%------------------------------------------------------------------------------
% File     : Matita---1.0
% Problem  : GRP408-1 : TPTP v8.1.0. Released v2.6.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox/benchmark %s

% Computer : n032.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 10:30:10 EDT 2022

% Result   : Unsatisfiable 230.56s 58.00s
% Output   : CNFRefutation 231.24s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.10  % Problem  : GRP408-1 : TPTP v8.1.0. Released v2.6.0.
% 0.06/0.10  % Command  : matitaprover --timeout %d --tptppath /export/starexec/sandbox/benchmark %s
% 0.10/0.29  % Computer : n032.cluster.edu
% 0.10/0.29  % Model    : x86_64 x86_64
% 0.10/0.29  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.10/0.29  % Memory   : 8042.1875MB
% 0.10/0.29  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.10/0.29  % CPULimit : 300
% 0.10/0.29  % WCLimit  : 600
% 0.10/0.29  % DateTime : Tue Jun 14 08:30:27 EDT 2022
% 0.10/0.29  % CPUTime  : 
% 0.10/0.30  918: Facts:
% 0.10/0.30  918:  Id :   2, {_}:
% 0.10/0.30            multiply ?2
% 0.10/0.30              (inverse
% 0.10/0.30                (multiply (inverse (multiply (inverse (multiply ?2 ?3)) ?4))
% 0.10/0.30                  (multiply (inverse ?3) (multiply (inverse ?3) ?3))))
% 0.10/0.30            =>=
% 0.10/0.30            ?4
% 0.10/0.30            [4, 3, 2] by single_axiom ?2 ?3 ?4
% 0.10/0.30  918: Goal:
% 0.10/0.30  918:  Id :   1, {_}:
% 0.10/0.30            multiply (multiply a3 b3) c3 =>= multiply a3 (multiply b3 c3)
% 0.10/0.30            [] by prove_these_axioms_3
% 230.56/58.00  Statistics :
% 230.56/58.00  Max weight : 121
% 230.56/58.00  Found proof, 57.703774s
% 230.56/58.00  % SZS status Unsatisfiable for theBenchmark.p
% 230.56/58.00  % SZS output start CNFRefutation for theBenchmark.p
% 230.56/58.00  Id :   2, {_}: multiply ?2 (inverse (multiply (inverse (multiply (inverse (multiply ?2 ?3)) ?4)) (multiply (inverse ?3) (multiply (inverse ?3) ?3)))) =>= ?4 [4, 3, 2] by single_axiom ?2 ?3 ?4
% 230.56/58.00  Id :   3, {_}: multiply ?6 (inverse (multiply (inverse (multiply (inverse (multiply ?6 ?7)) ?8)) (multiply (inverse ?7) (multiply (inverse ?7) ?7)))) =>= ?8 [8, 7, 6] by single_axiom ?6 ?7 ?8
% 230.56/58.00  Id :   5, {_}: multiply ?15 (inverse (multiply (inverse ?16) (multiply (inverse ?17) (multiply (inverse ?17) ?17)))) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?15 ?17)) ?18)) ?16)) (multiply (inverse ?18) (multiply (inverse ?18) ?18))) [18, 17, 16, 15] by Super 3 with 2 at 1,1,1,2,2
% 230.56/58.00  Id :  49, {_}: multiply (inverse (multiply ?277 ?278)) (multiply ?277 (inverse (multiply (inverse ?279) (multiply (inverse ?278) (multiply (inverse ?278) ?278))))) =>= ?279 [279, 278, 277] by Super 2 with 5 at 2,2
% 230.56/58.00  Id :  79, {_}: multiply (inverse (multiply ?446 ?447)) (multiply ?446 (multiply ?448 (inverse (multiply (inverse ?449) (multiply (inverse ?450) (multiply (inverse ?450) ?450)))))) =>= multiply (inverse (multiply (inverse (multiply ?448 ?450)) ?447)) ?449 [450, 449, 448, 447, 446] by Super 49 with 5 at 2,2,2
% 230.56/58.00  Id : 155, {_}: multiply (inverse (multiply ?861 ?862)) (multiply ?861 ?863) =?= multiply (inverse (multiply (inverse (multiply ?864 ?865)) ?862)) (multiply (inverse (multiply ?864 ?865)) ?863) [865, 864, 863, 862, 861] by Super 79 with 2 at 2,2,2
% 230.56/58.01  Id :  87, {_}: multiply (inverse (multiply ?511 ?512)) (multiply ?511 ?513) =?= multiply (inverse (multiply (inverse (multiply ?514 ?515)) ?512)) (multiply (inverse (multiply ?514 ?515)) ?513) [515, 514, 513, 512, 511] by Super 79 with 2 at 2,2,2
% 230.56/58.01  Id : 186, {_}: multiply (inverse (multiply ?1094 ?1095)) (multiply ?1094 ?1096) =?= multiply (inverse (multiply ?1097 ?1095)) (multiply ?1097 ?1096) [1097, 1096, 1095, 1094] by Super 155 with 87 at 3
% 230.56/58.01  Id : 260, {_}: multiply ?1443 (inverse (multiply (inverse (multiply (inverse (multiply ?1443 ?1444)) ?1445)) (multiply (inverse ?1444) (multiply (inverse ?1444) ?1444)))) =?= inverse (multiply (inverse (multiply (inverse (multiply ?1446 ?1447)) (multiply ?1446 ?1445))) (multiply (inverse ?1447) (multiply (inverse ?1447) ?1447))) [1447, 1446, 1445, 1444, 1443] by Super 5 with 186 at 1,1,1,3
% 230.56/58.01  Id : 362, {_}: ?1974 =<= inverse (multiply (inverse (multiply (inverse (multiply ?1975 ?1976)) (multiply ?1975 ?1974))) (multiply (inverse ?1976) (multiply (inverse ?1976) ?1976))) [1976, 1975, 1974] by Demod 260 with 2 at 2
% 230.56/58.01  Id : 21159, {_}: ?101792 =<= inverse (multiply (inverse (multiply (inverse (multiply ?101793 (multiply ?101794 ?101795))) (multiply ?101793 ?101792))) (multiply (inverse (multiply ?101794 ?101795)) (multiply (inverse (multiply ?101796 ?101795)) (multiply ?101796 ?101795)))) [101796, 101795, 101794, 101793, 101792] by Super 362 with 186 at 2,2,1,3
% 230.92/58.01  Id : 35727, {_}: ?181542 =<= inverse (multiply (inverse (multiply (inverse (multiply ?181543 (multiply (inverse (multiply ?181544 ?181545)) ?181545))) (multiply ?181543 ?181542))) (multiply (inverse (multiply ?181546 ?181545)) (multiply ?181546 (multiply ?181544 ?181545)))) [181546, 181545, 181544, 181543, 181542] by Super 21159 with 186 at 2,1,3
% 230.92/58.01  Id : 35728, {_}: ?181548 =<= inverse (multiply (inverse (multiply (inverse (multiply ?181549 (multiply (inverse (multiply ?181550 (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551)))))) (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551))))))) (multiply ?181549 ?181548))) (multiply (inverse (multiply ?181553 (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551)))))) (multiply ?181553 ?181552))) [181553, 181552, 181551, 181550, 181549, 181548] by Super 35727 with 2 at 2,2,2,1,3
% 230.92/58.01  Id :  14, {_}: multiply (inverse (multiply ?65 ?66)) (multiply ?65 (inverse (multiply (inverse ?67) (multiply (inverse ?66) (multiply (inverse ?66) ?66))))) =>= ?67 [67, 66, 65] by Super 2 with 5 at 2,2
% 230.92/58.01  Id : 524, {_}: multiply (inverse (multiply ?2747 (multiply ?2748 (inverse (multiply (inverse ?2749) (multiply (inverse ?2750) (multiply (inverse ?2750) ?2750))))))) (multiply ?2747 ?2751) =>= multiply (inverse ?2749) (multiply (inverse (multiply ?2748 ?2750)) ?2751) [2751, 2750, 2749, 2748, 2747] by Super 155 with 14 at 1,1,3
% 230.92/58.01  Id : 321, {_}: ?1445 =<= inverse (multiply (inverse (multiply (inverse (multiply ?1446 ?1447)) (multiply ?1446 ?1445))) (multiply (inverse ?1447) (multiply (inverse ?1447) ?1447))) [1447, 1446, 1445] by Demod 260 with 2 at 2
% 230.92/58.01  Id : 543, {_}: multiply (inverse (multiply ?2902 (multiply ?2903 (inverse (multiply ?2904 (multiply (inverse ?2905) (multiply (inverse ?2905) ?2905))))))) (multiply ?2902 ?2906) =?= multiply (inverse (multiply (inverse (multiply (inverse (multiply ?2907 ?2908)) (multiply ?2907 ?2904))) (multiply (inverse ?2908) (multiply (inverse ?2908) ?2908)))) (multiply (inverse (multiply ?2903 ?2905)) ?2906) [2908, 2907, 2906, 2905, 2904, 2903, 2902] by Super 524 with 321 at 1,1,2,2,1,1,2
% 230.92/58.01  Id : 578, {_}: multiply (inverse (multiply ?2902 (multiply ?2903 (inverse (multiply ?2904 (multiply (inverse ?2905) (multiply (inverse ?2905) ?2905))))))) (multiply ?2902 ?2906) =>= multiply ?2904 (multiply (inverse (multiply ?2903 ?2905)) ?2906) [2906, 2905, 2904, 2903, 2902] by Demod 543 with 321 at 1,3
% 230.92/58.01  Id : 36211, {_}: ?181548 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse (multiply (inverse (multiply ?181550 (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551)))))) ?181551)) ?181548))) (multiply (inverse (multiply ?181553 (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551)))))) (multiply ?181553 ?181552))) [181553, 181552, 181551, 181550, 181548] by Demod 35728 with 578 at 1,1,1,3
% 230.92/58.01  Id : 618, {_}: multiply (inverse (multiply ?3293 (multiply ?3294 (inverse (multiply ?3295 (multiply (inverse ?3296) (multiply (inverse ?3296) ?3296))))))) (multiply ?3293 ?3297) =>= multiply ?3295 (multiply (inverse (multiply ?3294 ?3296)) ?3297) [3297, 3296, 3295, 3294, 3293] by Demod 543 with 321 at 1,3
% 230.92/58.01  Id : 1158, {_}: multiply (inverse (multiply (inverse (multiply ?6732 ?6733)) (multiply ?6732 (inverse (multiply ?6734 (multiply (inverse ?6735) (multiply (inverse ?6735) ?6735))))))) (multiply (inverse (multiply ?6736 ?6733)) ?6737) =>= multiply ?6734 (multiply (inverse (multiply ?6736 ?6735)) ?6737) [6737, 6736, 6735, 6734, 6733, 6732] by Super 618 with 186 at 1,1,2
% 230.92/58.01  Id : 1177, {_}: multiply (inverse (multiply (inverse (multiply ?6904 ?6905)) (multiply ?6904 (inverse (multiply ?6906 (multiply (inverse ?6907) (multiply (inverse ?6907) ?6907))))))) (multiply (inverse (multiply ?6908 ?6905)) (multiply ?6908 ?6909)) =?= multiply ?6906 (multiply (inverse (multiply ?6910 ?6907)) (multiply ?6910 ?6909)) [6910, 6909, 6908, 6907, 6906, 6905, 6904] by Super 1158 with 186 at 2,2
% 230.92/58.01  Id : 645, {_}: multiply (inverse (multiply (inverse (multiply ?3501 ?3502)) (multiply ?3501 (inverse (multiply ?3503 (multiply (inverse ?3504) (multiply (inverse ?3504) ?3504))))))) (multiply (inverse (multiply ?3505 ?3502)) ?3506) =>= multiply ?3503 (multiply (inverse (multiply ?3505 ?3504)) ?3506) [3506, 3505, 3504, 3503, 3502, 3501] by Super 618 with 186 at 1,1,2
% 230.92/58.01  Id : 1417, {_}: multiply ?8507 (multiply (inverse (multiply ?8508 ?8509)) (multiply ?8508 ?8510)) =?= multiply ?8507 (multiply (inverse (multiply ?8511 ?8509)) (multiply ?8511 ?8510)) [8511, 8510, 8509, 8508, 8507] by Demod 1177 with 645 at 2
% 230.92/58.01  Id : 1432, {_}: multiply ?8634 (multiply (inverse (multiply ?8635 (inverse (multiply (inverse (multiply (inverse (multiply ?8636 ?8637)) ?8638)) (multiply (inverse ?8637) (multiply (inverse ?8637) ?8637)))))) (multiply ?8635 ?8639)) =>= multiply ?8634 (multiply (inverse ?8638) (multiply ?8636 ?8639)) [8639, 8638, 8637, 8636, 8635, 8634] by Super 1417 with 2 at 1,1,2,3
% 230.92/58.01  Id : 2159, {_}: multiply (inverse (multiply ?12392 (inverse (multiply (inverse (multiply (inverse (multiply ?12393 ?12394)) ?12395)) (multiply (inverse ?12394) (multiply (inverse ?12394) ?12394)))))) (multiply ?12392 ?12396) =?= inverse (multiply (inverse (multiply (inverse (multiply ?12397 ?12398)) (multiply ?12397 (multiply (inverse ?12395) (multiply ?12393 ?12396))))) (multiply (inverse ?12398) (multiply (inverse ?12398) ?12398))) [12398, 12397, 12396, 12395, 12394, 12393, 12392] by Super 321 with 1432 at 2,1,1,1,3
% 230.92/58.01  Id : 2317, {_}: multiply (inverse (multiply ?12392 (inverse (multiply (inverse (multiply (inverse (multiply ?12393 ?12394)) ?12395)) (multiply (inverse ?12394) (multiply (inverse ?12394) ?12394)))))) (multiply ?12392 ?12396) =>= multiply (inverse ?12395) (multiply ?12393 ?12396) [12396, 12395, 12394, 12393, 12392] by Demod 2159 with 321 at 3
