%------------------------------------------------------------------------------
% File     : Matita---1.0
% Problem  : GRP503-1 : TPTP v8.1.0. Released v2.6.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s

% Computer : n025.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 10:30:33 EDT 2022

% Result   : Unsatisfiable 30.03s 7.83s
% Output   : CNFRefutation 30.03s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.12  % Problem  : GRP503-1 : TPTP v8.1.0. Released v2.6.0.
% 0.11/0.12  % Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s
% 0.12/0.33  % Computer : n025.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  : 600
% 0.12/0.33  % DateTime : Tue Jun 14 14:01:25 EDT 2022
% 0.12/0.33  % CPUTime  : 
% 0.12/0.34  23659: Facts:
% 0.12/0.34  23659:  Id :   2, {_}:
% 0.12/0.34            double_divide (double_divide ?2 (inverse (double_divide ?3 ?4)))
% 0.12/0.34              (double_divide (inverse ?3)
% 0.12/0.34                (inverse (double_divide ?5 (double_divide ?2 ?5))))
% 0.12/0.34            =>=
% 0.12/0.34            ?4
% 0.12/0.34            [5, 4, 3, 2] by single_axiom ?2 ?3 ?4 ?5
% 0.12/0.34  23659:  Id :   3, {_}:
% 0.12/0.34            multiply ?7 ?8 =<= inverse (double_divide ?8 ?7)
% 0.12/0.34            [8, 7] by multiply ?7 ?8
% 0.12/0.34  23659: Goal:
% 0.12/0.34  23659:  Id :   1, {_}:
% 0.12/0.34            multiply (multiply (inverse b2) b2) a2 =>= a2
% 0.12/0.34            [] by prove_these_axioms_2
% 30.03/7.83  Statistics :
% 30.03/7.83  Max weight : 61
% 30.03/7.83  Found proof, 7.491648s
% 30.03/7.83  % SZS status Unsatisfiable for theBenchmark.p
% 30.03/7.83  % SZS output start CNFRefutation for theBenchmark.p
% 30.03/7.83  Id :  11, {_}: multiply ?37 ?38 =<= inverse (double_divide ?38 ?37) [38, 37] by multiply ?37 ?38
% 30.03/7.83  Id :   4, {_}: double_divide (double_divide ?10 (inverse (double_divide ?11 ?12))) (double_divide (inverse ?11) (inverse (double_divide ?13 (double_divide ?10 ?13)))) =>= ?12 [13, 12, 11, 10] by single_axiom ?10 ?11 ?12 ?13
% 30.03/7.83  Id :   2, {_}: double_divide (double_divide ?2 (inverse (double_divide ?3 ?4))) (double_divide (inverse ?3) (inverse (double_divide ?5 (double_divide ?2 ?5)))) =>= ?4 [5, 4, 3, 2] by single_axiom ?2 ?3 ?4 ?5
% 30.03/7.83  Id :   3, {_}: multiply ?7 ?8 =<= inverse (double_divide ?8 ?7) [8, 7] by multiply ?7 ?8
% 30.03/7.83  Id :   8, {_}: double_divide (double_divide ?2 (multiply ?4 ?3)) (double_divide (inverse ?3) (inverse (double_divide ?5 (double_divide ?2 ?5)))) =>= ?4 [5, 3, 4, 2] by Demod 2 with 3 at 2,1,2
% 30.03/7.83  Id :   9, {_}: double_divide (double_divide ?2 (multiply ?4 ?3)) (double_divide (inverse ?3) (multiply (double_divide ?2 ?5) ?5)) =>= ?4 [5, 3, 4, 2] by Demod 8 with 3 at 2,2,2
% 30.03/7.83  Id :   6, {_}: double_divide (double_divide ?22 (inverse ?23)) (double_divide (inverse (double_divide ?24 (inverse (double_divide ?25 ?23)))) (inverse (double_divide ?26 (double_divide ?22 ?26)))) =?= double_divide (inverse ?25) (inverse (double_divide ?27 (double_divide ?24 ?27))) [27, 26, 25, 24, 23, 22] by Super 4 with 2 at 1,2,1,2
% 30.03/7.83  Id :  60, {_}: double_divide (double_divide ?22 (inverse ?23)) (double_divide (multiply (inverse (double_divide ?25 ?23)) ?24) (inverse (double_divide ?26 (double_divide ?22 ?26)))) =?= double_divide (inverse ?25) (inverse (double_divide ?27 (double_divide ?24 ?27))) [27, 26, 24, 25, 23, 22] by Demod 6 with 3 at 1,2,2
% 30.03/7.83  Id :  61, {_}: double_divide (double_divide ?22 (inverse ?23)) (double_divide (multiply (inverse (double_divide ?25 ?23)) ?24) (multiply (double_divide ?22 ?26) ?26)) =?= double_divide (inverse ?25) (inverse (double_divide ?27 (double_divide ?24 ?27))) [27, 26, 24, 25, 23, 22] by Demod 60 with 3 at 2,2,2
% 30.03/7.83  Id :  62, {_}: double_divide (double_divide ?22 (inverse ?23)) (double_divide (multiply (inverse (double_divide ?25 ?23)) ?24) (multiply (double_divide ?22 ?26) ?26)) =?= double_divide (inverse ?25) (multiply (double_divide ?24 ?27) ?27) [27, 26, 24, 25, 23, 22] by Demod 61 with 3 at 2,3
% 30.03/7.83  Id :  63, {_}: double_divide (double_divide ?22 (inverse ?23)) (double_divide (multiply (multiply ?23 ?25) ?24) (multiply (double_divide ?22 ?26) ?26)) =?= double_divide (inverse ?25) (multiply (double_divide ?24 ?27) ?27) [27, 26, 24, 25, 23, 22] by Demod 62 with 3 at 1,1,2,2
% 30.03/7.83  Id : 566, {_}: double_divide (double_divide (double_divide ?3710 (inverse ?3711)) (double_divide (multiply (multiply ?3711 ?3712) ?3713) (multiply (double_divide ?3710 ?3714) ?3714))) (double_divide (inverse ?3715) (multiply (double_divide (inverse ?3712) ?3716) ?3716)) =>= double_divide ?3713 ?3715 [3716, 3715, 3714, 3713, 3712, 3711, 3710] by Super 9 with 63 at 1,2
% 30.03/7.83  Id : 623, {_}: double_divide (double_divide (inverse ?4140) (multiply (double_divide ?4141 ?4142) ?4142)) (double_divide (inverse ?4143) (multiply (double_divide (inverse ?4140) ?4144) ?4144)) =>= double_divide ?4141 ?4143 [4144, 4143, 4142, 4141, 4140] by Super 566 with 63 at 1,2
% 30.03/7.83  Id : 864, {_}: double_divide (double_divide (inverse ?6103) (multiply (double_divide ?6104 ?6105) ?6105)) (double_divide (multiply ?6106 ?6107) (multiply (double_divide (inverse ?6103) ?6108) ?6108)) =>= double_divide ?6104 (double_divide ?6107 ?6106) [6108, 6107, 6106, 6105, 6104, 6103] by Super 623 with 3 at 1,2,2
% 30.03/7.83  Id : 865, {_}: double_divide (double_divide (inverse (double_divide ?6110 ?6111)) (multiply (double_divide ?6112 ?6113) ?6113)) (double_divide (multiply ?6114 ?6115) (multiply (double_divide (multiply ?6111 ?6110) ?6116) ?6116)) =>= double_divide ?6112 (double_divide ?6115 ?6114) [6116, 6115, 6114, 6113, 6112, 6111, 6110] by Super 864 with 3 at 1,1,2,2,2
% 30.03/7.83  Id : 892, {_}: double_divide (double_divide (multiply ?6111 ?6110) (multiply (double_divide ?6112 ?6113) ?6113)) (double_divide (multiply ?6114 ?6115) (multiply (double_divide (multiply ?6111 ?6110) ?6116) ?6116)) =>= double_divide ?6112 (double_divide ?6115 ?6114) [6116, 6115, 6114, 6113, 6112, 6110, 6111] by Demod 865 with 3 at 1,1,2
% 30.03/7.83  Id :   5, {_}: double_divide (double_divide (double_divide ?15 (inverse (double_divide ?16 ?17))) (inverse (double_divide ?18 ?19))) (double_divide (inverse ?18) (inverse (double_divide (double_divide (inverse ?16) (inverse (double_divide ?20 (double_divide ?15 ?20)))) ?17))) =>= ?19 [20, 19, 18, 17, 16, 15] by Super 4 with 2 at 2,1,2,2,2
% 30.03/7.83  Id :  14, {_}: double_divide (double_divide (double_divide ?15 (multiply ?17 ?16)) (inverse (double_divide ?18 ?19))) (double_divide (inverse ?18) (inverse (double_divide (double_divide (inverse ?16) (inverse (double_divide ?20 (double_divide ?15 ?20)))) ?17))) =>= ?19 [20, 19, 18, 16, 17, 15] by Demod 5 with 3 at 2,1,1,2
% 30.03/7.83  Id :  15, {_}: double_divide (double_divide (double_divide ?15 (multiply ?17 ?16)) (multiply ?19 ?18)) (double_divide (inverse ?18) (inverse (double_divide (double_divide (inverse ?16) (inverse (double_divide ?20 (double_divide ?15 ?20)))) ?17))) =>= ?19 [20, 18, 19, 16, 17, 15] by Demod 14 with 3 at 2,1,2
% 30.03/7.83  Id :  16, {_}: double_divide (double_divide (double_divide ?15 (multiply ?17 ?16)) (multiply ?19 ?18)) (double_divide (inverse ?18) (multiply ?17 (double_divide (inverse ?16) (inverse (double_divide ?20 (double_divide ?15 ?20)))))) =>= ?19 [20, 18, 19, 16, 17, 15] by Demod 15 with 3 at 2,2,2
% 30.03/7.83  Id :  20, {_}: double_divide (double_divide (double_divide ?64 (multiply ?65 ?66)) (multiply ?67 ?68)) (double_divide (inverse ?68) (multiply ?65 (double_divide (inverse ?66) (multiply (double_divide ?64 ?69) ?69)))) =>= ?67 [69, 68, 67, 66, 65, 64] by Demod 16 with 3 at 2,2,2,2,2
% 30.03/7.83  Id :  23, {_}: double_divide (double_divide (double_divide ?91 (multiply ?92 (double_divide ?93 ?94))) (multiply ?95 ?96)) (double_divide (inverse ?96) (multiply ?92 (double_divide (multiply ?94 ?93) (multiply (double_divide ?91 ?97) ?97)))) =>= ?95 [97, 96, 95, 94, 93, 92, 91] by Super 20 with 3 at 1,2,2,2,2
% 30.03/7.83  Id :  17, {_}: double_divide (double_divide (double_divide ?15 (multiply ?17 ?16)) (multiply ?19 ?18)) (double_divide (inverse ?18) (multiply ?17 (double_divide (inverse ?16) (multiply (double_divide ?15 ?20) ?20)))) =>= ?19 [20, 18, 19, 16, 17, 15] by Demod 16 with 3 at 2,2,2,2,2
% 30.03/7.83  Id :  18, {_}: multiply (double_divide (inverse ?48) (multiply ?49 (double_divide (inverse ?50) (multiply (double_divide ?51 ?52) ?52)))) (double_divide (double_divide ?51 (multiply ?49 ?50)) (multiply ?53 ?48)) =>= inverse ?53 [53, 52, 51, 50, 49, 48] by Super 3 with 17 at 1,3
% 30.03/7.83  Id :  12, {_}: multiply (double_divide (inverse ?40) (multiply (double_divide ?41 ?42) ?42)) (double_divide ?41 (multiply ?43 ?40)) =>= inverse ?43 [43, 42, 41, 40] by Super 11 with 9 at 1,3
% 30.03/7.83  Id : 589, {_}: double_divide (double_divide (inverse ?3967) (multiply (double_divide ?3968 ?3969) ?3969)) (double_divide (inverse ?3970) (multiply (double_divide (inverse ?3967) ?3971) ?3971)) =>= double_divide ?3968 ?3970 [3971, 3970, 3969, 3968, 3967] by Super 566 with 63 at 1,2
