1024249 =>= inverse (inverse (divide ?1024248 (divide ?1024249 ?1024247))) [1024249, 1024248, 1024247] by Demod 314996 with 6973 at 2,2,1,1,3
% 181.44/45.70  Id : 316689, {_}: inverse (inverse (divide (divide ?49 (divide ?50 ?51)) (divide (multiply (divide ?51 ?50) ?48) ?48))) =>= ?49 [48, 51, 50, 49] by Demod 11 with 316490 at 2
% 181.44/45.70  Id : 316695, {_}: multiply ?49 (divide (inverse (divide ?50 ?51)) (divide (multiply (divide ?51 ?50) ?48) ?48)) =>= ?49 [48, 51, 50, 49] by Demod 316689 with 13272 at 2
% 181.44/45.70  Id : 74425, {_}: multiply (inverse (inverse (divide ?371068 (divide ?371069 ?371070)))) ?371071 =<= inverse (inverse (divide (multiply ?371068 ?371070) (multiply (inverse ?371071) ?371069))) [371071, 371070, 371069, 371068] by Demod 74424 with 74078 at 1,2
% 181.44/45.70  Id : 182208, {_}: multiply (inverse (inverse (divide ?371068 (divide ?371069 ?371070)))) ?371071 =?= multiply ?371068 (inverse (divide (inverse ?371071) (divide ?371070 ?371069))) [371071, 371070, 371069, 371068] by Demod 74425 with 181113 at 3
% 181.44/45.70  Id : 308118, {_}: divide (multiply (inverse (multiply (inverse ?993766) ?993767)) ?993768) ?993769 =>= multiply (inverse ?993767) (inverse (divide ?993769 (multiply ?993766 ?993768))) [993769, 993768, 993767, 993766] by Super 307988 with 3 at 1,1,1,2
% 181.44/45.70  Id : 331512, {_}: multiply (multiply (inverse (multiply (inverse ?1062768) ?1062769)) ?1062770) ?1062771 =<= multiply (inverse ?1062769) (inverse (divide (inverse ?1062771) (multiply ?1062768 ?1062770))) [1062771, 1062770, 1062769, 1062768] by Super 3 with 308118 at 3
% 181.44/45.70  Id :  23, {_}: divide (inverse (divide (inverse ?125) (divide ?126 (multiply (divide (divide ?127 ?128) ?129) (divide ?129 (divide ?130 (divide ?128 ?127))))))) (multiply ?130 ?125) =>= ?126 [130, 129, 128, 127, 126, 125] by Super 20 with 3 at 2,2
% 181.44/45.70  Id : 316692, {_}: inverse (inverse (divide (divide ?126 (multiply (divide (divide ?127 ?128) ?129) (divide ?129 (divide ?130 (divide ?128 ?127))))) (divide (multiply ?130 ?125) ?125))) =>= ?126 [125, 130, 129, 128, 127, 126] by Demod 23 with 316490 at 2
% 181.44/45.70  Id : 316694, {_}: multiply ?126 (divide (inverse (multiply (divide (divide ?127 ?128) ?129) (divide ?129 (divide ?130 (divide ?128 ?127))))) (divide (multiply ?130 ?125) ?125)) =>= ?126 [125, 130, 129, 128, 127, 126] by Demod 316692 with 13272 at 2
% 181.44/45.70  Id : 331569, {_}: multiply (multiply (inverse (multiply (inverse ?1063191) ?1063192)) (divide (inverse (multiply (divide (divide ?1063193 ?1063194) ?1063195) (divide ?1063195 (divide ?1063196 (divide ?1063194 ?1063193))))) (divide (multiply ?1063196 ?1063197) ?1063197))) ?1063198 =>= multiply (inverse ?1063192) (inverse (divide (inverse ?1063198) ?1063191)) [1063198, 1063197, 1063196, 1063195, 1063194, 1063193, 1063192, 1063191] by Super 331512 with 316694 at 2,1,2,3
% 181.44/45.70  Id : 332497, {_}: multiply (inverse (multiply (inverse ?1063191) ?1063192)) ?1063198 =<= multiply (inverse ?1063192) (inverse (divide (inverse ?1063198) ?1063191)) [1063198, 1063192, 1063191] by Demod 331569 with 316694 at 1,2