% 230.92/58.01  Id : 36212, {_}: ?181548 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse (multiply (inverse (multiply ?181550 (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse ?181551) (multiply (inverse ?181551) ?181551)))))) ?181551)) ?181548))) (multiply (inverse ?181552) (multiply ?181550 ?181552))) [181552, 181551, 181550, 181548] by Demod 36211 with 2317 at 2,1,3
% 230.92/58.01  Id : 36213, {_}: ?181548 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?181550 ?181551)) ?181552)) (multiply (inverse (multiply (inverse ?181552) ?181551)) ?181548))) (multiply (inverse ?181552) (multiply ?181550 ?181552))) [181552, 181551, 181550, 181548] by Demod 36212 with 2 at 1,1,1,1,2,1,1,1,3
% 230.92/58.01  Id : 434, {_}: multiply (inverse (multiply ?2251 ?2252)) (multiply ?2251 (inverse (multiply (inverse (multiply ?2253 ?2254)) (multiply ?2253 (multiply (inverse ?2252) ?2252))))) =>= multiply (inverse ?2252) ?2254 [2254, 2253, 2252, 2251] by Super 14 with 186 at 1,2,2,2
% 230.92/58.01  Id : 439, {_}: multiply (inverse (multiply ?2286 (multiply ?2287 ?2288))) (multiply ?2286 (inverse (multiply (inverse (multiply ?2289 ?2290)) (multiply ?2289 (multiply (inverse (multiply ?2291 ?2288)) (multiply ?2291 ?2288)))))) =>= multiply (inverse (multiply ?2287 ?2288)) ?2290 [2291, 2290, 2289, 2288, 2287, 2286] by Super 434 with 186 at 2,2,1,2,2,2
% 230.92/58.01  Id : 36663, {_}: ?186583 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?186584 ?186585)) ?186586)) (multiply (inverse (multiply (inverse ?186586) ?186585)) ?186583))) (multiply (inverse ?186586) (multiply ?186584 ?186586))) [186586, 186585, 186584, 186583] by Demod 36212 with 2 at 1,1,1,1,2,1,1,1,3
% 230.92/58.01  Id : 42770, {_}: multiply (inverse ?219797) ?219798 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?219799 ?219800)) ?219797)) (multiply (inverse (multiply ?219801 ?219800)) (multiply ?219801 ?219798)))) (multiply (inverse ?219797) (multiply ?219799 ?219797))) [219801, 219800, 219799, 219798, 219797] by Super 36663 with 186 at 2,1,1,1,3
% 230.92/58.01  Id : 43589, {_}: multiply (inverse ?224909) ?224910 =<= inverse (multiply (inverse (multiply (inverse (multiply ?224911 ?224909)) (multiply ?224911 (multiply ?224912 ?224910)))) (multiply (inverse ?224909) (multiply ?224912 ?224909))) [224912, 224911, 224910, 224909] by Super 42770 with 186 at 1,1,1,3
% 230.92/58.01  Id :  54, {_}: multiply (inverse (multiply ?308 ?309)) (multiply ?308 (multiply ?310 (inverse (multiply (inverse ?311) (multiply (inverse ?312) (multiply (inverse ?312) ?312)))))) =>= multiply (inverse (multiply (inverse (multiply ?310 ?312)) ?309)) ?311 [312, 311, 310, 309, 308] by Super 49 with 5 at 2,2,2
% 230.92/58.01  Id : 3354, {_}: multiply (inverse (multiply (inverse (multiply ?19646 ?19647)) ?19648)) (multiply (inverse (multiply ?19649 ?19647)) (multiply ?19649 (inverse (multiply (inverse ?19650) (multiply (inverse ?19651) (multiply (inverse ?19651) ?19651)))))) =>= multiply (inverse (multiply (inverse (multiply ?19646 ?19651)) ?19648)) ?19650 [19651, 19650, 19649, 19648, 19647, 19646] by Super 54 with 186 at 2,2
% 230.92/58.01  Id : 3446, {_}: multiply (inverse (multiply (inverse (multiply ?20486 ?20487)) (multiply ?20486 ?20488))) (multiply (inverse (multiply ?20489 ?20487)) (multiply ?20489 (inverse (multiply (inverse ?20490) (multiply (inverse ?20491) (multiply (inverse ?20491) ?20491)))))) =?= multiply (inverse (multiply (inverse (multiply ?20492 ?20491)) (multiply ?20492 ?20488))) ?20490 [20492, 20491, 20490, 20489, 20488, 20487, 20486] by Super 3354 with 186 at 1,1,2
% 230.92/58.01  Id : 248, {_}: multiply (inverse (multiply (inverse (multiply ?1361 ?1362)) ?1363)) (multiply (inverse (multiply ?1364 ?1362)) (multiply ?1364 (inverse (multiply (inverse ?1365) (multiply (inverse ?1366) (multiply (inverse ?1366) ?1366)))))) =>= multiply (inverse (multiply (inverse (multiply ?1361 ?1366)) ?1363)) ?1365 [1366, 1365, 1364, 1363, 1362, 1361] by Super 54 with 186 at 2,2
% 230.92/58.01  Id : 3552, {_}: multiply (inverse (multiply (inverse (multiply ?20486 ?20491)) (multiply ?20486 ?20488))) ?20490 =?= multiply (inverse (multiply (inverse (multiply ?20492 ?20491)) (multiply ?20492 ?20488))) ?20490 [20492, 20490, 20488, 20491, 20486] by Demod 3446 with 248 at 2
% 230.92/58.02  Id : 20384, {_}: multiply (inverse (multiply ?98221 (multiply ?98222 ?98223))) (multiply ?98221 (inverse (multiply (inverse ?98224) (multiply (inverse (multiply ?98222 ?98223)) (multiply (inverse (multiply ?98225 ?98223)) (multiply ?98225 ?98223)))))) =>= ?98224 [98225, 98224, 98223, 98222, 98221] by Super 14 with 186 at 2,2,1,2,2,2
% 230.92/58.02  Id : 23300, {_}: multiply (inverse (multiply ?113966 (multiply (inverse (multiply ?113967 ?113968)) ?113968))) (multiply ?113966 (inverse (multiply (inverse ?113969) (multiply (inverse (multiply ?113970 ?113968)) (multiply ?113970 (multiply ?113967 ?113968)))))) =>= ?113969 [113970, 113969, 113968, 113967, 113966] by Super 20384 with 186 at 2,1,2,2,2
% 230.92/58.02  Id : 23301, {_}: multiply (inverse (multiply ?113972 (multiply (inverse (multiply ?113973 (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974)))))) (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974))))))) (multiply ?113972 (inverse (multiply (inverse ?113976) (multiply (inverse (multiply ?113977 (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974)))))) (multiply ?113977 ?113975))))) =>= ?113976 [113977, 113976, 113975, 113974, 113973, 113972] by Super 23300 with 2 at 2,2,2,1,2,2,2
% 230.92/58.02  Id : 23748, {_}: multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse (multiply (inverse (multiply ?113973 (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974)))))) ?113974)) (inverse (multiply (inverse ?113976) (multiply (inverse (multiply ?113977 (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974)))))) (multiply ?113977 ?113975))))) =>= ?113976 [113977, 113976, 113975, 113974, 113973] by Demod 23301 with 578 at 2
% 230.92/58.02  Id : 23749, {_}: multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse (multiply (inverse ?113975) ?113974)) (inverse (multiply (inverse ?113976) (multiply (inverse (multiply ?113977 (inverse (multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse ?113974) (multiply (inverse ?113974) ?113974)))))) (multiply ?113977 ?113975))))) =>= ?113976 [113977, 113976, 113975, 113974, 113973] by Demod 23748 with 2 at 1,1,1,1,2,2
% 230.92/58.02  Id : 23750, {_}: multiply (inverse (multiply (inverse (multiply ?113973 ?113974)) ?113975)) (multiply (inverse (multiply (inverse ?113975) ?113974)) (inverse (multiply (inverse ?113976) (multiply (inverse ?113975) (multiply ?113973 ?113975))))) =>= ?113976 [113976, 113975, 113974, 113973] by Demod 23749 with 2317 at 2,1,2,2,2
% 230.92/58.02  Id : 19691, {_}: multiply ?94538 (inverse (multiply (inverse (multiply (inverse (multiply ?94538 (multiply ?94539 ?94540))) ?94541)) (multiply (inverse (multiply ?94539 ?94540)) (multiply (inverse (multiply ?94542 ?94540)) (multiply ?94542 ?94540))))) =>= ?94541 [94542, 94541, 94540, 94539, 94538] by Super 2 with 186 at 2,2,1,2,2
% 230.92/58.02  Id : 19828, {_}: multiply ?95744 (inverse (multiply (inverse (multiply (inverse (multiply ?95744 (multiply (inverse (multiply ?95745 ?95746)) ?95746))) ?95747)) (multiply (inverse (multiply ?95748 ?95746)) (multiply ?95748 (multiply ?95745 ?95746))))) =>= ?95747 [95748, 95747, 95746, 95745, 95744] by Super 19691 with 186 at 2,1,2,2
% 230.92/58.02  Id : 36631, {_}: multiply (inverse (multiply (inverse (multiply ?186313 ?186314)) ?186315)) (inverse (multiply ?186314 (multiply (inverse (multiply ?186316 ?186314)) (multiply ?186316 (multiply (inverse ?186315) ?186314))))) =>= multiply (inverse ?186315) (multiply ?186313 ?186315) [186316, 186315, 186314, 186313] by Super 19828 with 36213 at 1,1,2,2
% 230.92/58.02  Id : 37252, {_}: multiply (inverse (multiply (inverse (multiply (inverse ?189571) ?189571)) (multiply (inverse ?189571) (inverse ?189572)))) (multiply (inverse ?189571) (multiply (inverse ?189571) ?189571)) =>= ?189572 [189572, 189571] by Super 23750 with 36631 at 2,2
% 230.92/58.02  Id : 38005, {_}: multiply (inverse (multiply (inverse (multiply ?193677 ?193678)) (multiply ?193677 (inverse ?193679)))) (multiply (inverse ?193678) (multiply (inverse ?193678) ?193678)) =>= ?193679 [193679, 193678, 193677] by Super 3552 with 37252 at 3
% 230.92/58.02  Id : 47602, {_}: multiply (inverse ?249349) (multiply (inverse ?249350) ?249350) =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?249351 ?249350)) (multiply ?249351 (inverse ?249352)))) ?249349)) ?249352)) (multiply (inverse ?249349) (multiply (inverse ?249350) ?249349))) [249352, 249351, 249350, 249349] by Super 43589 with 38005 at 2,1,1,1,3
% 230.92/58.02  Id : 51356, {_}: multiply (inverse (multiply (inverse ?271260) (multiply (inverse ?271260) ?271260))) (multiply (inverse ?271260) ?271260) =<= inverse (multiply (inverse (multiply (inverse ?271261) ?271261)) (multiply (inverse (multiply (inverse ?271260) (multiply (inverse ?271260) ?271260))) (multiply (inverse ?271260) (multiply (inverse ?271260) (multiply (inverse ?271260) ?271260))))) [271261, 271260] by Super 47602 with 38005 at 1,1,1,1,1,3
% 230.92/58.02  Id : 51525, {_}: multiply (inverse (multiply (inverse ?272280) (multiply (inverse ?272280) ?272280))) (multiply (inverse ?272280) ?272280) =<= inverse (multiply (inverse (multiply (inverse ?272281) ?272281)) (multiply (inverse (multiply ?272282 (multiply (inverse ?272280) ?272280))) (multiply ?272282 (multiply (inverse ?272280) (multiply (inverse ?272280) ?272280))))) [272282, 272281, 272280] by Super 51356 with 186 at 2,1,3
% 230.92/58.02  Id : 60114, {_}: multiply (inverse (multiply ?292987 (multiply ?292988 (multiply (inverse ?292989) ?292989)))) (multiply ?292987 (multiply (inverse (multiply (inverse ?292989) (multiply (inverse ?292989) ?292989))) (multiply (inverse ?292989) ?292989))) =>= multiply (inverse (multiply ?292988 (multiply (inverse ?292989) ?292989))) (multiply (inverse (multiply (inverse ?292989) (multiply (inverse ?292989) ?292989))) (multiply (inverse ?292989) ?292989)) [292989, 292988, 292987] by Super 439 with 51525 at 2,2,2
% 230.92/58.02  Id : 60359, {_}: multiply (inverse (multiply ?294682 (multiply (inverse ?294683) (multiply ?294684 ?294685)))) (multiply ?294682 (multiply (inverse (multiply (inverse ?294685) (multiply (inverse ?294685) ?294685))) (multiply (inverse ?294685) ?294685))) =?= multiply (inverse (multiply (inverse (multiply (inverse ?294685) (inverse (multiply (inverse (multiply (inverse (multiply ?294684 ?294686)) ?294683)) (multiply (inverse ?294686) (multiply (inverse ?294686) ?294686)))))) (multiply (inverse ?294685) ?294685))) (multiply (inverse (multiply (inverse ?294685) (multiply (inverse ?294685) ?294685))) (multiply (inverse ?294685) ?294685)) [294686, 294685, 294684, 294683, 294682] by Super 60114 with 2317 at 2,1,1,2