% 30.03/7.83  Id : 614, {_}: multiply (double_divide (inverse ?4064) (multiply (double_divide (inverse ?4065) ?4066) ?4066)) (double_divide (inverse ?4065) (multiply (double_divide ?4067 ?4068) ?4068)) =>= inverse (double_divide ?4067 ?4064) [4068, 4067, 4066, 4065, 4064] by Super 3 with 589 at 1,3
% 30.03/7.83  Id : 673, {_}: multiply (double_divide (inverse ?4551) (multiply (double_divide (inverse ?4552) ?4553) ?4553)) (double_divide (inverse ?4552) (multiply (double_divide ?4554 ?4555) ?4555)) =>= multiply ?4551 ?4554 [4555, 4554, 4553, 4552, 4551] by Demod 614 with 3 at 3
% 30.03/7.83  Id : 684, {_}: multiply (double_divide (inverse ?4656) (multiply (double_divide (inverse (double_divide ?4657 ?4658)) ?4659) ?4659)) (double_divide (multiply ?4658 ?4657) (multiply (double_divide ?4660 ?4661) ?4661)) =>= multiply ?4656 ?4660 [4661, 4660, 4659, 4658, 4657, 4656] by Super 673 with 3 at 1,2,2
% 30.03/7.83  Id : 721, {_}: multiply (double_divide (inverse ?4656) (multiply (double_divide (multiply ?4658 ?4657) ?4659) ?4659)) (double_divide (multiply ?4658 ?4657) (multiply (double_divide ?4660 ?4661) ?4661)) =>= multiply ?4656 ?4660 [4661, 4660, 4659, 4657, 4658, 4656] by Demod 684 with 3 at 1,1,2,1,2
% 30.03/7.83  Id : 628, {_}: double_divide (double_divide (inverse ?4178) (multiply ?4179 (double_divide (inverse ?4180) (multiply (double_divide ?4181 ?4182) ?4182)))) (double_divide (inverse ?4183) (multiply (double_divide (inverse ?4178) ?4184) ?4184)) =>= double_divide (double_divide ?4181 (multiply ?4179 ?4180)) ?4183 [4184, 4183, 4182, 4181, 4180, 4179, 4178] by Super 623 with 9 at 1,2,1,2
% 30.03/7.83  Id : 1727, {_}: double_divide (double_divide ?11421 (multiply (double_divide ?11422 (double_divide (inverse ?11423) (multiply (double_divide ?11421 ?11424) ?11424))) ?11423)) ?11425 =>= double_divide ?11422 ?11425 [11425, 11424, 11423, 11422, 11421] by Super 589 with 628 at 2
% 30.03/7.83  Id : 1848, {_}: multiply (double_divide (inverse ?12560) (multiply (double_divide (multiply ?12561 ?12562) ?12563) ?12563)) (double_divide (multiply ?12561 ?12562) (multiply (double_divide ?12564 ?12565) ?12565)) =?= multiply ?12560 (double_divide ?12566 (multiply (double_divide ?12564 (double_divide (inverse ?12567) (multiply (double_divide ?12566 ?12568) ?12568))) ?12567)) [12568, 12567, 12566, 12565, 12564, 12563, 12562, 12561, 12560] by Super 721 with 1727 at 1,2,2,2
% 30.03/7.83  Id : 1906, {_}: multiply ?12560 ?12564 =<= multiply ?12560 (double_divide ?12566 (multiply (double_divide ?12564 (double_divide (inverse ?12567) (multiply (double_divide ?12566 ?12568) ?12568))) ?12567)) [12568, 12567, 12566, 12564, 12560] by Demod 1848 with 721 at 2
% 30.03/7.83  Id : 2026, {_}: multiply (double_divide (inverse ?13527) (multiply (double_divide ?13528 ?13529) ?13529)) ?13530 =?= inverse (double_divide ?13530 (double_divide (inverse ?13527) (multiply (double_divide ?13528 ?13531) ?13531))) [13531, 13530, 13529, 13528, 13527] by Super 12 with 1906 at 2
% 30.03/7.83  Id : 2147, {_}: multiply (double_divide (inverse ?13527) (multiply (double_divide ?13528 ?13529) ?13529)) ?13530 =?= multiply (double_divide (inverse ?13527) (multiply (double_divide ?13528 ?13531) ?13531)) ?13530 [13531, 13530, 13529, 13528, 13527] by Demod 2026 with 3 at 3
% 30.03/7.83  Id : 4901, {_}: multiply (double_divide (inverse ?32062) (multiply ?32063 (double_divide (inverse ?32064) (multiply (double_divide ?32065 ?32066) ?32066)))) (double_divide (double_divide ?32065 (multiply ?32063 ?32064)) (multiply (double_divide (inverse ?32067) (multiply (double_divide ?32068 ?32069) ?32069)) ?32062)) =?= inverse (double_divide (inverse ?32067) (multiply (double_divide ?32068 ?32070) ?32070)) [32070, 32069, 32068, 32067, 32066, 32065, 32064, 32063, 32062] by Super 18 with 2147 at 2,2,2
% 30.03/7.83  Id : 5116, {_}: inverse (double_divide (inverse ?32067) (multiply (double_divide ?32068 ?32069) ?32069)) =?= inverse (double_divide (inverse ?32067) (multiply (double_divide ?32068 ?32070) ?32070)) [32070, 32069, 32068, 32067] by Demod 4901 with 18 at 2
% 30.03/7.83  Id : 5117, {_}: inverse (double_divide (inverse ?32067) (multiply (double_divide ?32068 ?32069) ?32069)) =?= multiply (multiply (double_divide ?32068 ?32070) ?32070) (inverse ?32067) [32070, 32069, 32068, 32067] by Demod 5116 with 3 at 3
% 30.03/7.83  Id : 5118, {_}: multiply (multiply (double_divide ?32068 ?32069) ?32069) (inverse ?32067) =?= multiply (multiply (double_divide ?32068 ?32070) ?32070) (inverse ?32067) [32070, 32067, 32069, 32068] by Demod 5117 with 3 at 2
% 30.03/7.83  Id : 6093, {_}: double_divide (double_divide (double_divide ?39772 (multiply ?39773 (double_divide ?39774 ?39775))) (multiply (multiply (double_divide ?39776 ?39777) ?39777) (inverse ?39778))) (double_divide (inverse (inverse ?39778)) (multiply ?39773 (double_divide (multiply ?39775 ?39774) (multiply (double_divide ?39772 ?39779) ?39779)))) =?= multiply (double_divide ?39776 ?39780) ?39780 [39780, 39779, 39778, 39777, 39776, 39775, 39774, 39773, 39772] by Super 23 with 5118 at 2,1,2
% 30.03/7.83  Id : 6182, {_}: multiply (double_divide ?39776 ?39777) ?39777 =?= multiply (double_divide ?39776 ?39780) ?39780 [39780, 39777, 39776] by Demod 6093 with 23 at 2
% 30.03/7.83  Id : 6426, {_}: double_divide (double_divide (multiply ?42051 ?42052) (multiply (double_divide ?42053 ?42054) ?42054)) (double_divide (multiply (double_divide ?42055 ?42056) ?42056) (multiply (double_divide (multiply ?42051 ?42052) ?42057) ?42057)) =?= double_divide ?42053 (double_divide ?42058 (double_divide ?42055 ?42058)) [42058, 42057, 42056, 42055, 42054, 42053, 42052, 42051] by Super 892 with 6182 at 1,2,2
% 30.03/7.83  Id : 6591, {_}: double_divide ?42053 (double_divide ?42056 (double_divide ?42055 ?42056)) =?= double_divide ?42053 (double_divide ?42058 (double_divide ?42055 ?42058)) [42058, 42055, 42056, 42053] by Demod 6426 with 892 at 2
% 30.03/7.83  Id :  78, {_}: double_divide (double_divide ?418 (multiply ?419 ?420)) (double_divide (double_divide ?421 (inverse ?422)) (double_divide (multiply (multiply ?422 ?420) ?418) (multiply (double_divide ?421 ?423) ?423))) =>= ?419 [423, 422, 421, 420, 419, 418] by Super 9 with 63 at 2,2
% 30.03/7.83  Id : 184, {_}: multiply (double_divide (inverse ?1146) (multiply ?1147 (double_divide (inverse ?1148) (multiply (double_divide ?1149 ?1150) ?1150)))) (double_divide (double_divide ?1149 (multiply ?1147 ?1148)) (multiply ?1151 ?1146)) =>= inverse ?1151 [1151, 1150, 1149, 1148, 1147, 1146] by Super 3 with 17 at 1,3
% 30.03/7.83  Id : 200, {_}: multiply (double_divide (inverse ?1303) (inverse (double_divide ?1304 ?1305))) (double_divide (double_divide ?1304 (multiply (double_divide (inverse ?1305) (multiply (double_divide (inverse ?1306) ?1307) ?1307)) ?1306)) (multiply ?1308 ?1303)) =>= inverse ?1308 [1308, 1307, 1306, 1305, 1304, 1303] by Super 184 with 12 at 2,1,2
% 30.03/7.83  Id : 225, {_}: multiply (double_divide (inverse ?1303) (multiply ?1305 ?1304)) (double_divide (double_divide ?1304 (multiply (double_divide (inverse ?1305) (multiply (double_divide (inverse ?1306) ?1307) ?1307)) ?1306)) (multiply ?1308 ?1303)) =>= inverse ?1308 [1308, 1307, 1306, 1304, 1305, 1303] by Demod 200 with 3 at 2,1,2
% 30.03/7.83  Id : 6069, {_}: multiply (double_divide (inverse (inverse ?39530)) (multiply ?39531 ?39532)) (double_divide (double_divide ?39532 (multiply (double_divide (inverse ?39531) (multiply (double_divide (inverse ?39533) ?39534) ?39534)) ?39533)) (multiply (multiply (double_divide ?39535 ?39536) ?39536) (inverse ?39530))) =?= inverse (multiply (double_divide ?39535 ?39537) ?39537) [39537, 39536, 39535, 39534, 39533, 39532, 39531, 39530] by Super 225 with 5118 at 2,2,2
% 30.03/7.83  Id : 6188, {_}: inverse (multiply (double_divide ?39535 ?39536) ?39536) =?= inverse (multiply (double_divide ?39535 ?39537) ?39537) [39537, 39536, 39535] by Demod 6069 with 225 at 2
% 30.03/7.83  Id : 6827, {_}: multiply (double_divide (inverse (multiply (double_divide ?44073 ?44074) ?44074)) (multiply (double_divide (multiply ?44075 ?44076) ?44077) ?44077)) (double_divide (multiply ?44075 ?44076) (multiply (double_divide ?44078 ?44079) ?44079)) =?= multiply (multiply (double_divide ?44073 ?44080) ?44080) ?44078 [44080, 44079, 44078, 44077, 44076, 44075, 44074, 44073] by Super 721 with 6188 at 1,1,2
% 30.03/7.83  Id : 6942, {_}: multiply (multiply (double_divide ?44073 ?44074) ?44074) ?44078 =?= multiply (multiply (double_divide ?44073 ?44080) ?44080) ?44078 [44080, 44078, 44074, 44073] by Demod 6827 with 721 at 2
% 30.03/7.83  Id : 943, {_}: multiply (double_divide (multiply ?6762 ?6763) (multiply (double_divide (inverse ?6764) ?6765) ?6765)) (double_divide (inverse ?6764) (multiply (double_divide ?6766 ?6767) ?6767)) =>= multiply (double_divide ?6763 ?6762) ?6766 [6767, 6766, 6765, 6764, 6763, 6762] by Super 673 with 3 at 1,1,2
% 30.03/7.83  Id : 956, {_}: multiply (double_divide (multiply ?6904 ?6905) (multiply (double_divide (inverse (double_divide ?6906 ?6907)) ?6908) ?6908)) (double_divide (multiply ?6907 ?6906) (multiply (double_divide ?6909 ?6910) ?6910)) =>= multiply (double_divide ?6905 ?6904) ?6909 [6910, 6909, 6908, 6907, 6906, 6905, 6904] by Super 943 with 3 at 1,2,2
% 30.03/7.83  Id : 1004, {_}: multiply (double_divide (multiply ?6904 ?6905) (multiply (double_divide (multiply ?6907 ?6906) ?6908) ?6908)) (double_divide (multiply ?6907 ?6906) (multiply (double_divide ?6909 ?6910) ?6910)) =>= multiply (double_divide ?6905 ?6904) ?6909 [6910, 6909, 6908, 6906, 6907, 6905, 6904] by Demod 956 with 3 at 1,1,2,1,2