% 181.44/45.70  Id : 333339, {_}: multiply (inverse (inverse (divide (inverse ?1066807) (divide ?1066808 ?1066809)))) ?1066810 =>= multiply (inverse (multiply (inverse (divide ?1066809 ?1066808)) ?1066807)) ?1066810 [1066810, 1066809, 1066808, 1066807] by Super 182208 with 332497 at 3
% 181.44/45.70  Id : 317184, {_}: divide (inverse (divide (inverse ?1028940) ?1028941)) ?1028942 =>= inverse (inverse (divide ?1028941 (divide ?1028942 ?1028940))) [1028942, 1028941, 1028940] by Demod 314996 with 6973 at 2,2,1,1,3
% 181.44/45.70  Id : 317311, {_}: divide (inverse (multiply (inverse ?1029875) ?1029876)) ?1029877 =<= inverse (inverse (divide (inverse ?1029876) (divide ?1029877 ?1029875))) [1029877, 1029876, 1029875] by Super 317184 with 3 at 1,1,2
% 181.44/45.70  Id : 333778, {_}: multiply (divide (inverse (multiply (inverse ?1066809) ?1066807)) ?1066808) ?1066810 =>= multiply (inverse (multiply (inverse (divide ?1066809 ?1066808)) ?1066807)) ?1066810 [1066810, 1066808, 1066807, 1066809] by Demod 333339 with 317311 at 1,2
% 181.44/45.70  Id : 337028, {_}: multiply (inverse (multiply (inverse (divide ?1074269 ?1074270)) ?1074271)) (divide (inverse (divide ?1074272 ?1074273)) (divide (multiply (divide ?1074273 ?1074272) ?1074274) ?1074274)) =>= divide (inverse (multiply (inverse ?1074269) ?1074271)) ?1074270 [1074274, 1074273, 1074272, 1074271, 1074270, 1074269] by Super 316695 with 333778 at 2
% 181.44/45.70  Id : 337366, {_}: inverse (multiply (inverse (divide ?1074269 ?1074270)) ?1074271) =<= divide (inverse (multiply (inverse ?1074269) ?1074271)) ?1074270 [1074271, 1074270, 1074269] by Demod 337028 with 316695 at 2
% 181.44/45.70  Id : 339254, {_}: multiply (inverse (multiply (inverse ?1078202) ?1078203)) ?1078204 =<= inverse (multiply (inverse (divide ?1078202 (inverse ?1078204))) ?1078203) [1078204, 1078203, 1078202] by Super 3 with 337366 at 3
% 181.44/45.70  Id : 341631, {_}: multiply (inverse (multiply (inverse ?1083087) ?1083088)) ?1083089 =>= inverse (multiply (inverse (multiply ?1083087 ?1083089)) ?1083088) [1083089, 1083088, 1083087] by Demod 339254 with 3 at 1,1,1,3
% 181.44/45.70  Id : 341773, {_}: multiply (inverse (inverse ?1084083)) ?1084084 =<= inverse (multiply (inverse (multiply ?1084083 ?1084084)) (divide (inverse (multiply (divide (divide ?1084085 ?1084086) ?1084087) (divide ?1084087 (divide ?1084088 (divide ?1084086 ?1084085))))) (divide (multiply ?1084088 ?1084089) ?1084089))) [1084089, 1084088, 1084087, 1084086, 1084085, 1084084, 1084083] by Super 341631 with 316694 at 1,1,2
% 181.44/45.70  Id : 343119, {_}: multiply (inverse (inverse ?1084083)) ?1084084 =>= inverse (inverse (multiply ?1084083 ?1084084)) [1084084, 1084083] by Demod 341773 with 316694 at 1,3
% 181.44/45.70  Id : 343338, {_}: multiply ?71699 (inverse (inverse (multiply ?71700 ?71701))) =>= inverse (inverse (multiply (multiply ?71699 ?71700) ?71701)) [71701, 71700, 71699] by Demod 13607 with 343119 at 2,2