% 230.92/58.03  Id : 62471, {_}: multiply (inverse (multiply ?297726 (multiply (inverse ?297727) (multiply ?297728 ?297729)))) (multiply ?297726 (multiply (inverse (multiply (inverse ?297729) (multiply (inverse ?297729) ?297729))) (multiply (inverse ?297729) ?297729))) =>= multiply (inverse (multiply (inverse ?297727) (multiply ?297728 ?297729))) (multiply (inverse (multiply (inverse ?297729) (multiply (inverse ?297729) ?297729))) (multiply (inverse ?297729) ?297729)) [297729, 297728, 297727, 297726] by Demod 60359 with 2317 at 1,1,3
% 230.92/58.03  Id : 62715, {_}: multiply (inverse (multiply ?299656 (multiply ?299657 (multiply ?299658 ?299659)))) (multiply ?299656 (multiply (inverse (multiply (inverse ?299659) (multiply (inverse ?299659) ?299659))) (multiply (inverse ?299659) ?299659))) =?= multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?299660 ?299661)) (multiply ?299660 ?299657))) (multiply (inverse ?299661) (multiply (inverse ?299661) ?299661)))) (multiply ?299658 ?299659))) (multiply (inverse (multiply (inverse ?299659) (multiply (inverse ?299659) ?299659))) (multiply (inverse ?299659) ?299659)) [299661, 299660, 299659, 299658, 299657, 299656] by Super 62471 with 321 at 1,2,1,1,2
% 230.92/58.03  Id : 64044, {_}: multiply (inverse (multiply ?299656 (multiply ?299657 (multiply ?299658 ?299659)))) (multiply ?299656 (multiply (inverse (multiply (inverse ?299659) (multiply (inverse ?299659) ?299659))) (multiply (inverse ?299659) ?299659))) =>= multiply (inverse (multiply ?299657 (multiply ?299658 ?299659))) (multiply (inverse (multiply (inverse ?299659) (multiply (inverse ?299659) ?299659))) (multiply (inverse ?299659) ?299659)) [299659, 299658, 299657, 299656] by Demod 62715 with 321 at 1,1,1,3
% 230.92/58.03  Id : 21301, {_}: ?103043 =<= inverse (multiply (inverse (multiply (inverse (multiply ?103044 (multiply (inverse (multiply ?103045 ?103046)) ?103046))) (multiply ?103044 ?103043))) (multiply (inverse (multiply ?103047 ?103046)) (multiply ?103047 (multiply ?103045 ?103046)))) [103047, 103046, 103045, 103044, 103043] by Super 21159 with 186 at 2,1,3
% 230.92/58.03  Id : 375, {_}: multiply ?2052 ?2053 =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?2052 ?2054)) ?2055)) (multiply (inverse (multiply ?2056 ?2054)) (multiply ?2056 ?2053)))) (multiply (inverse ?2055) (multiply (inverse ?2055) ?2055))) [2056, 2055, 2054, 2053, 2052] by Super 362 with 186 at 2,1,1,1,3
% 230.92/58.03  Id : 5940, {_}: multiply (inverse (multiply ?34863 (multiply ?34864 (inverse (multiply ?34865 (multiply (inverse (multiply ?34866 ?34867)) (multiply (inverse (multiply ?34868 ?34867)) (multiply ?34868 ?34867)))))))) (multiply ?34863 ?34869) =>= multiply ?34865 (multiply (inverse (multiply ?34864 (multiply ?34866 ?34867))) ?34869) [34869, 34868, 34867, 34866, 34865, 34864, 34863] by Super 618 with 186 at 2,2,1,2,2,1,1,2
% 230.92/58.03  Id : 6059, {_}: multiply (inverse (multiply ?36128 (multiply ?36129 (inverse (multiply ?36130 (multiply (inverse (multiply ?36131 ?36132)) (multiply ?36131 (multiply ?36133 ?36132)))))))) (multiply ?36128 ?36134) =>= multiply ?36130 (multiply (inverse (multiply ?36129 (multiply (inverse (multiply ?36133 ?36132)) ?36132))) ?36134) [36134, 36133, 36132, 36131, 36130, 36129, 36128] by Super 5940 with 186 at 2,1,2,2,1,1,2
% 230.92/58.03  Id : 24829, {_}: multiply (inverse ?122374) (multiply (inverse (multiply (inverse (multiply ?122375 ?122376)) (multiply ?122375 ?122377))) ?122378) =<= multiply (inverse ?122374) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?122375 ?122377)) ?122376)) (multiply (inverse (multiply ?122375 ?122377)) ?122377))) ?122378) [122378, 122377, 122376, 122375, 122374] by Super 6059 with 23750 at 1,1,2
% 230.92/58.03  Id : 74588, {_}: multiply (inverse ?345547) (multiply (inverse (multiply (inverse (multiply ?345548 ?345549)) (multiply ?345548 (multiply ?345548 ?345550)))) ?345551) =<= multiply (inverse ?345547) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?345548 (multiply ?345548 ?345550))) ?345549)) (multiply (inverse (multiply ?345552 (multiply ?345548 ?345550))) (multiply ?345552 ?345550)))) ?345551) [345552, 345551, 345550, 345549, 345548, 345547] by Super 24829 with 186 at 2,1,1,2,3
% 230.92/58.04  Id : 74648, {_}: multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply ?346158 ?346159)) (multiply ?346158 (multiply ?346158 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160)))))))) ?346162) =<= multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 (multiply ?346158 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160))))))) ?346159)) (multiply (inverse (multiply ?346163 ?346161)) (multiply ?346163 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160)))))))) ?346162) [346163, 346162, 346161, 346160, 346159, 346158, 346157] by Super 74588 with 2 at 2,1,1,2,1,1,2,3
% 230.92/58.04  Id : 75597, {_}: multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346159)) (multiply (inverse (multiply ?346158 ?346160)) ?346161))) ?346162) =<= multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 (multiply ?346158 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160))))))) ?346159)) (multiply (inverse (multiply ?346163 ?346161)) (multiply ?346163 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160)))))))) ?346162) [346163, 346162, 346161, 346159, 346160, 346158, 346157] by Demod 74648 with 54 at 1,1,2,2
% 230.92/58.04  Id : 75598, {_}: multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346159)) (multiply (inverse (multiply ?346158 ?346160)) ?346161))) ?346162) =<= multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346161)) ?346159)) (multiply (inverse (multiply ?346163 ?346161)) (multiply ?346163 (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346161)) (multiply (inverse ?346160) (multiply (inverse ?346160) ?346160)))))))) ?346162) [346163, 346162, 346161, 346159, 346160, 346158, 346157] by Demod 75597 with 2 at 2,1,1,1,1,1,1,2,3
% 230.92/58.04  Id : 1418, {_}: multiply ?8513 (multiply (inverse (multiply ?8514 ?8515)) (multiply ?8514 (inverse (multiply (inverse (multiply (inverse (multiply ?8516 ?8517)) ?8518)) (multiply (inverse ?8517) (multiply (inverse ?8517) ?8517)))))) =>= multiply ?8513 (multiply (inverse (multiply ?8516 ?8515)) ?8518) [8518, 8517, 8516, 8515, 8514, 8513] by Super 1417 with 2 at 2,2,3
% 230.92/58.04  Id : 1629, {_}: multiply (inverse (multiply ?9775 ?9776)) (multiply ?9775 (inverse (multiply (inverse (multiply (inverse (multiply ?9777 ?9778)) ?9779)) (multiply (inverse ?9778) (multiply (inverse ?9778) ?9778))))) =?= inverse (multiply (inverse (multiply (inverse (multiply ?9780 ?9781)) (multiply ?9780 (multiply (inverse (multiply ?9777 ?9776)) ?9779)))) (multiply (inverse ?9781) (multiply (inverse ?9781) ?9781))) [9781, 9780, 9779, 9778, 9777, 9776, 9775] by Super 321 with 1418 at 2,1,1,1,3
% 230.92/58.04  Id : 1772, {_}: multiply (inverse (multiply ?9775 ?9776)) (multiply ?9775 (inverse (multiply (inverse (multiply (inverse (multiply ?9777 ?9778)) ?9779)) (multiply (inverse ?9778) (multiply (inverse ?9778) ?9778))))) =>= multiply (inverse (multiply ?9777 ?9776)) ?9779 [9779, 9778, 9777, 9776, 9775] by Demod 1629 with 321 at 3
% 230.92/58.04  Id : 75599, {_}: multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346159)) (multiply (inverse (multiply ?346158 ?346160)) ?346161))) ?346162) =?= multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346161)) ?346159)) (multiply (inverse (multiply ?346158 ?346161)) ?346161))) ?346162) [346162, 346161, 346159, 346160, 346158, 346157] by Demod 75598 with 1772 at 2,1,1,2,3
% 230.92/58.04  Id : 23958, {_}: multiply (inverse ?116632) (multiply (inverse (multiply (inverse (multiply ?116633 ?116634)) (multiply ?116633 ?116635))) ?116636) =<= multiply (inverse ?116632) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?116633 ?116635)) ?116634)) (multiply (inverse (multiply ?116633 ?116635)) ?116635))) ?116636) [116636, 116635, 116634, 116633, 116632] by Super 6059 with 23750 at 1,1,2
% 230.92/58.04  Id : 24745, {_}: multiply ?121637 (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?121638 ?121639)) ?121640)) (multiply (inverse (multiply ?121638 ?121639)) ?121639))) ?121641) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?121637 ?121642)) ?121643)) (multiply (inverse (multiply (inverse ?121644) ?121642)) (multiply (inverse ?121644) (multiply (inverse (multiply (inverse (multiply ?121638 ?121640)) (multiply ?121638 ?121639))) ?121641))))) (multiply (inverse ?121643) (multiply (inverse ?121643) ?121643))) [121644, 121643, 121642, 121641, 121640, 121639, 121638, 121637] by Super 375 with 23958 at 2,2,1,1,1,3
% 230.92/58.04  Id : 25192, {_}: multiply ?121637 (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?121638 ?121639)) ?121640)) (multiply (inverse (multiply ?121638 ?121639)) ?121639))) ?121641) =>= multiply ?121637 (multiply (inverse (multiply (inverse (multiply ?121638 ?121640)) (multiply ?121638 ?121639))) ?121641) [121641, 121640, 121639, 121638, 121637] by Demod 24745 with 375 at 3
% 230.92/58.04  Id : 75600, {_}: multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?346158 ?346160)) ?346159)) (multiply (inverse (multiply ?346158 ?346160)) ?346161))) ?346162) =>= multiply (inverse ?346157) (multiply (inverse (multiply (inverse (multiply ?346158 ?346159)) (multiply ?346158 ?346161))) ?346162) [346162, 346161, 346159, 346160, 346158, 346157] by Demod 75599 with 25192 at 3
% 230.92/58.04  Id : 76420, {_}: multiply ?353499 (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?353500 ?353501)) ?353502)) (multiply (inverse (multiply ?353500 ?353501)) ?353503))) ?353504) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?353499 ?353505)) ?353506)) (multiply (inverse (multiply (inverse ?353507) ?353505)) (multiply (inverse ?353507) (multiply (inverse (multiply (inverse (multiply ?353500 ?353502)) (multiply ?353500 ?353503))) ?353504))))) (multiply (inverse ?353506) (multiply (inverse ?353506) ?353506))) [353507, 353506, 353505, 353504, 353503, 353502, 353501, 353500, 353499] by Super 375 with 75600 at 2,2,1,1,1,3
% 230.92/58.04  Id : 77325, {_}: multiply ?353499 (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?353500 ?353501)) ?353502)) (multiply (inverse (multiply ?353500 ?353501)) ?353503))) ?353504) =>= multiply ?353499 (multiply (inverse (multiply (inverse (multiply ?353500 ?353502)) (multiply ?353500 ?353503))) ?353504) [353504, 353503, 353502, 353501, 353500, 353499] by Demod 76420 with 375 at 3
% 230.92/58.04  Id : 278, {_}: multiply (inverse (multiply ?1553 ?1554)) (multiply ?1553 (inverse (multiply (inverse (multiply ?1555 ?1556)) (multiply ?1555 (multiply (inverse ?1554) ?1554))))) =>= multiply (inverse ?1554) ?1556 [1556, 1555, 1554, 1553] by Super 14 with 186 at 1,2,2,2