% 30.03/7.83  Id : 6440, {_}: multiply (double_divide (multiply (double_divide ?42171 ?42172) ?42172) (multiply (double_divide (multiply ?42173 ?42174) ?42175) ?42175)) (double_divide (multiply ?42173 ?42174) (multiply (double_divide ?42176 ?42177) ?42177)) =?= multiply (double_divide ?42178 (double_divide ?42171 ?42178)) ?42176 [42178, 42177, 42176, 42175, 42174, 42173, 42172, 42171] by Super 1004 with 6182 at 1,1,2
% 30.03/7.83  Id : 6587, {_}: multiply (double_divide ?42172 (double_divide ?42171 ?42172)) ?42176 =?= multiply (double_divide ?42178 (double_divide ?42171 ?42178)) ?42176 [42178, 42176, 42171, 42172] by Demod 6440 with 1004 at 2
% 30.03/7.83  Id : 6962, {_}: multiply (double_divide ?44919 ?44920) ?44920 =?= multiply (double_divide ?44921 (double_divide ?44922 ?44921)) (double_divide ?44922 ?44919) [44922, 44921, 44920, 44919] by Super 6182 with 6587 at 3
% 30.03/7.83  Id : 9497, {_}: multiply (multiply (double_divide ?63928 ?63929) ?63929) ?63930 =?= multiply (multiply (double_divide ?63931 (double_divide ?63932 ?63931)) (double_divide ?63932 ?63928)) ?63930 [63932, 63931, 63930, 63929, 63928] by Super 6942 with 6962 at 1,3
% 30.03/7.83  Id : 17768, {_}: double_divide (double_divide ?123939 (multiply ?123940 (double_divide ?123941 ?123942))) (double_divide (double_divide ?123943 (inverse (double_divide ?123944 (double_divide ?123941 ?123944)))) (double_divide (multiply (multiply (double_divide ?123942 ?123945) ?123945) ?123939) (multiply (double_divide ?123943 ?123946) ?123946))) =>= ?123940 [123946, 123945, 123944, 123943, 123942, 123941, 123940, 123939] by Super 78 with 9497 at 1,2,2,2
% 30.03/7.83  Id : 18144, {_}: double_divide (double_divide ?123939 (multiply ?123940 (double_divide ?123941 ?123942))) (double_divide (double_divide ?123943 (multiply (double_divide ?123941 ?123944) ?123944)) (double_divide (multiply (multiply (double_divide ?123942 ?123945) ?123945) ?123939) (multiply (double_divide ?123943 ?123946) ?123946))) =>= ?123940 [123946, 123945, 123944, 123943, 123942, 123941, 123940, 123939] by Demod 17768 with 3 at 2,1,2,2
% 30.03/7.83  Id :  10, {_}: double_divide (double_divide ?31 (multiply ?32 (double_divide ?33 ?34))) (double_divide (multiply ?34 ?33) (multiply (double_divide ?31 ?35) ?35)) =>= ?32 [35, 34, 33, 32, 31] by Super 9 with 3 at 1,2,2
% 30.03/7.83  Id : 6348, {_}: double_divide (double_divide ?41453 (multiply (double_divide ?41454 ?41455) ?41455)) (double_divide (multiply ?41456 ?41457) (multiply (double_divide ?41453 ?41458) ?41458)) =>= double_divide ?41454 (double_divide ?41457 ?41456) [41458, 41457, 41456, 41455, 41454, 41453] by Super 10 with 6182 at 2,1,2
% 30.03/7.83  Id : 18145, {_}: double_divide (double_divide ?123939 (multiply ?123940 (double_divide ?123941 ?123942))) (double_divide ?123941 (double_divide ?123939 (multiply (double_divide ?123942 ?123945) ?123945))) =>= ?123940 [123945, 123942, 123941, 123940, 123939] by Demod 18144 with 6348 at 2,2
% 30.03/7.83  Id : 18352, {_}: double_divide (double_divide ?128345 (multiply ?128346 (double_divide ?128347 ?128348))) (double_divide ?128347 (double_divide ?128345 (multiply (double_divide ?128348 ?128349) ?128349))) =>= ?128346 [128349, 128348, 128347, 128346, 128345] by Demod 18144 with 6348 at 2,2
% 30.03/7.83  Id : 19565, {_}: double_divide (double_divide (inverse ?136162) (multiply ?136163 (double_divide (double_divide ?136164 (multiply ?136165 ?136162)) ?136164))) ?136165 =>= ?136163 [136165, 136164, 136163, 136162] by Super 18352 with 9 at 2,2
% 30.03/7.83  Id : 24806, {_}: double_divide (double_divide (inverse ?167326) (inverse ?167327)) ?167328 =<= double_divide (inverse ?167329) (multiply ?167328 (double_divide (inverse ?167326) (multiply (double_divide (multiply ?167327 ?167329) ?167330) ?167330))) [167330, 167329, 167328, 167327, 167326] by Super 19565 with 18 at 2,1,2
% 30.03/7.83  Id :  24, {_}: double_divide (double_divide (double_divide ?99 (multiply ?100 ?101)) (multiply ?102 (double_divide ?103 ?104))) (double_divide (multiply ?104 ?103) (multiply ?100 (double_divide (inverse ?101) (multiply (double_divide ?99 ?105) ?105)))) =>= ?102 [105, 104, 103, 102, 101, 100, 99] by Super 20 with 3 at 1,2,2
% 30.03/7.83  Id : 7194, {_}: double_divide (double_divide (double_divide ?46955 (multiply ?46956 ?46957)) (multiply (double_divide ?46958 (double_divide ?46959 ?46958)) (double_divide ?46960 ?46961))) (double_divide (multiply ?46961 ?46960) (multiply ?46956 (double_divide (inverse ?46957) (multiply (double_divide ?46955 ?46962) ?46962)))) =?= double_divide ?46963 (double_divide ?46959 ?46963) [46963, 46962, 46961, 46960, 46959, 46958, 46957, 46956, 46955] by Super 24 with 6587 at 2,1,2
% 30.03/7.83  Id : 7589, {_}: double_divide ?49302 (double_divide ?49303 ?49302) =?= double_divide ?49304 (double_divide ?49303 ?49304) [49304, 49303, 49302] by Demod 7194 with 24 at 2
% 30.03/7.83  Id : 7329, {_}: double_divide ?46958 (double_divide ?46959 ?46958) =?= double_divide ?46963 (double_divide ?46959 ?46963) [46963, 46959, 46958] by Demod 7194 with 24 at 2
% 30.03/7.83  Id : 7611, {_}: double_divide ?49476 (double_divide ?49477 ?49476) =?= double_divide (double_divide ?49478 ?49477) (double_divide ?49479 (double_divide ?49478 ?49479)) [49479, 49478, 49477, 49476] by Super 7589 with 7329 at 2,3
% 30.03/7.83  Id : 18231, {_}: double_divide ?127355 (double_divide (multiply ?127356 (double_divide (multiply (double_divide ?127357 ?127358) ?127358) ?127357)) ?127355) =>= ?127356 [127358, 127357, 127356, 127355] by Super 7611 with 18145 at 3
% 30.03/7.83  Id : 18714, {_}: multiply (double_divide (multiply ?130837 (double_divide (multiply (double_divide ?130838 ?130839) ?130839) ?130838)) ?130840) ?130840 =>= inverse ?130837 [130840, 130839, 130838, 130837] by Super 3 with 18231 at 1,3
% 30.03/7.83  Id : 24876, {_}: double_divide (double_divide (inverse ?167924) (inverse ?167925)) ?167926 =<= double_divide (inverse (double_divide (multiply (double_divide ?167927 ?167928) ?167928) ?167927)) (multiply ?167926 (double_divide (inverse ?167924) (inverse ?167925))) [167928, 167927, 167926, 167925, 167924] by Super 24806 with 18714 at 2,2,2,3
% 30.03/7.83  Id : 29154, {_}: double_divide (double_divide (inverse ?191549) (inverse ?191550)) ?191551 =<= double_divide (multiply ?191552 (multiply (double_divide ?191552 ?191553) ?191553)) (multiply ?191551 (double_divide (inverse ?191549) (inverse ?191550))) [191553, 191552, 191551, 191550, 191549] by Demod 24876 with 3 at 1,3
% 30.03/7.83  Id : 29176, {_}: double_divide (double_divide (inverse ?191730) (inverse ?191731)) (double_divide (multiply ?191732 (double_divide (multiply (double_divide ?191733 ?191734) ?191734) ?191733)) (double_divide (inverse ?191730) (inverse ?191731))) =?= double_divide (multiply ?191735 (multiply (double_divide ?191735 ?191736) ?191736)) (inverse ?191732) [191736, 191735, 191734, 191733, 191732, 191731, 191730] by Super 29154 with 18714 at 2,3
% 30.03/7.83  Id : 29468, {_}: ?193561 =<= double_divide (multiply ?193562 (multiply (double_divide ?193562 ?193563) ?193563)) (inverse ?193561) [193563, 193562, 193561] by Demod 29176 with 18231 at 2
% 30.03/7.84  Id : 29471, {_}: double_divide ?193578 ?193579 =<= double_divide (multiply ?193580 (multiply (double_divide ?193580 ?193581) ?193581)) (multiply ?193579 ?193578) [193581, 193580, 193579, 193578] by Super 29468 with 3 at 2,3
% 30.03/7.84  Id : 29815, {_}: double_divide (double_divide (multiply ?195642 (multiply (double_divide ?195642 ?195643) ?195643)) (multiply ?195644 (double_divide ?195645 ?195646))) (double_divide ?195645 (double_divide ?195647 (double_divide ?195646 ?195647))) =>= ?195644 [195647, 195646, 195645, 195644, 195643, 195642] by Super 18145 with 29471 at 2,2,2
% 30.03/7.84  Id : 30174, {_}: double_divide (double_divide (double_divide ?195645 ?195646) ?195644) (double_divide ?195645 (double_divide ?195647 (double_divide ?195646 ?195647))) =>= ?195644 [195647, 195644, 195646, 195645] by Demod 29815 with 29471 at 1,2
% 30.03/7.84  Id : 32870, {_}: double_divide (double_divide (double_divide (double_divide ?211938 ?211939) ?211938) ?211940) (double_divide ?211941 (double_divide ?211939 ?211941)) =>= ?211940 [211941, 211940, 211939, 211938] by Super 6591 with 30174 at 3
% 30.03/7.84  Id : 33036, {_}: double_divide ?213246 (double_divide ?213247 (double_divide (multiply ?213248 ?213249) ?213247)) =?= double_divide (inverse ?213250) (multiply ?213248 (double_divide (inverse ?213249) (multiply (double_divide (multiply ?213246 ?213250) ?213251) ?213251))) [213251, 213250, 213249, 213248, 213247, 213246] by Super 32870 with 17 at 1,2
% 30.03/7.84  Id : 19631, {_}: double_divide (double_divide (inverse ?136669) (inverse ?136670)) ?136671 =<= double_divide (inverse ?136672) (multiply ?136671 (double_divide (inverse ?136669) (multiply (double_divide (multiply ?136670 ?136672) ?136673) ?136673))) [136673, 136672, 136671, 136670, 136669] by Super 19565 with 18 at 2,1,2
% 30.03/7.84  Id : 33089, {_}: double_divide ?213246 (double_divide ?213247 (double_divide (multiply ?213248 ?213249) ?213247)) =>= double_divide (double_divide (inverse ?213249) (inverse ?213246)) ?213248 [213249, 213248, 213247, 213246] by Demod 33036 with 19631 at 3