% 181.44/45.70  Id :  19, {_}: divide (inverse ?90) (divide (divide ?91 ?92) (inverse (divide (divide ?92 ?91) (divide ?90 (multiply (divide (divide ?93 ?94) ?95) (divide ?95 (divide ?96 (divide ?94 ?93)))))))) =>= ?96 [96, 95, 94, 93, 92, 91, 90] by Super 2 with 15 at 1,1,2
% 181.44/45.70  Id :  40, {_}: divide (inverse ?90) (multiply (divide ?91 ?92) (divide (divide ?92 ?91) (divide ?90 (multiply (divide (divide ?93 ?94) ?95) (divide ?95 (divide ?96 (divide ?94 ?93))))))) =>= ?96 [96, 95, 94, 93, 92, 91, 90] by Demod 19 with 3 at 2,2
% 181.44/45.70  Id : 343762, {_}: inverse (multiply (inverse (divide (inverse ?1085832) ?1085833)) ?1085834) =<= divide (inverse (inverse (inverse (multiply ?1085832 ?1085834)))) ?1085833 [1085834, 1085833, 1085832] by Super 337366 with 343119 at 1,1,3
% 181.44/45.70  Id : 333310, {_}: multiply (inverse (multiply (inverse ?1066632) (inverse ?1066633))) ?1066634 =>= inverse (inverse (divide ?1066633 (divide (inverse ?1066634) ?1066632))) [1066634, 1066633, 1066632] by Super 74078 with 332497 at 2
% 181.44/45.70  Id : 333856, {_}: inverse (divide (inverse (multiply ?1066632 ?1066634)) ?1066633) =<= inverse (inverse (divide ?1066633 (divide (inverse ?1066634) ?1066632))) [1066633, 1066634, 1066632] by Demod 333310 with 257363 at 2
% 181.44/45.70  Id : 333857, {_}: inverse (divide (inverse (multiply ?1066632 ?1066634)) ?1066633) =<= multiply (inverse (divide (inverse ?1066632) ?1066633)) ?1066634 [1066633, 1066634, 1066632] by Demod 333856 with 301789 at 3
% 181.44/45.70  Id : 348624, {_}: inverse (inverse (divide (inverse (multiply ?1093741 ?1093742)) ?1093743)) =<= divide (inverse (inverse (inverse (multiply ?1093741 ?1093742)))) ?1093743 [1093743, 1093742, 1093741] by Demod 343762 with 333857 at 1,2
% 181.44/45.70  Id : 348668, {_}: inverse (inverse (divide (inverse (multiply (multiply (divide ?1094031 ?1094032) (divide (divide ?1094032 ?1094031) (divide ?1094033 ?1094034))) ?1094033)) ?1094035)) =>= divide (inverse (inverse (inverse ?1094034))) ?1094035 [1094035, 1094034, 1094033, 1094032, 1094031] by Super 348624 with 6973 at 1,1,1,1,3
% 181.44/45.70  Id : 352383, {_}: inverse (inverse (divide (inverse ?1097698) ?1097699)) =<= divide (inverse (inverse (inverse ?1097698))) ?1097699 [1097699, 1097698] by Demod 348668 with 6973 at 1,1,1,1,2
% 181.44/45.70  Id : 352384, {_}: inverse (inverse (divide (inverse (divide ?1097701 (divide (divide ?1097702 (divide (divide ?1097703 ?1097704) ?1097701)) (divide ?1097704 ?1097703)))) ?1097705)) =>= divide (inverse (inverse ?1097702)) ?1097705 [1097705, 1097704, 1097703, 1097702, 1097701] by Super 352383 with 53 at 1,1,1,3
% 181.44/45.70  Id : 354746, {_}: inverse (inverse (divide ?1097702 ?1097705)) =<= divide (inverse (inverse ?1097702)) ?1097705 [1097705, 1097702] by Demod 352384 with 53 at 1,1,1,2
% 181.44/45.70  Id : 356016, {_}: divide (inverse (inverse (inverse ?1099792))) (multiply (divide ?1099793 ?1099794) (divide (divide ?1099794 ?1099793) (inverse (inverse (divide ?1099792 (multiply (divide (divide ?1099795 ?1099796) ?1099797) (divide ?1099797 (divide ?1099798 (divide ?1099796 ?1099795))))))))) =>= ?1099798 [1099798, 1099797, 1099796, 1099795, 1099794, 1099793, 1099792] by Super 40 with 354746 at 2,2,2,2