% 230.92/58.04  Id : 76637, {_}: multiply (inverse ?355587) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?355588 ?355589)) ?355590)) (multiply (inverse (multiply ?355588 ?355589)) ?355591))) ?355592) =>= multiply (inverse ?355587) (multiply (inverse (multiply (inverse (multiply ?355588 ?355590)) (multiply ?355588 ?355591))) ?355592) [355592, 355591, 355590, 355589, 355588, 355587] by Demod 75599 with 25192 at 3
% 230.92/58.04  Id : 76706, {_}: multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) (multiply (inverse (multiply ?356282 ?356280)) (multiply ?356282 ?356283)))) (multiply (inverse ?356281) (multiply (inverse ?356281) ?356281)))) ?356284)) (multiply (multiply ?356279 ?356283) ?356285))) ?356286) =?= multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) (multiply (inverse (multiply ?356282 ?356280)) (multiply ?356282 ?356283)))) ?356284)) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) (multiply (inverse (multiply ?356282 ?356280)) (multiply ?356282 ?356283)))) ?356285))) ?356286) [356286, 356285, 356284, 356283, 356282, 356281, 356280, 356279, 356278] by Super 76637 with 375 at 1,2,1,1,2,2
% 230.92/58.04  Id : 77826, {_}: multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (multiply ?356279 ?356283) ?356284)) (multiply (multiply ?356279 ?356283) ?356285))) ?356286) =<= multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) (multiply (inverse (multiply ?356282 ?356280)) (multiply ?356282 ?356283)))) ?356284)) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) (multiply (inverse (multiply ?356282 ?356280)) (multiply ?356282 ?356283)))) ?356285))) ?356286) [356282, 356281, 356280, 356286, 356285, 356284, 356283, 356279, 356278] by Demod 76706 with 375 at 1,1,1,1,1,2,2
% 230.92/58.05  Id : 77827, {_}: multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (multiply ?356279 ?356283) ?356284)) (multiply (multiply ?356279 ?356283) ?356285))) ?356286) =?= multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) ?356284)) (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356281)) ?356285))) ?356286) [356281, 356280, 356286, 356285, 356284, 356283, 356279, 356278] by Demod 77826 with 75600 at 3
% 230.92/58.05  Id : 77828, {_}: multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (multiply ?356279 ?356283) ?356284)) (multiply (multiply ?356279 ?356283) ?356285))) ?356286) =?= multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?356279 ?356280)) ?356284)) (multiply (inverse (multiply ?356279 ?356280)) ?356285))) ?356286) [356280, 356286, 356285, 356284, 356283, 356279, 356278] by Demod 77827 with 75600 at 3
% 230.92/58.05  Id : 77829, {_}: multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply (multiply ?356279 ?356283) ?356284)) (multiply (multiply ?356279 ?356283) ?356285))) ?356286) =>= multiply (inverse ?356278) (multiply (inverse (multiply (inverse (multiply ?356279 ?356284)) (multiply ?356279 ?356285))) ?356286) [356286, 356285, 356284, 356283, 356279, 356278] by Demod 77828 with 75600 at 3
% 230.92/58.05  Id : 78546, {_}: multiply ?362063 (multiply (inverse (multiply (inverse (multiply (multiply ?362064 ?362065) ?362066)) (multiply (multiply ?362064 ?362065) ?362067))) ?362068) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?362063 ?362069)) ?362070)) (multiply (inverse (multiply (inverse ?362071) ?362069)) (multiply (inverse ?362071) (multiply (inverse (multiply (inverse (multiply ?362064 ?362066)) (multiply ?362064 ?362067))) ?362068))))) (multiply (inverse ?362070) (multiply (inverse ?362070) ?362070))) [362071, 362070, 362069, 362068, 362067, 362066, 362065, 362064, 362063] by Super 375 with 77829 at 2,2,1,1,1,3
% 230.92/58.05  Id : 79491, {_}: multiply ?362063 (multiply (inverse (multiply (inverse (multiply (multiply ?362064 ?362065) ?362066)) (multiply (multiply ?362064 ?362065) ?362067))) ?362068) =>= multiply ?362063 (multiply (inverse (multiply (inverse (multiply ?362064 ?362066)) (multiply ?362064 ?362067))) ?362068) [362068, 362067, 362066, 362065, 362064, 362063] by Demod 78546 with 375 at 3
% 230.92/58.05  Id : 80442, {_}: multiply (inverse (multiply ?370544 (multiply (inverse (multiply (inverse (multiply ?370545 ?370546)) (multiply ?370545 ?370547))) ?370548))) (multiply ?370544 (inverse (multiply (inverse (multiply ?370549 ?370550)) (multiply ?370549 (multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply ?370545 ?370551) ?370546)) (multiply (multiply ?370545 ?370551) ?370547))) ?370548)) (multiply (inverse (multiply (inverse (multiply (multiply ?370545 ?370551) ?370546)) (multiply (multiply ?370545 ?370551) ?370547))) ?370548)))))) =>= multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply ?370545 ?370551) ?370546)) (multiply (multiply ?370545 ?370551) ?370547))) ?370548)) ?370550 [370551, 370550, 370549, 370548, 370547, 370546, 370545, 370544] by Super 278 with 79491 at 1,1,2
% 230.92/58.05  Id : 82775, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?382007 ?382008)) (multiply ?382007 ?382009))) ?382010)) ?382011 =<= multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply ?382007 ?382012) ?382008)) (multiply (multiply ?382007 ?382012) ?382009))) ?382010)) ?382011 [382012, 382011, 382010, 382009, 382008, 382007] by Demod 80442 with 439 at 2
% 230.92/58.05  Id : 82786, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?382112 ?382113)) ?382114)) (multiply (inverse (multiply ?382112 ?382113)) ?382115))) ?382116)) ?382117 =<= multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply (inverse (multiply ?382112 ?382113)) (multiply ?382112 (inverse (multiply (inverse (multiply ?382118 ?382119)) (multiply ?382118 (multiply (inverse ?382113) ?382113)))))) ?382114)) (multiply (multiply (inverse ?382113) ?382119) ?382115))) ?382116)) ?382117 [382119, 382118, 382117, 382116, 382115, 382114, 382113, 382112] by Super 82775 with 278 at 1,2,1,1,1,1,3
% 230.92/58.05  Id : 84531, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?382112 ?382113)) ?382114)) (multiply (inverse (multiply ?382112 ?382113)) ?382115))) ?382116)) ?382117 =?= multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply (inverse ?382113) ?382119) ?382114)) (multiply (multiply (inverse ?382113) ?382119) ?382115))) ?382116)) ?382117 [382119, 382117, 382116, 382115, 382114, 382113, 382112] by Demod 82786 with 278 at 1,1,1,1,1,1,1,3
% 230.92/58.05  Id : 81475, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?370545 ?370546)) (multiply ?370545 ?370547))) ?370548)) ?370550 =<= multiply (inverse (multiply (inverse (multiply (inverse (multiply (multiply ?370545 ?370551) ?370546)) (multiply (multiply ?370545 ?370551) ?370547))) ?370548)) ?370550 [370551, 370550, 370548, 370547, 370546, 370545] by Demod 80442 with 439 at 2
% 230.92/58.05  Id : 88176, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?400398 ?400399)) ?400400)) (multiply (inverse (multiply ?400398 ?400399)) ?400401))) ?400402)) ?400403 =>= multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse ?400399) ?400400)) (multiply (inverse ?400399) ?400401))) ?400402)) ?400403 [400403, 400402, 400401, 400400, 400399, 400398] by Demod 84531 with 81475 at 3
% 230.92/58.05  Id : 88263, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?401257 ?401258)) ?401259)) (multiply (inverse (multiply ?401260 ?401258)) (multiply ?401260 ?401261)))) ?401262)) ?401263 =>= multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse ?401258) ?401259)) (multiply (inverse ?401258) (multiply ?401257 ?401261)))) ?401262)) ?401263 [401263, 401262, 401261, 401260, 401259, 401258, 401257] by Super 88176 with 186 at 2,1,1,1,1,2
% 230.92/58.05  Id : 96923, {_}: multiply (inverse (multiply (inverse (multiply ?440190 ?440191)) ?440192)) (multiply (inverse (multiply (inverse ?440192) ?440191)) (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse ?440193) ?440194)) (multiply (inverse ?440193) (multiply ?440195 ?440196)))) ?440197)) (multiply (inverse ?440192) (multiply ?440190 ?440192))))) =?= multiply (inverse (multiply (inverse (multiply (inverse (multiply ?440195 ?440193)) ?440194)) (multiply (inverse (multiply ?440198 ?440193)) (multiply ?440198 ?440196)))) ?440197 [440198, 440197, 440196, 440195, 440194, 440193, 440192, 440191, 440190] by Super 23750 with 88263 at 1,2,2,2
% 230.92/58.05  Id : 97898, {_}: multiply (inverse (multiply (inverse (multiply (inverse ?440193) ?440194)) (multiply (inverse ?440193) (multiply ?440195 ?440196)))) ?440197 =<= multiply (inverse (multiply (inverse (multiply (inverse (multiply ?440195 ?440193)) ?440194)) (multiply (inverse (multiply ?440198 ?440193)) (multiply ?440198 ?440196)))) ?440197 [440198, 440197, 440196, 440195, 440194, 440193] by Demod 96923 with 23750 at 2
% 230.92/58.05  Id : 99299, {_}: multiply (inverse (multiply (inverse (multiply ?451726 ?451727)) ?451728)) (multiply (inverse (multiply (inverse ?451728) ?451727)) (inverse (multiply (inverse (multiply (inverse (multiply (inverse ?451729) ?451730)) (multiply (inverse ?451729) (multiply ?451731 ?451732)))) (multiply (inverse ?451728) (multiply ?451726 ?451728))))) =?= multiply (inverse (multiply (inverse (multiply ?451731 ?451729)) ?451730)) (multiply (inverse (multiply ?451733 ?451729)) (multiply ?451733 ?451732)) [451733, 451732, 451731, 451730, 451729, 451728, 451727, 451726] by Super 23750 with 97898 at 1,2,2,2
% 230.92/58.05  Id : 100114, {_}: multiply (inverse (multiply (inverse ?451729) ?451730)) (multiply (inverse ?451729) (multiply ?451731 ?451732)) =<= multiply (inverse (multiply (inverse (multiply ?451731 ?451729)) ?451730)) (multiply (inverse (multiply ?451733 ?451729)) (multiply ?451733 ?451732)) [451733, 451732, 451731, 451730, 451729] by Demod 99299 with 23750 at 2
% 230.92/58.05  Id : 101446, {_}: multiply ?460906 (multiply (inverse (multiply (inverse ?460907) (multiply (inverse (multiply ?460908 ?460909)) ?460910))) (multiply (inverse ?460907) (multiply (inverse (multiply ?460908 ?460909)) ?460911))) =?= multiply ?460906 (multiply (inverse (multiply (inverse (multiply ?460908 ?460907)) (multiply ?460908 ?460910))) (multiply (inverse (multiply ?460912 ?460907)) (multiply ?460912 ?460911))) [460912, 460911, 460910, 460909, 460908, 460907, 460906] by Super 77325 with 100114 at 2,2
% 230.92/58.05  Id : 138641, {_}: multiply ?609801 (multiply (inverse (multiply (inverse ?609802) (multiply (inverse (multiply ?609803 ?609804)) ?609805))) (multiply (inverse ?609802) (multiply (inverse (multiply ?609803 ?609804)) ?609806))) =>= multiply ?609801 (multiply (inverse (multiply (inverse ?609802) (multiply ?609803 ?609805))) (multiply (inverse ?609802) (multiply ?609803 ?609806))) [609806, 609805, 609804, 609803, 609802, 609801] by Demod 101446 with 100114 at 2,3