% 30.03/7.84  Id : 33218, {_}: multiply (double_divide ?214413 (double_divide (multiply ?214414 ?214415) ?214413)) ?214416 =>= inverse (double_divide (double_divide (inverse ?214415) (inverse ?214416)) ?214414) [214416, 214415, 214414, 214413] by Super 3 with 33089 at 1,3
% 30.03/7.84  Id : 33477, {_}: multiply (double_divide ?214413 (double_divide (multiply ?214414 ?214415) ?214413)) ?214416 =>= multiply ?214414 (double_divide (inverse ?214415) (inverse ?214416)) [214416, 214415, 214414, 214413] by Demod 33218 with 3 at 3
% 30.03/7.84  Id : 7581, {_}: multiply (double_divide ?49258 (double_divide ?49259 ?49258)) ?49260 =?= multiply (double_divide (double_divide ?49261 ?49259) (double_divide ?49262 (double_divide ?49261 ?49262))) ?49260 [49262, 49261, 49260, 49259, 49258] by Super 6587 with 7329 at 2,1,3
% 30.03/7.84  Id : 31253, {_}: double_divide (double_divide (double_divide (double_divide ?202993 ?202994) ?202993) ?202995) (double_divide ?202996 (double_divide ?202994 ?202996)) =>= ?202995 [202996, 202995, 202994, 202993] by Super 6591 with 30174 at 3
% 30.03/7.84  Id : 18428, {_}: double_divide (double_divide (inverse ?129014) (multiply ?129015 (double_divide (double_divide ?129016 (multiply ?129017 ?129014)) ?129016))) ?129017 =>= ?129015 [129017, 129016, 129015, 129014] by Super 18352 with 9 at 2,2
% 30.03/7.84  Id : 19623, {_}: double_divide (double_divide (inverse (double_divide (double_divide ?136614 (multiply (inverse ?136615) ?136615)) ?136614)) (multiply ?136616 ?136617)) ?136617 =>= ?136616 [136617, 136616, 136615, 136614] by Super 19565 with 18428 at 2,2,1,2
% 30.03/7.84  Id : 19721, {_}: double_divide (double_divide (multiply ?136614 (double_divide ?136614 (multiply (inverse ?136615) ?136615))) (multiply ?136616 ?136617)) ?136617 =>= ?136616 [136617, 136616, 136615, 136614] by Demod 19623 with 3 at 1,1,2
% 30.03/7.84  Id : 21274, {_}: double_divide (double_divide (inverse (multiply ?148161 (double_divide ?148161 (multiply (inverse ?148162) ?148162)))) (multiply ?148163 ?148164)) ?148164 =>= ?148163 [148164, 148163, 148162, 148161] by Super 18428 with 19721 at 2,2,1,2
% 30.03/7.84  Id : 6362, {_}: multiply (double_divide (inverse ?41551) (multiply (double_divide ?41552 ?41553) ?41553)) (double_divide ?41552 (multiply (double_divide ?41554 ?41555) ?41555)) =>= inverse (double_divide ?41554 ?41551) [41555, 41554, 41553, 41552, 41551] by Super 12 with 6182 at 2,2,2
% 30.03/7.84  Id : 6641, {_}: multiply (double_divide (inverse ?41551) (multiply (double_divide ?41552 ?41553) ?41553)) (double_divide ?41552 (multiply (double_divide ?41554 ?41555) ?41555)) =>= multiply ?41551 ?41554 [41555, 41554, 41553, 41552, 41551] by Demod 6362 with 3 at 3
% 30.03/7.84  Id : 6360, {_}: double_divide (double_divide ?41539 (multiply (double_divide ?41540 ?41541) ?41541)) (double_divide (inverse ?41542) (multiply (double_divide ?41539 ?41543) ?41543)) =>= double_divide ?41540 ?41542 [41543, 41542, 41541, 41540, 41539] by Super 9 with 6182 at 2,1,2
% 30.03/7.84  Id : 19630, {_}: double_divide (double_divide (inverse ?136663) (inverse ?136664)) ?136665 =<= double_divide (inverse ?136666) (multiply (double_divide (double_divide (multiply ?136664 ?136666) (multiply ?136665 ?136663)) ?136667) ?136667) [136667, 136666, 136665, 136664, 136663] by Super 19565 with 12 at 2,1,2
% 30.03/7.84  Id : 21272, {_}: double_divide (double_divide (inverse ?148149) (inverse ?148150)) ?148151 =<= double_divide (inverse (double_divide ?148150 (multiply (inverse ?148152) ?148152))) (multiply ?148151 ?148149) [148152, 148151, 148150, 148149] by Super 19630 with 19721 at 1,2,3
% 30.03/7.84  Id : 21555, {_}: double_divide (double_divide (inverse ?148149) (inverse ?148150)) ?148151 =<= double_divide (multiply (multiply (inverse ?148152) ?148152) ?148150) (multiply ?148151 ?148149) [148152, 148151, 148150, 148149] by Demod 21272 with 3 at 1,3
% 30.03/7.84  Id : 21657, {_}: multiply (multiply ?151081 ?151082) (multiply (multiply (inverse ?151083) ?151083) ?151084) =>= inverse (double_divide (double_divide (inverse ?151082) (inverse ?151084)) ?151081) [151084, 151083, 151082, 151081] by Super 3 with 21555 at 1,3
% 30.03/7.84  Id : 21837, {_}: multiply (multiply ?151081 ?151082) (multiply (multiply (inverse ?151083) ?151083) ?151084) =>= multiply ?151081 (double_divide (inverse ?151082) (inverse ?151084)) [151084, 151083, 151082, 151081] by Demod 21657 with 3 at 3
% 30.03/7.84  Id : 29325, {_}: ?191732 =<= double_divide (multiply ?191735 (multiply (double_divide ?191735 ?191736) ?191736)) (inverse ?191732) [191736, 191735, 191732] by Demod 29176 with 18231 at 2
% 30.03/7.84  Id : 29662, {_}: multiply (inverse ?194885) (multiply ?194886 (multiply (double_divide ?194886 ?194887) ?194887)) =>= inverse ?194885 [194887, 194886, 194885] by Super 3 with 29325 at 1,3
% 30.03/7.84  Id : 29753, {_}: multiply (multiply ?195505 ?195506) (multiply ?195507 (multiply (double_divide ?195507 ?195508) ?195508)) =>= inverse (double_divide ?195506 ?195505) [195508, 195507, 195506, 195505] by Super 29662 with 3 at 1,2
% 30.03/7.84  Id : 29796, {_}: multiply (multiply ?195505 ?195506) (multiply ?195507 (multiply (double_divide ?195507 ?195508) ?195508)) =>= multiply ?195505 ?195506 [195508, 195507, 195506, 195505] by Demod 29753 with 3 at 3
% 30.03/7.84  Id : 30276, {_}: multiply ?198323 ?198324 =<= multiply ?198323 (double_divide (inverse ?198324) (inverse (multiply (double_divide (multiply (inverse ?198325) ?198325) ?198326) ?198326))) [198326, 198325, 198324, 198323] by Super 21837 with 29796 at 2
% 30.03/7.84  Id : 19475, {_}: multiply ?135432 (double_divide (inverse ?135433) (multiply ?135434 (double_divide (double_divide ?135435 (multiply ?135432 ?135433)) ?135435))) =>= inverse ?135434 [135435, 135434, 135433, 135432] by Super 3 with 18428 at 1,3
% 30.03/7.84  Id : 24916, {_}: double_divide (double_divide (inverse ?168227) (inverse ?168228)) ?168229 =<= double_divide (inverse ?168230) (inverse (double_divide (multiply ?168228 ?168230) (double_divide (double_divide ?168231 (multiply ?168229 ?168227)) ?168231))) [168231, 168230, 168229, 168228, 168227] by Super 24806 with 19475 at 2,3
% 30.03/7.84  Id : 25055, {_}: double_divide (double_divide (inverse ?168227) (inverse ?168228)) ?168229 =<= double_divide (inverse ?168230) (multiply (double_divide (double_divide ?168231 (multiply ?168229 ?168227)) ?168231) (multiply ?168228 ?168230)) [168231, 168230, 168229, 168228, 168227] by Demod 24916 with 3 at 2,3
% 30.03/7.84  Id : 25156, {_}: multiply (multiply (double_divide (double_divide ?169230 (multiply ?169231 ?169232)) ?169230) (multiply ?169233 ?169234)) (inverse ?169234) =>= inverse (double_divide (double_divide (inverse ?169232) (inverse ?169233)) ?169231) [169234, 169233, 169232, 169231, 169230] by Super 3 with 25055 at 1,3
% 30.03/7.84  Id : 25391, {_}: multiply (multiply (double_divide (double_divide ?169230 (multiply ?169231 ?169232)) ?169230) (multiply ?169233 ?169234)) (inverse ?169234) =>= multiply ?169231 (double_divide (inverse ?169232) (inverse ?169233)) [169234, 169233, 169232, 169231, 169230] by Demod 25156 with 3 at 3
% 30.03/7.84  Id : 22005, {_}: double_divide (double_divide (inverse (multiply (multiply (inverse ?152847) ?152847) ?152848)) (inverse ?152849)) (multiply ?152850 ?152851) =?= double_divide (multiply (multiply (inverse ?152852) ?152852) ?152849) (multiply ?152850 (double_divide (inverse ?152851) (inverse ?152848))) [152852, 152851, 152850, 152849, 152848, 152847] by Super 21555 with 21837 at 2,3
% 30.03/7.84  Id : 22069, {_}: double_divide (double_divide (inverse (multiply (multiply (inverse ?152847) ?152847) ?152848)) (inverse ?152849)) (multiply ?152850 ?152851) =>= double_divide (double_divide (inverse (double_divide (inverse ?152851) (inverse ?152848))) (inverse ?152849)) ?152850 [152851, 152850, 152849, 152848, 152847] by Demod 22005 with 21555 at 3
% 30.03/7.84  Id : 22070, {_}: double_divide (double_divide (inverse (multiply (multiply (inverse ?152847) ?152847) ?152848)) (inverse ?152849)) (multiply ?152850 ?152851) =>= double_divide (double_divide (multiply (inverse ?152848) (inverse ?152851)) (inverse ?152849)) ?152850 [152851, 152850, 152849, 152848, 152847] by Demod 22069 with 3 at 1,1,3
% 30.03/7.84  Id : 33667, {_}: double_divide (double_divide (inverse (multiply (multiply (inverse ?216191) ?216191) ?216192)) (inverse ?216193)) (multiply ?216194 (double_divide (inverse ?216195) (inverse ?216196))) =?= double_divide (double_divide (multiply (inverse ?216192) (inverse ?216196)) (inverse ?216193)) (double_divide ?216197 (double_divide (multiply ?216194 ?216195) ?216197)) [216197, 216196, 216195, 216194, 216193, 216192, 216191] by Super 22070 with 33477 at 2,2
% 30.03/7.84  Id : 34275, {_}: double_divide (double_divide (multiply (inverse ?216192) (inverse (double_divide (inverse ?216195) (inverse ?216196)))) (inverse ?216193)) ?216194 =<= double_divide (double_divide (multiply (inverse ?216192) (inverse ?216196)) (inverse ?216193)) (double_divide ?216197 (double_divide (multiply ?216194 ?216195) ?216197)) [216197, 216194, 216193, 216196, 216195, 216192] by Demod 33667 with 22070 at 2