% 181.44/45.70  Id : 357976, {_}: inverse (inverse (divide (inverse ?1099792) (multiply (divide ?1099793 ?1099794) (divide (divide ?1099794 ?1099793) (inverse (inverse (divide ?1099792 (multiply (divide (divide ?1099795 ?1099796) ?1099797) (divide ?1099797 (divide ?1099798 (divide ?1099796 ?1099795))))))))))) =>= ?1099798 [1099798, 1099797, 1099796, 1099795, 1099794, 1099793, 1099792] by Demod 356016 with 354746 at 2
% 181.44/45.70  Id : 357977, {_}: inverse (inverse (divide (inverse ?1099792) (multiply (divide ?1099793 ?1099794) (multiply (divide ?1099794 ?1099793) (inverse (divide ?1099792 (multiply (divide (divide ?1099795 ?1099796) ?1099797) (divide ?1099797 (divide ?1099798 (divide ?1099796 ?1099795)))))))))) =>= ?1099798 [1099798, 1099797, 1099796, 1099795, 1099794, 1099793, 1099792] by Demod 357976 with 3 at 2,2,1,1,2
% 181.44/45.70  Id : 74163, {_}: inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) (inverse (inverse ?370252))))) =<= divide (inverse (inverse ?370249)) (multiply ?370250 (inverse (inverse (multiply ?370251 ?370252)))) [370252, 370251, 370250, 370249] by Super 62153 with 74078 at 2
% 181.44/45.70  Id : 74263, {_}: multiply ?370824 (inverse (multiply (divide ?370825 (inverse ?370826)) (inverse ?370827))) =>= divide ?370824 (multiply ?370825 (inverse (inverse (divide ?370826 ?370827)))) [370827, 370826, 370825, 370824] by Super 13640 with 74078 at 2,2,3
% 181.44/45.70  Id : 74488, {_}: multiply ?370824 (inverse (multiply (multiply ?370825 ?370826) (inverse ?370827))) =<= divide ?370824 (multiply ?370825 (inverse (inverse (divide ?370826 ?370827)))) [370827, 370826, 370825, 370824] by Demod 74263 with 3 at 1,1,2,2
% 181.44/45.70  Id : 343350, {_}: inverse (inverse (multiply ?369493 (inverse ?369494))) =>= inverse (inverse (divide ?369493 ?369494)) [369494, 369493] by Demod 74078 with 343119 at 2
% 181.44/45.70  Id : 343377, {_}: multiply ?370521 (inverse (inverse (divide ?370522 ?370523))) =>= inverse (inverse (divide (multiply ?370521 ?370522) ?370523)) [370523, 370522, 370521] by Demod 74208 with 343350 at 3
% 181.44/45.70  Id : 343405, {_}: multiply ?370824 (inverse (multiply (multiply ?370825 ?370826) (inverse ?370827))) =<= divide ?370824 (inverse (inverse (divide (multiply ?370825 ?370826) ?370827))) [370827, 370826, 370825, 370824] by Demod 74488 with 343377 at 2,3
% 181.44/45.70  Id : 343419, {_}: multiply ?370824 (inverse (multiply (multiply ?370825 ?370826) (inverse ?370827))) =>= multiply ?370824 (inverse (divide (multiply ?370825 ?370826) ?370827)) [370827, 370826, 370825, 370824] by Demod 343405 with 3 at 3
% 181.44/45.70  Id : 343421, {_}: multiply ?323397 (inverse (divide (multiply ?323398 ?323399) (inverse ?323400))) =<= divide ?323397 (multiply ?323398 (inverse (inverse (multiply ?323399 ?323400)))) [323400, 323399, 323398, 323397] by Demod 62153 with 343419 at 2
% 181.44/45.70  Id : 343422, {_}: multiply ?323397 (inverse (multiply (multiply ?323398 ?323399) ?323400)) =<= divide ?323397 (multiply ?323398 (inverse (inverse (multiply ?323399 ?323400)))) [323400, 323399, 323398, 323397] by Demod 343421 with 3 at 1,2,2