% 230.92/58.05  Id : 138812, {_}: multiply ?611491 (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply (inverse (multiply ?611495 ?611496)) ?611497))) (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611498))) =?= multiply ?611491 (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply ?611495 ?611497))) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply ?611495 ?611498))) [611498, 611497, 611496, 611495, 611494, 611493, 611492, 611491] by Super 138641 with 321 at 1,2,2,2
% 230.92/58.05  Id : 140563, {_}: multiply ?611491 (multiply (inverse (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611497))) (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611498))) =?= multiply ?611491 (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply ?611495 ?611497))) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply ?611495 ?611498))) [611493, 611492, 611498, 611497, 611496, 611495, 611494, 611491] by Demod 138812 with 321 at 1,1,1,2,2
% 230.92/58.06  Id : 140564, {_}: multiply ?611491 (multiply (inverse (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611497))) (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611498))) =?= multiply ?611491 (multiply (inverse (multiply ?611494 (multiply ?611495 ?611497))) (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?611492 ?611493)) (multiply ?611492 ?611494))) (multiply (inverse ?611493) (multiply (inverse ?611493) ?611493)))) (multiply ?611495 ?611498))) [611493, 611492, 611498, 611497, 611496, 611495, 611494, 611491] by Demod 140563 with 321 at 1,1,1,2,3
% 230.92/58.06  Id : 140565, {_}: multiply ?611491 (multiply (inverse (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611497))) (multiply ?611494 (multiply (inverse (multiply ?611495 ?611496)) ?611498))) =>= multiply ?611491 (multiply (inverse (multiply ?611494 (multiply ?611495 ?611497))) (multiply ?611494 (multiply ?611495 ?611498))) [611498, 611497, 611496, 611495, 611494, 611491] by Demod 140564 with 321 at 1,2,2,3
% 230.92/58.06  Id : 144306, {_}: multiply (inverse (multiply ?628196 (multiply (inverse (multiply ?628197 ?628198)) ?628199))) (multiply ?628196 (multiply (inverse (multiply ?628197 ?628198)) ?628200)) =?= inverse (multiply (inverse (multiply (inverse (multiply ?628201 (multiply (inverse (multiply ?628202 ?628203)) ?628203))) (multiply ?628201 (multiply (inverse (multiply ?628196 (multiply ?628197 ?628199))) (multiply ?628196 (multiply ?628197 ?628200)))))) (multiply (inverse (multiply ?628204 ?628203)) (multiply ?628204 (multiply ?628202 ?628203)))) [628204, 628203, 628202, 628201, 628200, 628199, 628198, 628197, 628196] by Super 21301 with 140565 at 2,1,1,1,3
% 230.92/58.06  Id : 145346, {_}: multiply (inverse (multiply ?628196 (multiply (inverse (multiply ?628197 ?628198)) ?628199))) (multiply ?628196 (multiply (inverse (multiply ?628197 ?628198)) ?628200)) =>= multiply (inverse (multiply ?628196 (multiply ?628197 ?628199))) (multiply ?628196 (multiply ?628197 ?628200)) [628200, 628199, 628198, 628197, 628196] by Demod 144306 with 21301 at 3
% 230.92/58.06  Id : 147192, {_}: multiply (inverse (multiply ?635963 (multiply (inverse ?635964) (multiply ?635965 ?635964)))) (multiply ?635963 (multiply (inverse ?635964) (multiply (inverse ?635964) ?635964))) =?= multiply (inverse (multiply (inverse (multiply (inverse ?635964) (multiply (inverse ?635964) ?635964))) (multiply ?635965 ?635964))) (multiply (inverse (multiply (inverse ?635964) (multiply (inverse ?635964) ?635964))) (multiply (inverse ?635964) ?635964)) [635965, 635964, 635963] by Super 64044 with 145346 at 2
% 230.92/58.06  Id : 148545, {_}: multiply (inverse (multiply ?635963 (multiply (inverse ?635964) (multiply ?635965 ?635964)))) (multiply ?635963 (multiply (inverse ?635964) (multiply (inverse ?635964) ?635964))) =?= multiply (inverse (multiply (inverse (multiply (inverse ?635964) ?635964)) (multiply ?635965 ?635964))) (multiply (inverse (multiply (inverse ?635964) ?635964)) (multiply (inverse ?635964) ?635964)) [635965, 635964, 635963] by Demod 147192 with 100114 at 3
% 230.92/58.06  Id : 150060, {_}: multiply (inverse (multiply ?646738 (multiply (inverse ?646739) (multiply ?646740 ?646739)))) (multiply ?646738 (multiply (inverse ?646739) (multiply (inverse ?646739) ?646739))) =>= multiply (inverse (multiply (inverse ?646739) (multiply ?646740 ?646739))) (multiply (inverse ?646739) (multiply (inverse ?646739) ?646739)) [646740, 646739, 646738] by Demod 148545 with 100114 at 3
% 230.92/58.06  Id : 150378, {_}: multiply (inverse ?648956) (multiply (inverse (multiply (inverse (multiply ?648957 ?648958)) (multiply ?648957 (inverse ?648956)))) (multiply (inverse ?648958) (multiply (inverse ?648958) ?648958))) =?= multiply (inverse (multiply (inverse ?648958) (multiply (inverse ?648958) ?648958))) (multiply (inverse ?648958) (multiply (inverse ?648958) ?648958)) [648958, 648957, 648956] by Super 150060 with 38005 at 1,1,2
% 230.92/58.06  Id : 153389, {_}: multiply (inverse ?654967) ?654967 =?= multiply (inverse (multiply (inverse ?654968) (multiply (inverse ?654968) ?654968))) (multiply (inverse ?654968) (multiply (inverse ?654968) ?654968)) [654968, 654967] by Demod 150378 with 38005 at 2,2
% 230.92/58.06  Id : 152333, {_}: multiply (inverse ?648956) ?648956 =?= multiply (inverse (multiply (inverse ?648958) (multiply (inverse ?648958) ?648958))) (multiply (inverse ?648958) (multiply (inverse ?648958) ?648958)) [648958, 648956] by Demod 150378 with 38005 at 2,2
% 230.92/58.06  Id : 153648, {_}: multiply (inverse ?656510) ?656510 =?= multiply (inverse ?656511) ?656511 [656511, 656510] by Super 153389 with 152333 at 3
% 230.92/58.06  Id : 156187, {_}: ?659458 =<= inverse (multiply (inverse (multiply (inverse ?659459) ?659459)) (multiply (inverse ?659458) (multiply (inverse ?659458) ?659458))) [659459, 659458] by Super 36213 with 153648 at 1,1,1,3
% 230.92/58.06  Id : 443, {_}: multiply (inverse (multiply ?2312 ?2313)) (multiply ?2312 (inverse (multiply (inverse (multiply (inverse (multiply (inverse ?2313) ?2314)) ?2315)) (multiply (inverse (multiply ?2316 ?2314)) (multiply ?2316 ?2313))))) =>= multiply (inverse ?2313) ?2315 [2316, 2315, 2314, 2313, 2312] by Super 434 with 186 at 2,1,2,2,2
% 230.92/58.06  Id : 2425, {_}: multiply (inverse (multiply ?13690 ?13691)) (multiply ?13690 (inverse (multiply (inverse (multiply (inverse ?13692) (multiply ?13693 ?13694))) (multiply (inverse (multiply ?13695 (inverse (multiply (inverse (multiply (inverse (multiply ?13693 ?13696)) ?13692)) (multiply (inverse ?13696) (multiply (inverse ?13696) ?13696)))))) (multiply ?13695 ?13691))))) =>= multiply (inverse ?13691) (multiply (inverse ?13691) ?13694) [13696, 13695, 13694, 13693, 13692, 13691, 13690] by Super 443 with 2317 at 1,1,1,2,2,2
% 230.92/58.06  Id : 2698, {_}: multiply (inverse (multiply ?15351 ?15352)) (multiply ?15351 (inverse (multiply (inverse (multiply (inverse ?15353) (multiply ?15354 ?15355))) (multiply (inverse ?15353) (multiply ?15354 ?15352))))) =>= multiply (inverse ?15352) (multiply (inverse ?15352) ?15355) [15355, 15354, 15353, 15352, 15351] by Demod 2425 with 2317 at 2,1,2,2,2
% 230.92/58.06  Id : 2770, {_}: multiply (inverse (multiply ?15942 ?15943)) (multiply ?15942 (inverse (multiply (inverse (multiply ?15944 (multiply ?15945 ?15946))) (multiply ?15944 (multiply ?15945 ?15943))))) =>= multiply (inverse ?15943) (multiply (inverse ?15943) ?15946) [15946, 15945, 15944, 15943, 15942] by Super 2698 with 186 at 1,2,2,2
% 230.92/58.06  Id : 29862, {_}: multiply (inverse (multiply ?142755 (multiply (inverse (multiply (inverse ?142756) ?142757)) (inverse (multiply (inverse ?142758) (multiply (inverse ?142756) (multiply ?142759 ?142756))))))) (multiply ?142755 ?142760) =>= multiply (inverse ?142758) (multiply (inverse (multiply (inverse (multiply ?142759 ?142757)) ?142756)) ?142760) [142760, 142759, 142758, 142757, 142756, 142755] by Super 186 with 23750 at 1,1,3
% 230.92/58.06  Id : 29985, {_}: multiply (inverse (multiply ?143982 (multiply (inverse (multiply (inverse ?143983) ?143984)) (inverse (multiply ?143985 (multiply (inverse ?143983) (multiply ?143986 ?143983))))))) (multiply ?143982 ?143987) =?= multiply (inverse (multiply (inverse (multiply (inverse (multiply ?143988 ?143989)) (multiply ?143988 ?143985))) (multiply (inverse ?143989) (multiply (inverse ?143989) ?143989)))) (multiply (inverse (multiply (inverse (multiply ?143986 ?143984)) ?143983)) ?143987) [143989, 143988, 143987, 143986, 143985, 143984, 143983, 143982] by Super 29862 with 321 at 1,1,2,2,1,1,2
% 230.92/58.06  Id : 30363, {_}: multiply (inverse (multiply ?143982 (multiply (inverse (multiply (inverse ?143983) ?143984)) (inverse (multiply ?143985 (multiply (inverse ?143983) (multiply ?143986 ?143983))))))) (multiply ?143982 ?143987) =>= multiply ?143985 (multiply (inverse (multiply (inverse (multiply ?143986 ?143984)) ?143983)) ?143987) [143987, 143986, 143985, 143984, 143983, 143982] by Demod 29985 with 321 at 1,3
% 230.92/58.06  Id : 30538, {_}: multiply (inverse (multiply ?146427 ?146428)) (multiply ?146427 (inverse (multiply ?146429 (multiply (inverse (multiply (inverse (multiply ?146430 ?146431)) ?146432)) (multiply (inverse (multiply (inverse ?146432) ?146431)) ?146428))))) =>= multiply (inverse ?146428) (multiply (inverse ?146428) (inverse (multiply ?146429 (multiply (inverse ?146432) (multiply ?146430 ?146432))))) [146432, 146431, 146430, 146429, 146428, 146427] by Super 2770 with 30363 at 1,2,2,2
% 230.92/58.06  Id : 1263, {_}: multiply ?6906 (multiply (inverse (multiply ?6908 ?6907)) (multiply ?6908 ?6909)) =?= multiply ?6906 (multiply (inverse (multiply ?6910 ?6907)) (multiply ?6910 ?6909)) [6910, 6909, 6907, 6908, 6906] by Demod 1177 with 645 at 2
% 230.92/58.06  Id : 276, {_}: multiply (inverse (multiply ?1541 (multiply ?1542 ?1543))) (multiply ?1541 (inverse (multiply (inverse ?1544) (multiply (inverse (multiply ?1542 ?1543)) (multiply (inverse (multiply ?1545 ?1543)) (multiply ?1545 ?1543)))))) =>= ?1544 [1545, 1544, 1543, 1542, 1541] by Super 14 with 186 at 2,2,1,2,2,2
% 230.92/58.06  Id : 37379, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?190565 (inverse ?190566))) ?190567)) (multiply (inverse (multiply (inverse ?190567) (inverse ?190566))) (inverse ?190566)))) (multiply (inverse ?190567) (multiply ?190565 ?190567)) =>= ?190566 [190567, 190566, 190565] by Super 276 with 36631 at 2,2
% 230.92/58.06  Id : 158718, {_}: multiply (inverse ?670164) ?670164 =<= inverse (multiply ?670164 (multiply (inverse ?670164) (multiply (inverse ?670164) ?670164))) [670164] by Super 321 with 156187 at 1,1,3
% 230.92/58.06  Id : 158772, {_}: multiply (inverse ?670446) ?670446 =<= inverse (multiply ?670446 (multiply (inverse ?670446) (multiply (inverse ?670447) ?670447))) [670447, 670446] by Super 158718 with 153648 at 2,2,1,3
% 230.92/58.06  Id : 158855, {_}: multiply (inverse (inverse (multiply (inverse ?670845) ?670845))) (inverse (multiply (inverse ?670845) ?670845)) =>= inverse (multiply (inverse ?670845) ?670845) [670845] by Super 158718 with 156187 at 3