% 30.03/7.84  Id : 34276, {_}: double_divide (double_divide (multiply (inverse ?216192) (inverse (double_divide (inverse ?216195) (inverse ?216196)))) (inverse ?216193)) ?216194 =>= double_divide (double_divide (inverse ?216195) (inverse (double_divide (multiply (inverse ?216192) (inverse ?216196)) (inverse ?216193)))) ?216194 [216194, 216193, 216196, 216195, 216192] by Demod 34275 with 33089 at 3
% 30.03/7.84  Id : 34277, {_}: double_divide (double_divide (multiply (inverse ?216192) (multiply (inverse ?216196) (inverse ?216195))) (inverse ?216193)) ?216194 =<= double_divide (double_divide (inverse ?216195) (inverse (double_divide (multiply (inverse ?216192) (inverse ?216196)) (inverse ?216193)))) ?216194 [216194, 216193, 216195, 216196, 216192] by Demod 34276 with 3 at 2,1,1,2
% 30.03/7.84  Id : 34278, {_}: double_divide (double_divide (multiply (inverse ?216192) (multiply (inverse ?216196) (inverse ?216195))) (inverse ?216193)) ?216194 =>= double_divide (double_divide (inverse ?216195) (multiply (inverse ?216193) (multiply (inverse ?216192) (inverse ?216196)))) ?216194 [216194, 216193, 216195, 216196, 216192] by Demod 34277 with 3 at 2,1,3
% 30.03/7.84  Id : 33872, {_}: double_divide ?217873 (double_divide ?217874 (double_divide (multiply ?217875 (double_divide (inverse ?217876) (inverse ?217877))) ?217874)) =?= double_divide (double_divide (inverse ?217877) (inverse ?217873)) (double_divide ?217878 (double_divide (multiply ?217875 ?217876) ?217878)) [217878, 217877, 217876, 217875, 217874, 217873] by Super 33089 with 33477 at 1,2,2,2
% 30.03/7.84  Id : 33992, {_}: double_divide (double_divide (inverse (double_divide (inverse ?217876) (inverse ?217877))) (inverse ?217873)) ?217875 =<= double_divide (double_divide (inverse ?217877) (inverse ?217873)) (double_divide ?217878 (double_divide (multiply ?217875 ?217876) ?217878)) [217878, 217875, 217873, 217877, 217876] by Demod 33872 with 33089 at 2
% 30.03/7.84  Id : 33993, {_}: double_divide (double_divide (inverse (double_divide (inverse ?217876) (inverse ?217877))) (inverse ?217873)) ?217875 =>= double_divide (double_divide (inverse ?217876) (inverse (double_divide (inverse ?217877) (inverse ?217873)))) ?217875 [217875, 217873, 217877, 217876] by Demod 33992 with 33089 at 3
% 30.03/7.84  Id : 33994, {_}: double_divide (double_divide (multiply (inverse ?217877) (inverse ?217876)) (inverse ?217873)) ?217875 =<= double_divide (double_divide (inverse ?217876) (inverse (double_divide (inverse ?217877) (inverse ?217873)))) ?217875 [217875, 217873, 217876, 217877] by Demod 33993 with 3 at 1,1,2
% 30.03/7.84  Id : 34685, {_}: double_divide (double_divide (multiply (inverse ?220709) (inverse ?220710)) (inverse ?220711)) ?220712 =>= double_divide (double_divide (inverse ?220710) (multiply (inverse ?220711) (inverse ?220709))) ?220712 [220712, 220711, 220710, 220709] by Demod 33994 with 3 at 2,1,3
% 30.03/7.84  Id : 34693, {_}: double_divide (double_divide (multiply (inverse ?220765) (multiply ?220766 ?220767)) (inverse ?220768)) ?220769 =<= double_divide (double_divide (inverse (double_divide ?220767 ?220766)) (multiply (inverse ?220768) (inverse ?220765))) ?220769 [220769, 220768, 220767, 220766, 220765] by Super 34685 with 3 at 2,1,1,2
% 30.03/7.84  Id : 34956, {_}: double_divide (double_divide (multiply (inverse ?220765) (multiply ?220766 ?220767)) (inverse ?220768)) ?220769 =>= double_divide (double_divide (multiply ?220766 ?220767) (multiply (inverse ?220768) (inverse ?220765))) ?220769 [220769, 220768, 220767, 220766, 220765] by Demod 34693 with 3 at 1,1,3
% 30.03/7.84  Id : 41198, {_}: double_divide (double_divide (multiply (inverse ?216196) (inverse ?216195)) (multiply (inverse ?216193) (inverse ?216192))) ?216194 =>= double_divide (double_divide (inverse ?216195) (multiply (inverse ?216193) (multiply (inverse ?216192) (inverse ?216196)))) ?216194 [216194, 216192, 216193, 216195, 216196] by Demod 34278 with 34956 at 2
% 30.03/7.84  Id : 34688, {_}: double_divide (double_divide (multiply (inverse ?220729) (inverse ?220730)) (multiply ?220731 ?220732)) ?220733 =<= double_divide (double_divide (inverse ?220730) (multiply (inverse (double_divide ?220732 ?220731)) (inverse ?220729))) ?220733 [220733, 220732, 220731, 220730, 220729] by Super 34685 with 3 at 2,1,2
% 30.03/7.84  Id : 34951, {_}: double_divide (double_divide (multiply (inverse ?220729) (inverse ?220730)) (multiply ?220731 ?220732)) ?220733 =>= double_divide (double_divide (inverse ?220730) (multiply (multiply ?220731 ?220732) (inverse ?220729))) ?220733 [220733, 220732, 220731, 220730, 220729] by Demod 34688 with 3 at 1,2,1,3
% 30.03/7.84  Id : 41199, {_}: double_divide (double_divide (inverse ?216195) (multiply (multiply (inverse ?216193) (inverse ?216192)) (inverse ?216196))) ?216194 =>= double_divide (double_divide (inverse ?216195) (multiply (inverse ?216193) (multiply (inverse ?216192) (inverse ?216196)))) ?216194 [216194, 216196, 216192, 216193, 216195] by Demod 41198 with 34951 at 2
% 30.03/7.84  Id : 41449, {_}: multiply (multiply (double_divide (double_divide (inverse ?254088) (multiply (inverse ?254089) (multiply (inverse ?254090) (inverse ?254091)))) (inverse ?254088)) (multiply ?254092 ?254093)) (inverse ?254093) =>= multiply (multiply (inverse ?254089) (inverse ?254090)) (double_divide (inverse (inverse ?254091)) (inverse ?254092)) [254093, 254092, 254091, 254090, 254089, 254088] by Super 25391 with 41199 at 1,1,2
% 30.03/7.84  Id : 41506, {_}: multiply (inverse ?254089) (double_divide (inverse (multiply (inverse ?254090) (inverse ?254091))) (inverse ?254092)) =<= multiply (multiply (inverse ?254089) (inverse ?254090)) (double_divide (inverse (inverse ?254091)) (inverse ?254092)) [254092, 254091, 254090, 254089] by Demod 41449 with 25391 at 2
% 30.03/7.84  Id : 41829, {_}: multiply (multiply (inverse ?254634) (inverse ?254635)) (inverse ?254636) =<= multiply (inverse ?254634) (double_divide (inverse (multiply (inverse ?254635) (inverse ?254636))) (inverse (multiply (double_divide (multiply (inverse ?254637) ?254637) ?254638) ?254638))) [254638, 254637, 254636, 254635, 254634] by Super 30276 with 41506 at 3
% 30.03/7.84  Id : 42230, {_}: multiply (multiply (inverse ?256422) (inverse ?256423)) (inverse ?256424) =>= multiply (inverse ?256422) (multiply (inverse ?256423) (inverse ?256424)) [256424, 256423, 256422] by Demod 41829 with 30276 at 3
% 30.03/7.84  Id : 42233, {_}: multiply (multiply (inverse ?256439) (inverse ?256440)) (multiply ?256441 ?256442) =<= multiply (inverse ?256439) (multiply (inverse ?256440) (inverse (double_divide ?256442 ?256441))) [256442, 256441, 256440, 256439] by Super 42230 with 3 at 2,2
% 30.03/7.84  Id : 42682, {_}: multiply (multiply (inverse ?258564) (inverse ?258565)) (multiply ?258566 ?258567) =>= multiply (inverse ?258564) (multiply (inverse ?258565) (multiply ?258566 ?258567)) [258567, 258566, 258565, 258564] by Demod 42233 with 3 at 2,2,3
% 30.03/7.84  Id : 42743, {_}: multiply (multiply (inverse ?259037) (multiply ?259038 ?259039)) (multiply ?259040 ?259041) =<= multiply (inverse ?259037) (multiply (inverse (double_divide ?259039 ?259038)) (multiply ?259040 ?259041)) [259041, 259040, 259039, 259038, 259037] by Super 42682 with 3 at 2,1,2
% 30.03/7.84  Id : 42890, {_}: multiply (multiply (inverse ?259037) (multiply ?259038 ?259039)) (multiply ?259040 ?259041) =>= multiply (inverse ?259037) (multiply (multiply ?259038 ?259039) (multiply ?259040 ?259041)) [259041, 259040, 259039, 259038, 259037] by Demod 42743 with 3 at 1,2,3
% 30.03/7.84  Id : 44884, {_}: multiply (inverse ?267916) (multiply (multiply ?267917 ?267918) (multiply (multiply (inverse ?267919) ?267919) ?267920)) =>= multiply (inverse ?267916) (double_divide (inverse (multiply ?267917 ?267918)) (inverse ?267920)) [267920, 267919, 267918, 267917, 267916] by Super 21837 with 42890 at 2
% 30.03/7.84  Id : 45127, {_}: multiply (inverse ?267916) (multiply ?267917 (double_divide (inverse ?267918) (inverse ?267920))) =<= multiply (inverse ?267916) (double_divide (inverse (multiply ?267917 ?267918)) (inverse ?267920)) [267920, 267918, 267917, 267916] by Demod 44884 with 21837 at 2,2
% 30.03/7.84  Id : 45443, {_}: double_divide (double_divide (inverse (multiply ?270656 ?270657)) (inverse ?270658)) (inverse ?270659) =<= double_divide (multiply ?270660 (multiply (double_divide ?270660 ?270661) ?270661)) (multiply (inverse ?270659) (multiply ?270656 (double_divide (inverse ?270657) (inverse ?270658)))) [270661, 270660, 270659, 270658, 270657, 270656] by Super 29471 with 45127 at 2,3
% 30.03/7.84  Id : 45590, {_}: double_divide (double_divide (inverse (multiply ?270656 ?270657)) (inverse ?270658)) (inverse ?270659) =>= double_divide (multiply ?270656 (double_divide (inverse ?270657) (inverse ?270658))) (inverse ?270659) [270659, 270658, 270657, 270656] by Demod 45443 with 29471 at 3
% 30.03/7.84  Id : 45987, {_}: double_divide (double_divide ?272182 (multiply (double_divide (multiply ?272183 (double_divide (inverse ?272184) (inverse ?272185))) (inverse ?272186)) (inverse ?272186))) (double_divide (inverse ?272187) (multiply (double_divide ?272182 ?272188) ?272188)) =>= double_divide (double_divide (inverse (multiply ?272183 ?272184)) (inverse ?272185)) ?272187 [272188, 272187, 272186, 272185, 272184, 272183, 272182] by Super 6360 with 45590 at 1,2,1,2