% 181.44/45.70  Id : 343424, {_}: inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) (inverse (inverse ?370252))))) =>= multiply (inverse (inverse ?370249)) (inverse (multiply (multiply ?370250 ?370251) ?370252)) [370252, 370251, 370250, 370249] by Demod 74163 with 343422 at 3
% 181.44/45.70  Id : 343425, {_}: inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) (inverse (inverse ?370252))))) =>= inverse (inverse (multiply ?370249 (inverse (multiply (multiply ?370250 ?370251) ?370252)))) [370252, 370251, 370250, 370249] by Demod 343424 with 343119 at 3
% 181.44/45.70  Id : 343426, {_}: inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) (inverse (inverse ?370252))))) =>= inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) ?370252))) [370252, 370251, 370250, 370249] by Demod 343425 with 343350 at 3
% 181.44/45.70  Id : 76509, {_}: multiply ?379092 (inverse (multiply (multiply ?379093 ?379094) (inverse ?379095))) =<= divide ?379092 (multiply ?379093 (inverse (inverse (divide ?379094 ?379095)))) [379095, 379094, 379093, 379092] by Demod 74263 with 3 at 1,1,2,2
% 181.44/45.70  Id : 76594, {_}: multiply ?379775 (inverse (multiply (multiply (inverse (inverse ?379776)) ?379777) (inverse ?379778))) =>= divide ?379775 (inverse (inverse (divide ?379776 (inverse (divide ?379777 ?379778))))) [379778, 379777, 379776, 379775] by Super 76509 with 74078 at 2,3
% 181.44/45.70  Id : 76907, {_}: multiply ?379775 (inverse (multiply (multiply (inverse (inverse ?379776)) ?379777) (inverse ?379778))) =>= multiply ?379775 (inverse (divide ?379776 (inverse (divide ?379777 ?379778)))) [379778, 379777, 379776, 379775] by Demod 76594 with 3 at 3
% 181.44/45.70  Id : 76908, {_}: multiply ?379775 (inverse (multiply (multiply (inverse (inverse ?379776)) ?379777) (inverse ?379778))) =>= multiply ?379775 (inverse (multiply ?379776 (divide ?379777 ?379778))) [379778, 379777, 379776, 379775] by Demod 76907 with 3 at 1,2,3
% 181.44/45.70  Id : 106288, {_}: multiply (inverse (inverse ?470373)) (inverse (multiply ?470374 (divide ?470375 ?470376))) =<= inverse (inverse (divide ?470373 (multiply (multiply (inverse (inverse ?470374)) ?470375) (inverse ?470376)))) [470376, 470375, 470374, 470373] by Super 74078 with 76908 at 2
% 181.44/45.70  Id : 107333, {_}: inverse (inverse (divide ?470373 (multiply ?470374 (divide ?470375 ?470376)))) =<= inverse (inverse (divide ?470373 (multiply (multiply (inverse (inverse ?470374)) ?470375) (inverse ?470376)))) [470376, 470375, 470374, 470373] by Demod 106288 with 74078 at 2
% 181.44/45.70  Id : 343318, {_}: inverse (inverse (divide ?470373 (multiply ?470374 (divide ?470375 ?470376)))) =<= inverse (inverse (divide ?470373 (multiply (inverse (inverse (multiply ?470374 ?470375))) (inverse ?470376)))) [470376, 470375, 470374, 470373] by Demod 107333 with 343119 at 1,2,1,1,3