% 230.92/58.06  Id : 160253, {_}: multiply (inverse ?673755) ?673755 =?= inverse (multiply (inverse ?673756) ?673756) [673756, 673755] by Super 153648 with 158855 at 3
% 230.92/58.06  Id : 161465, {_}: multiply (inverse ?675909) ?675909 =<= inverse (multiply ?675909 (multiply (inverse ?675909) (inverse (multiply (inverse ?675910) ?675910)))) [675910, 675909] by Super 158772 with 160253 at 2,2,1,3
% 230.92/58.06  Id : 160522, {_}: multiply (inverse (inverse (multiply (inverse ?675140) ?675140))) (inverse (multiply (inverse ?675140) ?675140)) =>= inverse (multiply (inverse ?675140) ?675140) [675140] by Super 158718 with 156187 at 3
% 230.92/58.06  Id : 160576, {_}: multiply (inverse (inverse (multiply (inverse ?675423) ?675423))) (inverse (multiply (inverse ?675424) ?675424)) =>= inverse (multiply (inverse ?675423) ?675423) [675424, 675423] by Super 160522 with 153648 at 1,2,2
% 230.92/58.06  Id : 163697, {_}: multiply (inverse (inverse (multiply (inverse ?686500) ?686500))) (inverse (multiply (inverse ?686500) ?686500)) =>= inverse (multiply (inverse (multiply (inverse ?686500) ?686500)) (inverse (multiply (inverse ?686500) ?686500))) [686500] by Super 161465 with 160576 at 2,1,3
% 230.92/58.06  Id : 170597, {_}: inverse (multiply (inverse ?713871) ?713871) =<= inverse (multiply (inverse (multiply (inverse ?713871) ?713871)) (inverse (multiply (inverse ?713871) ?713871))) [713871] by Demod 163697 with 160576 at 2
% 230.92/58.06  Id : 170685, {_}: inverse (multiply (inverse ?714290) ?714290) =<= inverse (multiply (inverse (multiply (inverse ?714290) ?714290)) (multiply (inverse ?714291) ?714291)) [714291, 714290] by Super 170597 with 160253 at 2,1,3
% 230.92/58.07  Id : 171867, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?716334 (inverse (multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336))))) ?716337)) (multiply (inverse (multiply (inverse ?716337) (inverse (multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336))))) (inverse (multiply (inverse ?716335) ?716335))))) (multiply (inverse ?716337) (multiply ?716334 ?716337)) =>= multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336) [716337, 716336, 716335, 716334] by Super 37379 with 170685 at 2,2,1,1,2
% 230.92/58.07  Id : 172327, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?716334 (inverse (multiply (inverse ?716335) ?716335)))) ?716337)) (multiply (inverse (multiply (inverse ?716337) (inverse (multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336))))) (inverse (multiply (inverse ?716335) ?716335))))) (multiply (inverse ?716337) (multiply ?716334 ?716337)) =>= multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336) [716336, 716337, 716335, 716334] by Demod 171867 with 170685 at 2,1,1,1,1,1,1,2
% 230.92/58.07  Id : 172328, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?716334 (inverse (multiply (inverse ?716335) ?716335)))) ?716337)) (multiply (inverse (multiply (inverse ?716337) (inverse (multiply (inverse ?716335) ?716335)))) (inverse (multiply (inverse ?716335) ?716335))))) (multiply (inverse ?716337) (multiply ?716334 ?716337)) =?= multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336) [716336, 716337, 716335, 716334] by Demod 172327 with 170685 at 2,1,1,2,1,1,2
% 230.92/58.08  Id : 172329, {_}: multiply (inverse ?716335) ?716335 =<= multiply (inverse (multiply (inverse ?716335) ?716335)) (multiply (inverse ?716336) ?716336) [716336, 716335] by Demod 172328 with 37379 at 2
% 230.92/58.08  Id : 180596, {_}: multiply ?737989 (multiply (inverse (multiply ?737990 ?737991)) (multiply ?737990 ?737991)) =>= multiply ?737989 (multiply (inverse ?737991) ?737991) [737991, 737990, 737989] by Super 1263 with 172329 at 2,3
% 230.92/58.08  Id : 163858, {_}: inverse (multiply (inverse ?686500) ?686500) =<= inverse (multiply (inverse (multiply (inverse ?686500) ?686500)) (inverse (multiply (inverse ?686500) ?686500))) [686500] by Demod 163697 with 160576 at 2
% 230.92/58.08  Id : 170528, {_}: multiply (inverse (multiply (inverse (multiply ?713546 ?713547)) (multiply ?713546 (inverse (multiply (inverse ?713548) ?713548))))) (multiply (inverse ?713547) (multiply (inverse ?713547) ?713547)) =?= multiply (inverse (multiply (inverse ?713548) ?713548)) (inverse (multiply (inverse ?713548) ?713548)) [713548, 713547, 713546] by Super 38005 with 163858 at 2,2,1,1,2
% 230.92/58.08  Id : 170884, {_}: multiply (inverse ?713548) ?713548 =<= multiply (inverse (multiply (inverse ?713548) ?713548)) (inverse (multiply (inverse ?713548) ?713548)) [713548] by Demod 170528 with 38005 at 2
% 230.92/58.08  Id : 180678, {_}: multiply ?738558 (multiply (inverse (multiply (inverse (multiply (inverse ?738559) ?738559)) (inverse (multiply (inverse ?738559) ?738559)))) (multiply (inverse ?738559) ?738559)) =>= multiply ?738558 (multiply (inverse (inverse (multiply (inverse ?738559) ?738559))) (inverse (multiply (inverse ?738559) ?738559))) [738559, 738558] by Super 180596 with 170884 at 2,2,2
% 230.92/58.08  Id : 182350, {_}: multiply ?738558 (multiply (inverse (multiply (inverse ?738559) ?738559)) (multiply (inverse ?738559) ?738559)) =<= multiply ?738558 (multiply (inverse (inverse (multiply (inverse ?738559) ?738559))) (inverse (multiply (inverse ?738559) ?738559))) [738559, 738558] by Demod 180678 with 170884 at 1,1,2,2
% 230.92/58.08  Id : 182351, {_}: multiply ?738558 (multiply (inverse (multiply (inverse ?738559) ?738559)) (multiply (inverse ?738559) ?738559)) =>= multiply ?738558 (inverse (multiply (inverse ?738559) ?738559)) [738559, 738558] by Demod 182350 with 160576 at 2,3
% 230.92/58.08  Id : 173133, {_}: multiply ?719527 (multiply (inverse (multiply ?719528 ?719529)) (multiply ?719528 ?719529)) =>= multiply ?719527 (multiply (inverse ?719529) ?719529) [719529, 719528, 719527] by Super 1263 with 172329 at 2,3
% 230.92/58.08  Id : 182352, {_}: multiply ?738558 (multiply (inverse ?738559) ?738559) =<= multiply ?738558 (inverse (multiply (inverse ?738559) ?738559)) [738559, 738558] by Demod 182351 with 173133 at 2
% 230.92/58.08  Id : 183139, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?741462 ?741463)) ?741464)) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) (multiply (inverse (multiply (inverse (multiply ?741462 ?741463)) ?741464)) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461)))) =>= multiply (inverse ?741461) (multiply (inverse ?741461) (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?741462 ?741463)) ?741464)) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) (multiply (inverse ?741464) (multiply ?741462 ?741464))))) [741464, 741463, 741462, 741461, 741460] by Super 30538 with 182352 at 2,2
% 230.92/58.08  Id : 101439, {_}: multiply ?460845 (multiply (inverse (multiply (inverse ?460846) (multiply (multiply ?460847 ?460848) ?460849))) (multiply (inverse ?460846) (multiply (multiply ?460847 ?460848) ?460850))) =?= multiply ?460845 (multiply (inverse (multiply (inverse (multiply ?460847 ?460846)) (multiply ?460847 ?460849))) (multiply (inverse (multiply ?460851 ?460846)) (multiply ?460851 ?460850))) [460851, 460850, 460849, 460848, 460847, 460846, 460845] by Super 79491 with 100114 at 2,2
% 230.92/58.08  Id : 104465, {_}: multiply ?475995 (multiply (inverse (multiply (inverse ?475996) (multiply (multiply ?475997 ?475998) ?475999))) (multiply (inverse ?475996) (multiply (multiply ?475997 ?475998) ?476000))) =>= multiply ?475995 (multiply (inverse (multiply (inverse ?475996) (multiply ?475997 ?475999))) (multiply (inverse ?475996) (multiply ?475997 ?476000))) [476000, 475999, 475998, 475997, 475996, 475995] by Demod 101439 with 100114 at 2,3
% 230.92/58.08  Id : 104737, {_}: multiply ?478710 (multiply ?478711 (multiply (inverse (multiply (multiply ?478712 ?478713) ?478714)) (multiply (multiply ?478712 ?478713) ?478715))) =?= multiply ?478710 (multiply (inverse (multiply (inverse ?478716) (multiply ?478712 (inverse (multiply ?478711 (multiply (inverse ?478714) (multiply (inverse ?478714) ?478714))))))) (multiply (inverse ?478716) (multiply ?478712 ?478715))) [478716, 478715, 478714, 478713, 478712, 478711, 478710] by Super 104465 with 578 at 2,2
% 230.92/58.08  Id : 106518, {_}: multiply ?483973 (multiply ?483974 (multiply (inverse (multiply (multiply ?483975 ?483976) ?483977)) (multiply (multiply ?483975 ?483976) ?483978))) =>= multiply ?483973 (multiply ?483974 (multiply (inverse (multiply ?483975 ?483977)) (multiply ?483975 ?483978))) [483978, 483977, 483976, 483975, 483974, 483973] by Demod 104737 with 578 at 2,3
% 230.92/58.08  Id : 106528, {_}: multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (multiply (inverse (multiply ?484069 ?484070)) (multiply ?484069 (inverse (multiply (inverse (multiply ?484071 ?484072)) (multiply ?484071 (multiply (inverse ?484070) ?484070)))))) ?484073)) (multiply (multiply (inverse ?484070) ?484072) ?484074))) =>= multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (inverse (multiply ?484069 ?484070)) ?484073)) (multiply (inverse (multiply ?484069 ?484070)) ?484074))) [484074, 484073, 484072, 484071, 484070, 484069, 484068, 484067] by Super 106518 with 278 at 1,2,2,2,2
% 230.92/58.08  Id : 107912, {_}: multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (multiply (inverse ?484070) ?484072) ?484073)) (multiply (multiply (inverse ?484070) ?484072) ?484074))) =?= multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (inverse (multiply ?484069 ?484070)) ?484073)) (multiply (inverse (multiply ?484069 ?484070)) ?484074))) [484069, 484074, 484073, 484072, 484070, 484068, 484067] by Demod 106528 with 278 at 1,1,1,2,2,2
% 230.92/58.08  Id : 105963, {_}: multiply ?478710 (multiply ?478711 (multiply (inverse (multiply (multiply ?478712 ?478713) ?478714)) (multiply (multiply ?478712 ?478713) ?478715))) =>= multiply ?478710 (multiply ?478711 (multiply (inverse (multiply ?478712 ?478714)) (multiply ?478712 ?478715))) [478715, 478714, 478713, 478712, 478711, 478710] by Demod 104737 with 578 at 2,3
% 230.92/58.08  Id : 107913, {_}: multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (inverse ?484070) ?484073)) (multiply (inverse ?484070) ?484074))) =<= multiply ?484067 (multiply ?484068 (multiply (inverse (multiply (inverse (multiply ?484069 ?484070)) ?484073)) (multiply (inverse (multiply ?484069 ?484070)) ?484074))) [484069, 484074, 484073, 484070, 484068, 484067] by Demod 107912 with 105963 at 2
% 230.92/58.08  Id : 183700, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse (multiply (inverse ?741464) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) (multiply (inverse ?741464) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461)))) =?= multiply (inverse ?741461) (multiply (inverse ?741461) (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?741462 ?741463)) ?741464)) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) (multiply (inverse ?741464) (multiply ?741462 ?741464))))) [741462, 741463, 741464, 741461, 741460] by Demod 183139 with 107913 at 2