% 30.03/7.84  Id : 46161, {_}: double_divide (multiply ?272183 (double_divide (inverse ?272184) (inverse ?272185))) ?272187 =<= double_divide (double_divide (inverse (multiply ?272183 ?272184)) (inverse ?272185)) ?272187 [272187, 272185, 272184, 272183] by Demod 45987 with 6360 at 2
% 30.03/7.84  Id : 46589, {_}: multiply (double_divide (inverse ?274630) (multiply (double_divide ?274631 ?274632) ?274632)) (double_divide ?274631 (multiply (double_divide (multiply ?274633 (double_divide (inverse ?274634) (inverse ?274635))) ?274636) ?274636)) =>= multiply ?274630 (double_divide (inverse (multiply ?274633 ?274634)) (inverse ?274635)) [274636, 274635, 274634, 274633, 274632, 274631, 274630] by Super 6641 with 46161 at 1,2,2,2
% 30.03/7.84  Id : 47515, {_}: multiply ?277806 (multiply ?277807 (double_divide (inverse ?277808) (inverse ?277809))) =<= multiply ?277806 (double_divide (inverse (multiply ?277807 ?277808)) (inverse ?277809)) [277809, 277808, 277807, 277806] by Demod 46589 with 6641 at 2
% 30.03/7.84  Id : 47518, {_}: multiply ?277826 (multiply ?277827 (double_divide (inverse ?277828) (inverse (double_divide ?277829 ?277830)))) =>= multiply ?277826 (double_divide (inverse (multiply ?277827 ?277828)) (multiply ?277830 ?277829)) [277830, 277829, 277828, 277827, 277826] by Super 47515 with 3 at 2,2,3
% 30.03/7.84  Id : 47896, {_}: multiply ?277826 (multiply ?277827 (double_divide (inverse ?277828) (multiply ?277830 ?277829))) =<= multiply ?277826 (double_divide (inverse (multiply ?277827 ?277828)) (multiply ?277830 ?277829)) [277829, 277830, 277828, 277827, 277826] by Demod 47518 with 3 at 2,2,2,2
% 30.03/7.84  Id : 50264, {_}: double_divide (double_divide (inverse (multiply ?289284 ?289285)) (multiply ?289286 ?289287)) ?289288 =<= double_divide (multiply ?289289 (multiply (double_divide ?289289 ?289290) ?289290)) (multiply ?289288 (multiply ?289284 (double_divide (inverse ?289285) (multiply ?289286 ?289287)))) [289290, 289289, 289288, 289287, 289286, 289285, 289284] by Super 29471 with 47896 at 2,3
% 30.03/7.84  Id : 50480, {_}: double_divide (double_divide (inverse (multiply ?289284 ?289285)) (multiply ?289286 ?289287)) ?289288 =>= double_divide (multiply ?289284 (double_divide (inverse ?289285) (multiply ?289286 ?289287))) ?289288 [289288, 289287, 289286, 289285, 289284] by Demod 50264 with 29471 at 3
% 30.03/7.84  Id : 53244, {_}: double_divide (multiply ?148161 (double_divide (inverse (double_divide ?148161 (multiply (inverse ?148162) ?148162))) (multiply ?148163 ?148164))) ?148164 =>= ?148163 [148164, 148163, 148162, 148161] by Demod 21274 with 50480 at 2
% 30.03/7.84  Id : 53245, {_}: double_divide (multiply ?148161 (double_divide (multiply (multiply (inverse ?148162) ?148162) ?148161) (multiply ?148163 ?148164))) ?148164 =>= ?148163 [148164, 148163, 148162, 148161] by Demod 53244 with 3 at 1,2,1,2
% 30.03/7.84  Id : 53246, {_}: double_divide (multiply ?148161 (double_divide (double_divide (inverse ?148164) (inverse ?148161)) ?148163)) ?148164 =>= ?148163 [148163, 148164, 148161] by Demod 53245 with 21555 at 2,1,2
% 30.03/7.84  Id : 42061, {_}: multiply (multiply (inverse ?254634) (inverse ?254635)) (inverse ?254636) =>= multiply (inverse ?254634) (multiply (inverse ?254635) (inverse ?254636)) [254636, 254635, 254634] by Demod 41829 with 30276 at 3
% 30.03/7.84  Id : 42213, {_}: double_divide (inverse ?256304) (multiply (inverse ?256305) (inverse ?256306)) =<= double_divide (multiply ?256307 (multiply (double_divide ?256307 ?256308) ?256308)) (multiply (inverse ?256305) (multiply (inverse ?256306) (inverse ?256304))) [256308, 256307, 256306, 256305, 256304] by Super 29471 with 42061 at 2,3
% 30.03/7.84  Id : 42459, {_}: double_divide (inverse ?257550) (multiply (inverse ?257551) (inverse ?257552)) =<= double_divide (multiply (inverse ?257552) (inverse ?257550)) (inverse ?257551) [257552, 257551, 257550] by Demod 42213 with 29471 at 3
% 30.03/7.84  Id : 42462, {_}: double_divide (inverse ?257567) (multiply (inverse (double_divide ?257568 ?257569)) (inverse ?257570)) =>= double_divide (multiply (inverse ?257570) (inverse ?257567)) (multiply ?257569 ?257568) [257570, 257569, 257568, 257567] by Super 42459 with 3 at 2,3
% 30.03/7.84  Id : 43780, {_}: double_divide (inverse ?263671) (multiply (multiply ?263672 ?263673) (inverse ?263674)) =<= double_divide (multiply (inverse ?263674) (inverse ?263671)) (multiply ?263672 ?263673) [263674, 263673, 263672, 263671] by Demod 42462 with 3 at 1,2,2
% 30.03/7.84  Id : 43847, {_}: double_divide (inverse ?264186) (multiply (multiply ?264187 ?264188) (inverse (double_divide ?264189 ?264190))) =>= double_divide (multiply (multiply ?264190 ?264189) (inverse ?264186)) (multiply ?264187 ?264188) [264190, 264189, 264188, 264187, 264186] by Super 43780 with 3 at 1,1,3
% 30.03/7.84  Id : 44070, {_}: double_divide (inverse ?264186) (multiply (multiply ?264187 ?264188) (multiply ?264190 ?264189)) =<= double_divide (multiply (multiply ?264190 ?264189) (inverse ?264186)) (multiply ?264187 ?264188) [264189, 264190, 264188, 264187, 264186] by Demod 43847 with 3 at 2,2,2
% 30.03/7.84  Id : 48757, {_}: double_divide (double_divide (inverse ?281536) (inverse (inverse ?281537))) ?281538 =<= double_divide (inverse ?281537) (multiply (multiply ?281538 ?281536) (multiply (inverse ?281539) ?281539)) [281539, 281538, 281537, 281536] by Super 21555 with 44070 at 3
% 30.03/7.84  Id : 54936, {_}: double_divide (double_divide (double_divide (inverse ?310484) (inverse (inverse (multiply ?310485 ?310486)))) ?310487) ?310488 =<= double_divide (multiply ?310485 (double_divide (inverse ?310486) (multiply (multiply ?310487 ?310484) (multiply (inverse ?310489) ?310489)))) ?310488 [310489, 310488, 310487, 310486, 310485, 310484] by Super 50480 with 48757 at 1,2
% 30.03/7.84  Id : 58338, {_}: double_divide (double_divide (double_divide (inverse ?323924) (inverse (inverse (multiply ?323925 ?323926)))) ?323927) ?323928 =>= double_divide (multiply ?323925 (double_divide (double_divide (inverse ?323924) (inverse (inverse ?323926))) ?323927)) ?323928 [323928, 323927, 323926, 323925, 323924] by Demod 54936 with 48757 at 2,1,3
% 30.03/7.84  Id : 58369, {_}: double_divide (double_divide (double_divide (inverse ?324199) (inverse (inverse (multiply ?324200 ?324201)))) ?324202) ?324203 =<= double_divide (multiply (multiply ?324200 ?324201) (double_divide (double_divide (inverse ?324199) (inverse (inverse (multiply ?324204 (multiply (double_divide ?324204 ?324205) ?324205))))) ?324202)) ?324203 [324205, 324204, 324203, 324202, 324201, 324200, 324199] by Super 58338 with 29796 at 1,1,2,1,1,2
% 30.03/7.84  Id : 55025, {_}: double_divide (double_divide (double_divide (inverse ?310484) (inverse (inverse (multiply ?310485 ?310486)))) ?310487) ?310488 =>= double_divide (multiply ?310485 (double_divide (double_divide (inverse ?310484) (inverse (inverse ?310486))) ?310487)) ?310488 [310488, 310487, 310486, 310485, 310484] by Demod 54936 with 48757 at 2,1,3
% 30.03/7.84  Id : 58845, {_}: double_divide (multiply ?324200 (double_divide (double_divide (inverse ?324199) (inverse (inverse ?324201))) ?324202)) ?324203 =<= double_divide (multiply (multiply ?324200 ?324201) (double_divide (double_divide (inverse ?324199) (inverse (inverse (multiply ?324204 (multiply (double_divide ?324204 ?324205) ?324205))))) ?324202)) ?324203 [324205, 324204, 324203, 324202, 324201, 324199, 324200] by Demod 58369 with 55025 at 2
% 30.03/7.84  Id : 30875, {_}: double_divide (double_divide (inverse ?202053) (inverse (multiply (double_divide (multiply (inverse ?202054) ?202054) ?202055) ?202055))) ?202056 =>= double_divide ?202053 ?202056 [202056, 202055, 202054, 202053] by Super 21555 with 29471 at 3
% 30.03/7.84  Id : 30910, {_}: double_divide (double_divide (inverse ?202305) (inverse (inverse (inverse (double_divide (multiply (double_divide ?202306 ?202307) ?202307) ?202306))))) ?202308 =>= double_divide ?202305 ?202308 [202308, 202307, 202306, 202305] by Super 30875 with 18714 at 1,2,1,2
% 30.03/7.84  Id : 31169, {_}: double_divide (double_divide (inverse ?202305) (inverse (inverse (multiply ?202306 (multiply (double_divide ?202306 ?202307) ?202307))))) ?202308 =>= double_divide ?202305 ?202308 [202308, 202307, 202306, 202305] by Demod 30910 with 3 at 1,1,2,1,2
% 30.03/7.84  Id : 58846, {_}: double_divide (multiply ?324200 (double_divide (double_divide (inverse ?324199) (inverse (inverse ?324201))) ?324202)) ?324203 =>= double_divide (multiply (multiply ?324200 ?324201) (double_divide ?324199 ?324202)) ?324203 [324203, 324202, 324201, 324199, 324200] by Demod 58845 with 31169 at 2,1,3
% 30.03/7.84  Id : 61900, {_}: double_divide (multiply (multiply (inverse ?336509) ?336509) (double_divide ?336510 ?336511)) ?336510 =>= ?336511 [336511, 336510, 336509] by Super 53246 with 58846 at 2
% 30.03/7.84  Id : 19826, {_}: multiply ?137809 (double_divide (inverse ?137810) (multiply ?137811 (double_divide (double_divide ?137812 (multiply ?137809 ?137810)) ?137812))) =>= inverse ?137811 [137812, 137811, 137810, 137809] by Super 3 with 18428 at 1,3
% 30.03/7.84  Id : 19885, {_}: multiply ?138268 (double_divide (inverse (double_divide (double_divide ?138269 (multiply (inverse ?138270) ?138270)) ?138269)) (multiply ?138271 ?138268)) =>= inverse ?138271 [138271, 138270, 138269, 138268] by Super 19826 with 18428 at 2,2,2,2