% 181.44/45.70  Id : 343319, {_}: inverse (inverse (divide ?470373 (multiply ?470374 (divide ?470375 ?470376)))) =<= inverse (inverse (divide ?470373 (inverse (inverse (multiply (multiply ?470374 ?470375) (inverse ?470376)))))) [470376, 470375, 470374, 470373] by Demod 343318 with 343119 at 2,1,1,3
% 181.44/45.70  Id : 343529, {_}: inverse (inverse (divide ?470373 (multiply ?470374 (divide ?470375 ?470376)))) =<= inverse (inverse (multiply ?470373 (inverse (multiply (multiply ?470374 ?470375) (inverse ?470376))))) [470376, 470375, 470374, 470373] by Demod 343319 with 3 at 1,1,3
% 181.44/45.70  Id : 343530, {_}: inverse (inverse (divide ?470373 (multiply ?470374 (divide ?470375 ?470376)))) =<= inverse (inverse (divide ?470373 (multiply (multiply ?470374 ?470375) (inverse ?470376)))) [470376, 470375, 470374, 470373] by Demod 343529 with 343350 at 3
% 181.44/45.70  Id : 343531, {_}: inverse (inverse (divide ?370249 (multiply ?370250 (divide ?370251 (inverse ?370252))))) =>= inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) ?370252))) [370252, 370251, 370250, 370249] by Demod 343426 with 343530 at 2
% 181.44/45.70  Id : 343532, {_}: inverse (inverse (divide ?370249 (multiply ?370250 (multiply ?370251 ?370252)))) =?= inverse (inverse (divide ?370249 (multiply (multiply ?370250 ?370251) ?370252))) [370252, 370251, 370250, 370249] by Demod 343531 with 3 at 2,2,1,1,2
% 181.44/45.70  Id : 357978, {_}: inverse (inverse (divide (inverse ?1099792) (multiply (multiply (divide ?1099793 ?1099794) (divide ?1099794 ?1099793)) (inverse (divide ?1099792 (multiply (divide (divide ?1099795 ?1099796) ?1099797) (divide ?1099797 (divide ?1099798 (divide ?1099796 ?1099795))))))))) =>= ?1099798 [1099798, 1099797, 1099796, 1099795, 1099794, 1099793, 1099792] by Demod 357977 with 343532 at 2
% 181.44/45.70  Id : 357979, {_}: inverse (inverse (divide (inverse ?1099792) (multiply (divide ?1099793 ?1099794) (divide (divide ?1099794 ?1099793) (divide ?1099792 (multiply (divide (divide ?1099795 ?1099796) ?1099797) (divide ?1099797 (divide ?1099798 (divide ?1099796 ?1099795))))))))) =>= ?1099798 [1099798, 1099797, 1099796, 1099795, 1099794, 1099793, 1099792] by Demod 357978 with 343530 at 2
% 181.44/45.70  Id : 357980, {_}: inverse (inverse ?1099798) =>= ?1099798 [1099798] by Demod 357979 with 40 at 1,1,2
% 181.44/45.71  Id : 359067, {_}: multiply ?71699 (multiply ?71700 ?71701) =<= inverse (inverse (multiply (multiply ?71699 ?71700) ?71701)) [71701, 71700, 71699] by Demod 343338 with 357980 at 2,2
% 181.44/45.71  Id : 359068, {_}: multiply ?71699 (multiply ?71700 ?71701) =?= multiply (multiply ?71699 ?71700) ?71701 [71701, 71700, 71699] by Demod 359067 with 357980 at 3
% 181.44/45.71  Id : 360261, {_}: multiply a3 (multiply b3 c3) === multiply a3 (multiply b3 c3) [] by Demod 1 with 359068 at 2
% 181.44/45.71  Id :   1, {_}: multiply (multiply a3 b3) c3 =>= multiply a3 (multiply b3 c3) [] by prove_these_axioms_3
% 181.44/45.71  % SZS output end CNFRefutation for theBenchmark.p
% 181.44/45.71  32282: solved /export/starexec/sandbox2/benchmark/theBenchmark.p in 45.333868 using nrkbo
%------------------------------------------------------------------------------