% 230.92/58.08  Id : 183701, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse (multiply (inverse ?741464) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) (multiply (inverse ?741464) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461)))) =>= multiply (inverse ?741461) (multiply (inverse ?741461) ?741461) [741463, 741464, 741461, 741460] by Demod 183700 with 36213 at 2,2,3
% 230.92/58.08  Id : 183702, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461)) (multiply (inverse (multiply (inverse ?741464) ?741463)) ?741461))) =>= multiply (inverse ?741461) (multiply (inverse ?741461) ?741461) [741463, 741464, 741461, 741460] by Demod 183701 with 173133 at 2,2
% 230.92/58.08  Id : 183703, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse (multiply (inverse ?741463) ?741461)) (multiply (inverse ?741463) ?741461))) =>= multiply (inverse ?741461) (multiply (inverse ?741461) ?741461) [741463, 741461, 741460] by Demod 183702 with 107913 at 2
% 230.92/58.08  Id : 183704, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse ?741461) ?741461)) =>= multiply (inverse ?741461) (multiply (inverse ?741461) ?741461) [741461, 741460] by Demod 183703 with 173133 at 2,2
% 230.92/58.08  Id : 201894, {_}: ?779914 =<= inverse (multiply (inverse ?779914) (multiply (inverse ?779914) ?779914)) [779914] by Super 156187 with 183704 at 1,3
% 230.92/58.08  Id : 197120, {_}: ?771912 =<= inverse (multiply (inverse ?771912) (multiply (inverse ?771912) ?771912)) [771912] by Super 156187 with 183704 at 1,3
% 230.92/58.08  Id : 202016, {_}: multiply (inverse ?780454) (multiply (inverse ?780454) ?780454) =<= inverse (multiply ?780454 (multiply (inverse (multiply (inverse ?780454) (multiply (inverse ?780454) ?780454))) (multiply (inverse ?780454) (multiply (inverse ?780454) ?780454)))) [780454] by Super 201894 with 197120 at 1,1,3
% 230.92/58.08  Id : 202761, {_}: multiply (inverse ?780454) (multiply (inverse ?780454) ?780454) =<= inverse (multiply ?780454 (multiply (inverse (multiply (inverse ?780454) ?780454)) (multiply (inverse ?780454) ?780454))) [780454] by Demod 202016 with 173133 at 1,3
% 230.92/58.08  Id : 202762, {_}: multiply (inverse ?780454) (multiply (inverse ?780454) ?780454) =>= inverse (multiply ?780454 (multiply (inverse ?780454) ?780454)) [780454] by Demod 202761 with 173133 at 1,3
% 230.92/58.08  Id : 203867, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse (multiply ?17 (multiply (inverse ?17) ?17))))) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?15 ?17)) ?18)) ?16)) (multiply (inverse ?18) (multiply (inverse ?18) ?18))) [18, 17, 16, 15] by Demod 5 with 202762 at 2,1,2,2
% 231.24/58.10  Id : 203868, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse (multiply ?17 (multiply (inverse ?17) ?17))))) =?= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?15 ?17)) ?18)) ?16)) (inverse (multiply ?18 (multiply (inverse ?18) ?18)))) [18, 17, 16, 15] by Demod 203867 with 202762 at 2,1,3
% 231.24/58.10  Id : 203864, {_}: ?1445 =<= inverse (multiply (inverse (multiply (inverse (multiply ?1446 ?1447)) (multiply ?1446 ?1445))) (inverse (multiply ?1447 (multiply (inverse ?1447) ?1447)))) [1447, 1446, 1445] by Demod 321 with 202762 at 2,1,3
% 231.24/58.10  Id : 201959, {_}: ?780218 =<= inverse (multiply (inverse ?780218) (multiply (inverse ?780219) ?780219)) [780219, 780218] by Super 201894 with 153648 at 2,1,3
% 231.24/58.10  Id : 206369, {_}: ?786259 =<= inverse (multiply (inverse (multiply ?786260 (multiply (inverse ?786260) ?786259))) (inverse (multiply (multiply (inverse ?786261) ?786261) (multiply (inverse (multiply (inverse ?786261) ?786261)) (multiply (inverse ?786261) ?786261))))) [786261, 786260, 786259] by Super 203864 with 201959 at 1,1,1,1,3
% 231.24/58.10  Id : 206582, {_}: ?786259 =<= inverse (multiply (inverse (multiply ?786260 (multiply (inverse ?786260) ?786259))) (multiply (inverse (multiply (inverse ?786261) ?786261)) (multiply (inverse ?786261) ?786261))) [786261, 786260, 786259] by Demod 206369 with 158772 at 2,1,3
% 231.24/58.10  Id : 206583, {_}: ?786259 =<= multiply ?786260 (multiply (inverse ?786260) ?786259) [786260, 786259] by Demod 206582 with 201959 at 3
% 231.24/58.10  Id : 207096, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse ?17))) =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?15 ?17)) ?18)) ?16)) (inverse (multiply ?18 (multiply (inverse ?18) ?18)))) [18, 17, 16, 15] by Demod 203868 with 206583 at 1,2,1,2,2
% 231.24/58.10  Id : 207097, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse ?17))) =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?15 ?17)) ?18)) ?16)) (inverse ?18)) [18, 17, 16, 15] by Demod 207096 with 206583 at 1,2,1,3
% 231.24/58.10  Id : 367, {_}: ?2004 =<= inverse (multiply (inverse (multiply (inverse (multiply ?2005 (multiply ?2006 ?2007))) (multiply ?2005 ?2004))) (multiply (inverse (multiply ?2006 ?2007)) (multiply (inverse (multiply ?2008 ?2007)) (multiply ?2008 ?2007)))) [2008, 2007, 2006, 2005, 2004] by Super 362 with 186 at 2,2,1,3
% 231.24/58.10  Id : 24025, {_}: multiply (inverse (multiply ?117096 ?117097)) (multiply ?117096 (multiply (inverse (multiply (inverse ?117098) ?117099)) (inverse (multiply (inverse ?117100) (multiply (inverse ?117098) (multiply ?117101 ?117098)))))) =>= multiply (inverse (multiply (inverse (multiply (inverse (multiply ?117101 ?117099)) ?117098)) ?117097)) ?117100 [117101, 117100, 117099, 117098, 117097, 117096] by Super 186 with 23750 at 2,3
% 231.24/58.10  Id : 43145, {_}: multiply (inverse ?223042) (inverse (multiply (inverse ?223043) (multiply (inverse ?223044) (multiply ?223045 ?223044)))) =<= inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?223045 ?223046)) ?223044)) ?223042)) ?223043)) (multiply (inverse ?223042) (multiply (inverse (multiply (inverse ?223044) ?223046)) ?223042))) [223046, 223045, 223044, 223043, 223042] by Super 42770 with 24025 at 1,1,1,3
% 231.24/58.10  Id : 44115, {_}: ?227591 =<= multiply (inverse (multiply (inverse ?227592) ?227593)) (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?227594 ?227593)) ?227592)) ?227591)) (multiply (inverse ?227592) (multiply ?227594 ?227592)))) [227594, 227593, 227592, 227591] by Super 367 with 43145 at 3
% 231.24/58.10  Id : 46635, {_}: multiply (inverse (multiply ?243576 ?243577)) (multiply ?243576 (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?243578 ?243579)) ?243580)) ?243581)) (multiply (inverse ?243580) (multiply ?243578 ?243580))))) =>= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243580, 243579, 243578, 243577, 243576] by Super 186 with 44115 at 2,3
% 231.24/58.10  Id : 207526, {_}: ?789720 =<= multiply ?789721 (multiply (inverse ?789721) ?789720) [789721, 789720] by Demod 206582 with 201959 at 3
% 231.24/58.10  Id : 207585, {_}: ?790076 =<= multiply ?790076 (multiply (inverse ?790077) ?790077) [790077, 790076] by Super 207526 with 153648 at 2,3
% 231.24/58.10  Id : 210766, {_}: multiply (inverse (multiply ?1553 ?1554)) (multiply ?1553 (inverse (multiply (inverse (multiply ?1555 ?1556)) ?1555))) =>= multiply (inverse ?1554) ?1556 [1556, 1555, 1554, 1553] by Demod 278 with 207585 at 2,1,2,2,2
% 231.24/58.10  Id : 203873, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse ?741461) ?741461)) =>= inverse (multiply ?741461 (multiply (inverse ?741461) ?741461)) [741461, 741460] by Demod 183704 with 202762 at 3
% 231.24/58.10  Id : 207099, {_}: multiply (inverse (multiply ?741460 ?741461)) (multiply ?741460 (multiply (inverse ?741461) ?741461)) =>= inverse ?741461 [741461, 741460] by Demod 203873 with 206583 at 1,3
% 231.24/58.10  Id : 210779, {_}: multiply (inverse (multiply ?741460 ?741461)) ?741460 =>= inverse ?741461 [741461, 741460] by Demod 207099 with 207585 at 2,2
% 231.24/58.10  Id : 210827, {_}: multiply (inverse (multiply ?1553 ?1554)) (multiply ?1553 (inverse (inverse ?1556))) =>= multiply (inverse ?1554) ?1556 [1556, 1554, 1553] by Demod 210766 with 210779 at 1,2,2,2
% 231.24/58.10  Id : 203876, {_}: ?771912 =<= inverse (inverse (multiply ?771912 (multiply (inverse ?771912) ?771912))) [771912] by Demod 197120 with 202762 at 1,3
% 231.24/58.10  Id : 207107, {_}: ?771912 =<= inverse (inverse ?771912) [771912] by Demod 203876 with 206583 at 1,1,3
% 231.24/58.10  Id : 210828, {_}: multiply (inverse (multiply ?1553 ?1554)) (multiply ?1553 ?1556) =>= multiply (inverse ?1554) ?1556 [1556, 1554, 1553] by Demod 210827 with 207107 at 2,2,2
% 231.24/58.10  Id : 210877, {_}: multiply (inverse ?243577) (inverse (multiply (inverse (multiply (inverse (multiply (inverse (multiply ?243578 ?243579)) ?243580)) ?243581)) (multiply (inverse ?243580) (multiply ?243578 ?243580)))) =>= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243580, 243579, 243578, 243577] by Demod 46635 with 210828 at 2
% 231.24/58.10  Id : 43651, {_}: multiply (inverse (multiply ?225414 ?225415)) ?225416 =<= inverse (multiply (inverse (multiply (inverse (multiply ?225417 (multiply ?225414 ?225415))) (multiply ?225417 (multiply ?225414 ?225416)))) (multiply (inverse (multiply ?225418 ?225415)) (multiply ?225418 (multiply ?225414 ?225415)))) [225418, 225417, 225416, 225415, 225414] by Super 43589 with 186 at 2,1,3
% 231.24/58.10  Id : 180041, {_}: multiply (inverse (multiply ?2286 (multiply ?2287 ?2288))) (multiply ?2286 (inverse (multiply (inverse (multiply ?2289 ?2290)) (multiply ?2289 (multiply (inverse ?2288) ?2288))))) =>= multiply (inverse (multiply ?2287 ?2288)) ?2290 [2290, 2289, 2288, 2287, 2286] by Demod 439 with 173133 at 2,1,2,2,2
% 231.24/58.10  Id : 210769, {_}: multiply (inverse (multiply ?2286 (multiply ?2287 ?2288))) (multiply ?2286 (inverse (multiply (inverse (multiply ?2289 ?2290)) ?2289))) =>= multiply (inverse (multiply ?2287 ?2288)) ?2290 [2290, 2289, 2288, 2287, 2286] by Demod 180041 with 207585 at 2,1,2,2,2
% 231.24/58.10  Id : 210787, {_}: multiply (inverse (multiply ?2286 (multiply ?2287 ?2288))) (multiply ?2286 (inverse (inverse ?2290))) =>= multiply (inverse (multiply ?2287 ?2288)) ?2290 [2290, 2288, 2287, 2286] by Demod 210769 with 210779 at 1,2,2,2
% 231.24/58.10  Id : 210788, {_}: multiply (inverse (multiply ?2286 (multiply ?2287 ?2288))) (multiply ?2286 ?2290) =>= multiply (inverse (multiply ?2287 ?2288)) ?2290 [2290, 2288, 2287, 2286] by Demod 210787 with 207107 at 2,2,2
% 231.24/58.10  Id : 210791, {_}: multiply (inverse (multiply ?225414 ?225415)) ?225416 =<= inverse (multiply (inverse (multiply (inverse (multiply ?225414 ?225415)) (multiply ?225414 ?225416))) (multiply (inverse (multiply ?225418 ?225415)) (multiply ?225418 (multiply ?225414 ?225415)))) [225418, 225416, 225415, 225414] by Demod 43651 with 210788 at 1,1,1,3