% 30.03/7.84  Id : 20032, {_}: multiply ?138268 (double_divide (multiply ?138269 (double_divide ?138269 (multiply (inverse ?138270) ?138270))) (multiply ?138271 ?138268)) =>= inverse ?138271 [138271, 138270, 138269, 138268] by Demod 19885 with 3 at 1,2,2
% 30.03/7.84  Id : 62879, {_}: multiply ?341323 (multiply (inverse ?341324) ?341324) =>= inverse (inverse ?341323) [341324, 341323] by Super 20032 with 61900 at 2,2
% 30.03/7.84  Id : 63919, {_}: double_divide (double_divide (inverse ?281536) (inverse (inverse ?281537))) ?281538 =>= double_divide (inverse ?281537) (inverse (inverse (multiply ?281538 ?281536))) [281538, 281537, 281536] by Demod 48757 with 62879 at 2,3
% 30.03/7.84  Id : 63928, {_}: double_divide (multiply ?324200 (double_divide (inverse ?324201) (inverse (inverse (multiply ?324202 ?324199))))) ?324203 =>= double_divide (multiply (multiply ?324200 ?324201) (double_divide ?324199 ?324202)) ?324203 [324203, 324199, 324202, 324201, 324200] by Demod 58846 with 63919 at 2,1,2
% 30.03/7.84  Id : 62685, {_}: double_divide (multiply (inverse ?339929) ?339929) ?339930 =>= inverse ?339930 [339930, 339929] by Super 19721 with 61900 at 1,2
% 30.03/7.84  Id : 63525, {_}: inverse (double_divide ?343738 (double_divide (multiply ?343739 ?343740) ?343738)) =?= double_divide (double_divide (inverse ?343740) (inverse (multiply (inverse ?343741) ?343741))) ?343739 [343741, 343740, 343739, 343738] by Super 33089 with 62685 at 2
% 30.03/7.84  Id : 63591, {_}: multiply (double_divide (multiply ?343739 ?343740) ?343738) ?343738 =?= double_divide (double_divide (inverse ?343740) (inverse (multiply (inverse ?343741) ?343741))) ?343739 [343741, 343738, 343740, 343739] by Demod 63525 with 3 at 2
% 30.03/7.84  Id : 29807, {_}: double_divide (double_divide (inverse ?195571) (inverse (multiply (double_divide (multiply (inverse ?195572) ?195572) ?195573) ?195573))) ?195574 =>= double_divide ?195571 ?195574 [195574, 195573, 195572, 195571] by Super 21555 with 29471 at 3
% 30.03/7.84  Id : 63266, {_}: double_divide (double_divide (inverse ?195571) (inverse (multiply (inverse ?195573) ?195573))) ?195574 =>= double_divide ?195571 ?195574 [195574, 195573, 195571] by Demod 29807 with 62685 at 1,1,2,1,2
% 30.03/7.84  Id : 65252, {_}: multiply (double_divide (multiply ?349626 ?349627) ?349628) ?349628 =>= double_divide ?349627 ?349626 [349628, 349627, 349626] by Demod 63591 with 63266 at 3
% 30.03/7.84  Id : 65253, {_}: multiply (double_divide (inverse ?349630) ?349631) ?349631 =?= double_divide (double_divide ?349632 (multiply ?349630 ?349633)) (double_divide (inverse ?349633) (multiply (double_divide ?349632 ?349634) ?349634)) [349634, 349633, 349632, 349631, 349630] by Super 65252 with 12 at 1,1,2
% 30.03/7.84  Id : 65506, {_}: multiply (double_divide (inverse ?349630) ?349631) ?349631 =>= ?349630 [349631, 349630] by Demod 65253 with 9 at 3
% 30.03/7.84  Id : 65652, {_}: ?350562 =<= double_divide (multiply (inverse ?350563) ?350563) (inverse ?350562) [350563, 350562] by Super 29325 with 65506 at 2,1,3
% 30.03/7.84  Id : 66015, {_}: ?350562 =<= inverse (inverse ?350562) [350562] by Demod 65652 with 62685 at 3
% 30.03/7.84  Id : 66060, {_}: double_divide (multiply ?324200 (double_divide (inverse ?324201) (multiply ?324202 ?324199))) ?324203 =>= double_divide (multiply (multiply ?324200 ?324201) (double_divide ?324199 ?324202)) ?324203 [324203, 324199, 324202, 324201, 324200] by Demod 63928 with 66015 at 2,2,1,2
% 30.03/7.84  Id : 66066, {_}: double_divide (double_divide (inverse (multiply ?289284 ?289285)) (multiply ?289286 ?289287)) ?289288 =>= double_divide (multiply (multiply ?289284 ?289285) (double_divide ?289287 ?289286)) ?289288 [289288, 289287, 289286, 289285, 289284] by Demod 50480 with 66060 at 3
% 30.03/7.84  Id : 66052, {_}: double_divide (double_divide (inverse ?281536) ?281537) ?281538 =<= double_divide (inverse ?281537) (inverse (inverse (multiply ?281538 ?281536))) [281538, 281537, 281536] by Demod 63919 with 66015 at 2,1,2
% 30.03/7.84  Id : 66053, {_}: double_divide (double_divide (inverse ?281536) ?281537) ?281538 =>= double_divide (inverse ?281537) (multiply ?281538 ?281536) [281538, 281537, 281536] by Demod 66052 with 66015 at 2,3
% 30.03/7.84  Id : 66069, {_}: double_divide (inverse (multiply ?289286 ?289287)) (multiply ?289288 (multiply ?289284 ?289285)) =>= double_divide (multiply (multiply ?289284 ?289285) (double_divide ?289287 ?289286)) ?289288 [289285, 289284, 289288, 289287, 289286] by Demod 66066 with 66053 at 2
% 30.03/7.84  Id : 66081, {_}: double_divide (inverse (inverse (multiply (inverse ?195573) ?195573))) (multiply ?195574 ?195571) =>= double_divide ?195571 ?195574 [195571, 195574, 195573] by Demod 63266 with 66053 at 2
% 30.03/7.84  Id : 66082, {_}: double_divide (multiply (inverse ?195573) ?195573) (multiply ?195574 ?195571) =>= double_divide ?195571 ?195574 [195571, 195574, 195573] by Demod 66081 with 66015 at 1,2
% 30.03/7.84  Id : 66083, {_}: inverse (multiply ?195574 ?195571) =>= double_divide ?195571 ?195574 [195571, 195574] by Demod 66082 with 62685 at 2
% 30.03/7.84  Id : 66110, {_}: double_divide (double_divide ?289287 ?289286) (multiply ?289288 (multiply ?289284 ?289285)) =<= double_divide (multiply (multiply ?289284 ?289285) (double_divide ?289287 ?289286)) ?289288 [289285, 289284, 289288, 289286, 289287] by Demod 66069 with 66083 at 1,2
% 30.03/7.84  Id : 66113, {_}: double_divide (double_divide ?336510 ?336511) (multiply ?336510 (multiply (inverse ?336509) ?336509)) =>= ?336511 [336509, 336511, 336510] by Demod 61900 with 66110 at 2
% 30.03/7.84  Id : 66064, {_}: multiply ?341323 (multiply (inverse ?341324) ?341324) =>= ?341323 [341324, 341323] by Demod 62879 with 66015 at 3
% 30.03/7.84  Id : 66114, {_}: double_divide (double_divide ?336510 ?336511) ?336510 =>= ?336511 [336511, 336510] by Demod 66113 with 66064 at 2,2
% 30.03/7.84  Id : 66120, {_}: double_divide (double_divide ?202994 ?202995) (double_divide ?202996 (double_divide ?202994 ?202996)) =>= ?202995 [202996, 202995, 202994] by Demod 31253 with 66114 at 1,1,2
% 30.03/7.84  Id : 66122, {_}: multiply (double_divide ?49258 (double_divide ?49259 ?49258)) ?49260 =>= multiply ?49259 ?49260 [49260, 49259, 49258] by Demod 7581 with 66120 at 1,3
% 30.03/7.84  Id : 66132, {_}: multiply (multiply ?214414 ?214415) ?214416 =<= multiply ?214414 (double_divide (inverse ?214415) (inverse ?214416)) [214416, 214415, 214414] by Demod 33477 with 66122 at 2
% 30.03/7.84  Id : 2069, {_}: multiply ?13962 ?13963 =<= multiply ?13962 (double_divide ?13964 (multiply (double_divide ?13963 (double_divide (inverse ?13965) (multiply (double_divide ?13964 ?13966) ?13966))) ?13965)) [13966, 13965, 13964, 13963, 13962] by Demod 1848 with 721 at 2
% 30.03/7.84  Id : 2088, {_}: multiply ?14152 ?14153 =<= multiply ?14152 (double_divide ?14154 (multiply (double_divide ?14153 (double_divide (multiply ?14155 ?14156) (multiply (double_divide ?14154 ?14157) ?14157))) (double_divide ?14156 ?14155))) [14157, 14156, 14155, 14154, 14153, 14152] by Super 2069 with 3 at 1,2,1,2,2,3
% 30.03/7.84  Id : 1856, {_}: double_divide (double_divide ?12641 (multiply (double_divide ?12642 (double_divide (inverse ?12643) (multiply (double_divide ?12641 ?12644) ?12644))) ?12643)) ?12645 =>= double_divide ?12642 ?12645 [12645, 12644, 12643, 12642, 12641] by Super 589 with 628 at 2
% 30.03/7.84  Id :  27, {_}: double_divide (double_divide (double_divide ?116 (multiply (double_divide (inverse ?117) (multiply (double_divide (inverse ?118) ?119) ?119)) ?118)) (multiply ?120 ?121)) (double_divide (inverse ?121) (inverse (double_divide ?116 ?117))) =>= ?120 [121, 120, 119, 118, 117, 116] by Super 17 with 12 at 2,2,2
% 30.03/7.84  Id :  36, {_}: double_divide (double_divide (double_divide ?116 (multiply (double_divide (inverse ?117) (multiply (double_divide (inverse ?118) ?119) ?119)) ?118)) (multiply ?120 ?121)) (double_divide (inverse ?121) (multiply ?117 ?116)) =>= ?120 [121, 120, 119, 118, 117, 116] by Demod 27 with 3 at 2,2,2
% 30.03/7.84  Id : 1881, {_}: double_divide (double_divide ?12881 (multiply ?12882 ?12883)) ?12884 =<= double_divide (double_divide (double_divide ?12885 (multiply (double_divide (inverse (double_divide ?12881 ?12885)) (multiply (double_divide (inverse ?12886) ?12887) ?12887)) ?12886)) (multiply ?12882 ?12883)) ?12884 [12887, 12886, 12885, 12884, 12883, 12882, 12881] by Super 1856 with 36 at 1,2,1,2
% 30.03/7.84  Id : 3656, {_}: double_divide (double_divide ?24220 (multiply ?24221 ?24222)) ?24223 =<= double_divide (double_divide (double_divide ?24224 (multiply (double_divide (multiply ?24224 ?24220) (multiply (double_divide (inverse ?24225) ?24226) ?24226)) ?24225)) (multiply ?24221 ?24222)) ?24223 [24226, 24225, 24224, 24223, 24222, 24221, 24220] by Demod 1881 with 3 at 1,1,2,1,1,3
% 30.03/7.84  Id : 3657, {_}: double_divide (double_divide ?24228 (multiply (double_divide (inverse ?24229) (multiply (double_divide ?24230 ?24231) ?24231)) (double_divide ?24230 (multiply ?24232 ?24229)))) ?24233 =?= double_divide (double_divide (double_divide ?24234 (multiply (double_divide (multiply ?24234 ?24228) (multiply (double_divide (inverse ?24235) ?24236) ?24236)) ?24235)) (inverse ?24232)) ?24233 [24236, 24235, 24234, 24233, 24232, 24231, 24230, 24229, 24228] by Super 3656 with 12 at 2,1,3
% 30.03/7.84  Id : 3816, {_}: double_divide (double_divide ?24228 (inverse ?24232)) ?24233 =<= double_divide (double_divide (double_divide ?24234 (multiply (double_divide (multiply ?24234 ?24228) (multiply (double_divide (inverse ?24235) ?24236) ?24236)) ?24235)) (inverse ?24232)) ?24233 [24236, 24235, 24234, 24233, 24232, 24228] by Demod 3657 with 12 at 2,1,2
% 30.03/7.84  Id : 3915, {_}: multiply ?25519 (double_divide (double_divide ?25520 (multiply (double_divide (multiply ?25520 ?25521) (multiply (double_divide (inverse ?25522) ?25523) ?25523)) ?25522)) (inverse ?25524)) =?= multiply ?25519 (double_divide ?25525 (multiply (double_divide (double_divide ?25521 (inverse ?25524)) (double_divide (multiply ?25526 ?25527) (multiply (double_divide ?25525 ?25528) ?25528))) (double_divide ?25527 ?25526))) [25528, 25527, 25526, 25525, 25524, 25523, 25522, 25521, 25520, 25519] by Super 2088 with 3816 at 1,2,2,3
% 30.03/7.84  Id : 3962, {_}: multiply ?25519 (double_divide (double_divide ?25520 (multiply (double_divide (multiply ?25520 ?25521) (multiply (double_divide (inverse ?25522) ?25523) ?25523)) ?25522)) (inverse ?25524)) =>= multiply ?25519 (double_divide ?25521 (inverse ?25524)) [25524, 25523, 25522, 25521, 25520, 25519] by Demod 3915 with 2088 at 3
% 30.03/7.84  Id : 65609, {_}: multiply ?25519 (double_divide (double_divide ?25520 (multiply (double_divide (multiply ?25520 ?25521) ?25522) ?25522)) (inverse ?25524)) =>= multiply ?25519 (double_divide ?25521 (inverse ?25524)) [25524, 25522, 25521, 25520, 25519] by Demod 3962 with 65506 at 2,1,2,1,2,2
% 30.03/7.84  Id : 63592, {_}: multiply (double_divide (multiply ?343739 ?343740) ?343738) ?343738 =>= double_divide ?343740 ?343739 [343738, 343740, 343739] by Demod 63591 with 63266 at 3
% 30.03/7.84  Id : 65620, {_}: multiply ?25519 (double_divide (double_divide ?25520 (double_divide ?25521 ?25520)) (inverse ?25524)) =>= multiply ?25519 (double_divide ?25521 (inverse ?25524)) [25524, 25521, 25520, 25519] by Demod 65609 with 63592 at 2,1,2,2
% 30.03/7.84  Id : 46819, {_}: multiply ?274630 (multiply ?274633 (double_divide (inverse ?274634) (inverse ?274635))) =<= multiply ?274630 (double_divide (inverse (multiply ?274633 ?274634)) (inverse ?274635)) [274635, 274634, 274633, 274630] by Demod 46589 with 6641 at 2
% 30.03/7.84  Id : 66086, {_}: multiply ?274630 (multiply ?274633 (double_divide (inverse ?274634) (inverse ?274635))) =>= multiply ?274630 (double_divide (double_divide ?274634 ?274633) (inverse ?274635)) [274635, 274634, 274633, 274630] by Demod 46819 with 66083 at 1,2,3
% 30.03/7.84  Id : 66133, {_}: multiply ?274630 (multiply (multiply ?274633 ?274634) ?274635) =<= multiply ?274630 (double_divide (double_divide ?274634 ?274633) (inverse ?274635)) [274635, 274634, 274633, 274630] by Demod 66086 with 66132 at 2,2
% 30.03/7.84  Id : 66154, {_}: multiply ?25519 (multiply (multiply (double_divide ?25521 ?25520) ?25520) ?25524) =>= multiply ?25519 (double_divide ?25521 (inverse ?25524)) [25524, 25520, 25521, 25519] by Demod 65620 with 66133 at 2
% 30.03/7.84  Id : 66209, {_}: multiply (double_divide ?352341 ?352342) ?352342 =>= inverse ?352341 [352342, 352341] by Super 65506 with 66015 at 1,1,2
% 30.03/7.84  Id : 66337, {_}: multiply ?25519 (multiply (inverse ?25521) ?25524) =<= multiply ?25519 (double_divide ?25521 (inverse ?25524)) [25524, 25521, 25519] by Demod 66154 with 66209 at 1,2,2
% 30.03/7.85  Id : 66460, {_}: multiply (multiply ?214414 ?214415) ?214416 =<= multiply ?214414 (multiply (inverse (inverse ?214415)) ?214416) [214416, 214415, 214414] by Demod 66132 with 66337 at 3
% 30.03/7.85  Id : 66470, {_}: multiply (multiply ?214414 ?214415) ?214416 =>= multiply ?214414 (multiply ?214415 ?214416) [214416, 214415, 214414] by Demod 66460 with 66015 at 1,2,3
% 30.03/7.85  Id : 66123, {_}: multiply (multiply (double_divide ?63928 ?63929) ?63929) ?63930 =?= multiply (multiply ?63932 (double_divide ?63932 ?63928)) ?63930 [63932, 63930, 63929, 63928] by Demod 9497 with 66122 at 1,3
% 30.03/7.85  Id : 66336, {_}: multiply (inverse ?63928) ?63930 =<= multiply (multiply ?63932 (double_divide ?63932 ?63928)) ?63930 [63932, 63930, 63928] by Demod 66123 with 66209 at 1,2
% 30.03/7.85  Id : 66541, {_}: multiply (inverse ?63928) ?63930 =<= multiply ?63932 (multiply (double_divide ?63932 ?63928) ?63930) [63932, 63930, 63928] by Demod 66336 with 66470 at 3
% 30.03/7.85  Id : 66595, {_}: inverse ?353171 =<= double_divide ?353171 (multiply (inverse ?353172) ?353172) [353172, 353171] by Super 66064 with 66209 at 2
% 30.03/7.85  Id : 67548, {_}: multiply (inverse (multiply (inverse ?354456) ?354456)) ?354457 =?= multiply ?354458 (multiply (inverse ?354458) ?354457) [354458, 354457, 354456] by Super 66541 with 66595 at 1,2,3
% 30.03/7.85  Id : 67724, {_}: multiply (double_divide ?354456 (inverse ?354456)) ?354457 =?= multiply ?354458 (multiply (inverse ?354458) ?354457) [354458, 354457, 354456] by Demod 67548 with 66083 at 1,2
% 30.03/7.85  Id : 66349, {_}: ?191732 =<= double_divide (multiply ?191735 (inverse ?191735)) (inverse ?191732) [191735, 191732] by Demod 29325 with 66209 at 2,1,3
% 30.03/7.85  Id : 65003, {_}: double_divide (double_divide (multiply (double_divide ?130838 ?130839) ?130839) ?130838) ?130837 =>= inverse ?130837 [130837, 130839, 130838] by Demod 18714 with 63592 at 2
% 30.03/7.85  Id : 66347, {_}: double_divide (double_divide (inverse ?130838) ?130838) ?130837 =>= inverse ?130837 [130837, 130838] by Demod 65003 with 66209 at 1,1,2
% 30.03/7.85  Id : 66435, {_}: double_divide (inverse ?130838) (multiply ?130837 ?130838) =>= inverse ?130837 [130837, 130838] by Demod 66347 with 66053 at 2
% 30.03/7.85  Id : 66579, {_}: double_divide (inverse ?353093) (inverse ?353094) =>= inverse (double_divide ?353094 ?353093) [353094, 353093] by Super 66435 with 66209 at 2,2
% 30.03/7.85  Id : 66900, {_}: double_divide (inverse ?353937) (inverse ?353938) =>= multiply ?353937 ?353938 [353938, 353937] by Demod 66579 with 3 at 3
% 30.03/7.85  Id : 66903, {_}: double_divide (inverse ?353948) ?353949 =>= multiply ?353948 (inverse ?353949) [353949, 353948] by Super 66900 with 66015 at 2,2
% 30.03/7.85  Id : 66966, {_}: double_divide (multiply ?281536 (inverse ?281537)) ?281538 =>= double_divide (inverse ?281537) (multiply ?281538 ?281536) [281538, 281537, 281536] by Demod 66053 with 66903 at 1,2
% 30.03/7.85  Id : 66967, {_}: double_divide (multiply ?281536 (inverse ?281537)) ?281538 =>= multiply ?281537 (inverse (multiply ?281538 ?281536)) [281538, 281537, 281536] by Demod 66966 with 66903 at 3
% 30.03/7.85  Id : 67013, {_}: double_divide (multiply ?281536 (inverse ?281537)) ?281538 =>= multiply ?281537 (double_divide ?281536 ?281538) [281538, 281537, 281536] by Demod 66967 with 66083 at 2,3
% 30.03/7.85  Id : 67015, {_}: ?191732 =<= multiply ?191735 (double_divide ?191735 (inverse ?191732)) [191735, 191732] by Demod 66349 with 67013 at 3
% 30.03/7.85  Id : 67016, {_}: ?191732 =<= multiply ?191735 (multiply (inverse ?191735) ?191732) [191735, 191732] by Demod 67015 with 66337 at 3
% 30.03/7.85  Id : 67725, {_}: multiply (double_divide ?354456 (inverse ?354456)) ?354457 =>= ?354457 [354457, 354456] by Demod 67724 with 67016 at 3
% 30.03/7.85  Id : 66385, {_}: double_divide (double_divide ?41539 (inverse ?41540)) (double_divide (inverse ?41542) (multiply (double_divide ?41539 ?41543) ?41543)) =>= double_divide ?41540 ?41542 [41543, 41542, 41540, 41539] by Demod 6360 with 66209 at 2,1,2
% 30.03/7.85  Id : 66386, {_}: double_divide (double_divide ?41539 (inverse ?41540)) (double_divide (inverse ?41542) (inverse ?41539)) =>= double_divide ?41540 ?41542 [41542, 41540, 41539] by Demod 66385 with 66209 at 2,2,2
% 30.03/7.85  Id : 66758, {_}: double_divide (inverse ?353093) (inverse ?353094) =>= multiply ?353093 ?353094 [353094, 353093] by Demod 66579 with 3 at 3
% 30.03/7.85  Id : 66848, {_}: double_divide (double_divide ?41539 (inverse ?41540)) (multiply ?41542 ?41539) =>= double_divide ?41540 ?41542 [41542, 41540, 41539] by Demod 66386 with 66758 at 2,2
% 30.03/7.85  Id : 67550, {_}: inverse (double_divide ?354463 (inverse ?354464)) =>= double_divide ?354464 (inverse ?354463) [354464, 354463] by Super 66848 with 66595 at 2
% 30.03/7.85  Id : 67722, {_}: multiply (inverse ?354464) ?354463 =<= double_divide ?354464 (inverse ?354463) [354463, 354464] by Demod 67550 with 3 at 2
% 30.03/7.85  Id : 69124, {_}: multiply (multiply (inverse ?354456) ?354456) ?354457 =>= ?354457 [354457, 354456] by Demod 67725 with 67722 at 1,2
% 30.03/7.85  Id : 69125, {_}: multiply (inverse ?354456) (multiply ?354456 ?354457) =>= ?354457 [354457, 354456] by Demod 69124 with 66470 at 2
% 30.03/7.85  Id : 69475, {_}: a2 =?= a2 [] by Demod 69474 with 69125 at 2
% 30.03/7.85  Id : 69474, {_}: multiply (inverse b2) (multiply b2 a2) =>= a2 [] by Demod 1 with 66470 at 2
% 30.03/7.85  Id :   1, {_}: multiply (multiply (inverse b2) b2) a2 =>= a2 [] by prove_these_axioms_2
% 30.03/7.85  % SZS output end CNFRefutation for theBenchmark.p
% 30.03/7.85  23660: solved /export/starexec/sandbox2/benchmark/theBenchmark.p in 7.510391 using kbo
%------------------------------------------------------------------------------