% 231.24/58.10  Id : 203862, {_}: multiply (inverse (multiply ?12392 (inverse (multiply (inverse (multiply (inverse (multiply ?12393 ?12394)) ?12395)) (inverse (multiply ?12394 (multiply (inverse ?12394) ?12394))))))) (multiply ?12392 ?12396) =>= multiply (inverse ?12395) (multiply ?12393 ?12396) [12396, 12395, 12394, 12393, 12392] by Demod 2317 with 202762 at 2,1,2,1,1,2
% 231.24/58.10  Id : 207115, {_}: multiply (inverse (multiply ?12392 (inverse (multiply (inverse (multiply (inverse (multiply ?12393 ?12394)) ?12395)) (inverse ?12394))))) (multiply ?12392 ?12396) =>= multiply (inverse ?12395) (multiply ?12393 ?12396) [12396, 12395, 12394, 12393, 12392] by Demod 203862 with 206583 at 1,2,1,2,1,1,2
% 231.24/58.10  Id : 203870, {_}: multiply (inverse (multiply ?2902 (multiply ?2903 (inverse (multiply ?2904 (inverse (multiply ?2905 (multiply (inverse ?2905) ?2905)))))))) (multiply ?2902 ?2906) =>= multiply ?2904 (multiply (inverse (multiply ?2903 ?2905)) ?2906) [2906, 2905, 2904, 2903, 2902] by Demod 578 with 202762 at 2,1,2,2,1,1,2
% 231.24/58.10  Id : 207098, {_}: multiply (inverse (multiply ?2902 (multiply ?2903 (inverse (multiply ?2904 (inverse ?2905)))))) (multiply ?2902 ?2906) =>= multiply ?2904 (multiply (inverse (multiply ?2903 ?2905)) ?2906) [2906, 2905, 2904, 2903, 2902] by Demod 203870 with 206583 at 1,2,1,2,2,1,1,2
% 231.24/58.10  Id : 210806, {_}: multiply (inverse (multiply ?2903 (inverse (multiply ?2904 (inverse ?2905))))) ?2906 =>= multiply ?2904 (multiply (inverse (multiply ?2903 ?2905)) ?2906) [2906, 2905, 2904, 2903] by Demod 207098 with 210788 at 2
% 231.24/58.10  Id : 210807, {_}: multiply (inverse (multiply (inverse (multiply ?12393 ?12394)) ?12395)) (multiply (inverse (multiply ?12392 ?12394)) (multiply ?12392 ?12396)) =>= multiply (inverse ?12395) (multiply ?12393 ?12396) [12396, 12392, 12395, 12394, 12393] by Demod 207115 with 210806 at 2
% 231.24/58.10  Id : 210808, {_}: multiply (inverse (multiply (inverse ?12394) ?12395)) (multiply (inverse ?12394) (multiply ?12393 ?12396)) =>= multiply (inverse ?12395) (multiply ?12393 ?12396) [12396, 12393, 12395, 12394] by Demod 210807 with 100114 at 2
% 231.24/58.10  Id : 210810, {_}: multiply (inverse ?451730) (multiply ?451731 ?451732) =<= multiply (inverse (multiply (inverse (multiply ?451731 ?451729)) ?451730)) (multiply (inverse (multiply ?451733 ?451729)) (multiply ?451733 ?451732)) [451733, 451729, 451732, 451731, 451730] by Demod 100114 with 210808 at 2
% 231.24/58.10  Id : 210814, {_}: multiply (inverse (multiply ?225414 ?225415)) ?225416 =<= inverse (multiply (inverse (multiply ?225414 ?225416)) (multiply ?225414 (multiply ?225414 ?225415))) [225416, 225415, 225414] by Demod 210791 with 210810 at 1,3
% 231.24/58.10  Id : 210898, {_}: multiply (inverse (multiply ?225414 ?225415)) ?225416 =<= inverse (multiply (inverse ?225416) (multiply ?225414 ?225415)) [225416, 225415, 225414] by Demod 210814 with 210828 at 1,3
% 231.24/58.10  Id : 210930, {_}: multiply (inverse ?243577) (multiply (inverse (multiply (inverse ?243580) (multiply ?243578 ?243580))) (multiply (inverse (multiply (inverse (multiply ?243578 ?243579)) ?243580)) ?243581)) =>= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243579, 243578, 243580, 243577] by Demod 210877 with 210898 at 2,2
% 231.24/58.10  Id : 415, {_}: multiply (inverse (multiply ?2139 (multiply ?2140 (inverse (multiply (inverse (multiply ?2141 ?2142)) (multiply ?2141 (multiply (inverse ?2143) ?2143))))))) (multiply ?2139 ?2144) =>= multiply (inverse (multiply (inverse ?2143) ?2142)) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2144, 2143, 2142, 2141, 2140, 2139] by Super 186 with 278 at 1,1,3
% 231.24/58.10  Id : 210767, {_}: multiply (inverse (multiply ?2139 (multiply ?2140 (inverse (multiply (inverse (multiply ?2141 ?2142)) ?2141))))) (multiply ?2139 ?2144) =?= multiply (inverse (multiply (inverse ?2143) ?2142)) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2143, 2144, 2142, 2141, 2140, 2139] by Demod 415 with 207585 at 2,1,2,2,1,1,2
% 231.24/58.10  Id : 210817, {_}: multiply (inverse (multiply ?2140 (inverse (multiply (inverse (multiply ?2141 ?2142)) ?2141)))) ?2144 =?= multiply (inverse (multiply (inverse ?2143) ?2142)) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2143, 2144, 2142, 2141, 2140] by Demod 210767 with 210788 at 2
% 231.24/58.10  Id : 210818, {_}: multiply (inverse (multiply ?2140 (inverse (inverse ?2142)))) ?2144 =<= multiply (inverse (multiply (inverse ?2143) ?2142)) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2143, 2144, 2142, 2140] by Demod 210817 with 210779 at 1,2,1,1,2
% 231.24/58.10  Id : 210819, {_}: multiply (inverse (multiply ?2140 ?2142)) ?2144 =<= multiply (inverse (multiply (inverse ?2143) ?2142)) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2143, 2144, 2142, 2140] by Demod 210818 with 207107 at 2,1,1,2
% 231.24/58.10  Id : 210931, {_}: multiply (inverse ?243577) (multiply (inverse (multiply (inverse (multiply ?243578 ?243579)) (multiply ?243578 ?243580))) ?243581) =>= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243580, 243579, 243578, 243577] by Demod 210930 with 210819 at 2,2
% 231.24/58.10  Id : 210932, {_}: multiply (inverse ?243577) (multiply (multiply (inverse (multiply ?243578 ?243580)) (multiply ?243578 ?243579)) ?243581) =>= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243579, 243580, 243578, 243577] by Demod 210931 with 210898 at 1,2,2
% 231.24/58.10  Id : 210933, {_}: multiply (inverse ?243577) (multiply (multiply (inverse ?243580) ?243579) ?243581) =<= multiply (inverse (multiply (inverse (multiply (inverse ?243580) ?243579)) ?243577)) ?243581 [243581, 243579, 243580, 243577] by Demod 210932 with 210828 at 1,2,2
% 231.24/58.10  Id : 210937, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse ?17))) =<= inverse (multiply (inverse ?16) (multiply (multiply (inverse (multiply ?15 ?17)) ?18) (inverse ?18))) [18, 17, 16, 15] by Demod 207097 with 210933 at 1,3
% 231.24/58.10  Id : 210940, {_}: multiply ?15 (inverse (multiply (inverse ?16) (inverse ?17))) =<= multiply (inverse (multiply (multiply (inverse (multiply ?15 ?17)) ?18) (inverse ?18))) ?16 [18, 17, 16, 15] by Demod 210937 with 210898 at 3
% 231.24/58.10  Id : 43130, {_}: multiply (inverse ?222944) ?222945 =<= inverse (multiply (inverse (multiply (inverse (multiply ?222946 ?222944)) (multiply ?222946 (multiply ?222947 ?222945)))) (multiply (inverse ?222944) (multiply ?222947 ?222944))) [222947, 222946, 222945, 222944] by Super 42770 with 186 at 1,1,1,3
% 231.24/58.10  Id : 210857, {_}: multiply (inverse ?222944) ?222945 =<= inverse (multiply (inverse (multiply (inverse ?222944) (multiply ?222947 ?222945))) (multiply (inverse ?222944) (multiply ?222947 ?222944))) [222947, 222945, 222944] by Demod 43130 with 210828 at 1,1,1,3
% 231.24/58.10  Id : 210858, {_}: multiply (inverse ?222944) ?222945 =<= inverse (multiply (inverse (multiply ?222947 ?222945)) (multiply ?222947 ?222944)) [222947, 222945, 222944] by Demod 210857 with 210828 at 1,3
% 231.24/58.10  Id : 210859, {_}: multiply (inverse ?222944) ?222945 =<= inverse (multiply (inverse ?222945) ?222944) [222945, 222944] by Demod 210858 with 210828 at 1,3
% 231.24/58.10  Id : 210970, {_}: multiply ?15 (multiply (inverse (inverse ?17)) ?16) =<= multiply (inverse (multiply (multiply (inverse (multiply ?15 ?17)) ?18) (inverse ?18))) ?16 [18, 16, 17, 15] by Demod 210940 with 210859 at 2,2
% 231.24/58.10  Id : 210998, {_}: multiply ?15 (multiply ?17 ?16) =<= multiply (inverse (multiply (multiply (inverse (multiply ?15 ?17)) ?18) (inverse ?18))) ?16 [18, 16, 17, 15] by Demod 210970 with 207107 at 1,2,2
% 231.24/58.10  Id : 210911, {_}: multiply (multiply (inverse (multiply (inverse (multiply (inverse ?190567) (inverse ?190566))) (inverse ?190566))) (multiply (inverse (multiply ?190565 (inverse ?190566))) ?190567)) (multiply (inverse ?190567) (multiply ?190565 ?190567)) =>= ?190566 [190565, 190566, 190567] by Demod 37379 with 210898 at 1,2
% 231.24/58.10  Id : 210936, {_}: multiply (multiply (inverse (inverse ?190566)) (multiply (multiply (inverse ?190567) (inverse ?190566)) (multiply (inverse (multiply ?190565 (inverse ?190566))) ?190567))) (multiply (inverse ?190567) (multiply ?190565 ?190567)) =>= ?190566 [190565, 190567, 190566] by Demod 210911 with 210933 at 1,2
% 231.24/58.11  Id : 210941, {_}: multiply (multiply ?190566 (multiply (multiply (inverse ?190567) (inverse ?190566)) (multiply (inverse (multiply ?190565 (inverse ?190566))) ?190567))) (multiply (inverse ?190567) (multiply ?190565 ?190567)) =>= ?190566 [190565, 190567, 190566] by Demod 210936 with 207107 at 1,1,2
% 231.24/58.11  Id : 210976, {_}: multiply (inverse (multiply ?2140 ?2142)) ?2144 =<= multiply (multiply (inverse ?2142) ?2143) (multiply (inverse (multiply ?2140 ?2143)) ?2144) [2143, 2144, 2142, 2140] by Demod 210819 with 210859 at 1,3
% 231.24/58.11  Id : 210997, {_}: multiply (multiply ?190566 (multiply (inverse (multiply ?190565 ?190567)) ?190567)) (multiply (inverse ?190567) (multiply ?190565 ?190567)) =>= ?190566 [190567, 190565, 190566] by Demod 210941 with 210976 at 2,1,2
% 231.24/58.11  Id : 211111, {_}: multiply (multiply ?798014 (multiply (inverse (multiply (inverse ?798015) ?798015)) ?798015)) (inverse ?798015) =>= ?798014 [798015, 798014] by Super 210997 with 207585 at 2,2
% 231.24/58.11  Id : 211342, {_}: multiply (multiply ?798014 (multiply (multiply (inverse ?798015) ?798015) ?798015)) (inverse ?798015) =>= ?798014 [798015, 798014] by Demod 211111 with 210859 at 1,2,1,2
% 231.24/58.11  Id : 20524, {_}: multiply (inverse (multiply ?99454 (multiply (inverse (multiply ?99455 ?99456)) ?99456))) (multiply ?99454 (inverse (multiply (inverse ?99457) (multiply (inverse (multiply ?99458 ?99456)) (multiply ?99458 (multiply ?99455 ?99456)))))) =>= ?99457 [99458, 99457, 99456, 99455, 99454] by Super 20384 with 186 at 2,1,2,2,2
% 231.24/58.11  Id : 210793, {_}: multiply (inverse (multiply (inverse (multiply ?99455 ?99456)) ?99456)) (inverse (multiply (inverse ?99457) (multiply (inverse (multiply ?99458 ?99456)) (multiply ?99458 (multiply ?99455 ?99456))))) =>= ?99457 [99458, 99457, 99456, 99455] by Demod 20524 with 210788 at 2
% 231.24/58.11  Id : 210897, {_}: multiply (inverse (multiply (inverse (multiply ?99455 ?99456)) ?99456)) (inverse (multiply (inverse ?99457) (multiply (inverse ?99456) (multiply ?99455 ?99456)))) =>= ?99457 [99457, 99456, 99455] by Demod 210793 with 210828 at 2,1,2,2
% 231.24/58.11  Id : 210914, {_}: multiply (inverse (multiply (inverse (multiply ?99455 ?99456)) ?99456)) (multiply (inverse (multiply (inverse ?99456) (multiply ?99455 ?99456))) ?99457) =>= ?99457 [99457, 99456, 99455] by Demod 210897 with 210898 at 2,2
% 231.24/58.11  Id : 210915, {_}: multiply (inverse (multiply (inverse ?99456) ?99456)) ?99457 =>= ?99457 [99457, 99456] by Demod 210914 with 210819 at 2
% 231.24/58.11  Id : 173063, {_}: multiply (inverse (multiply (inverse (multiply ?719175 ?719176)) (multiply ?719175 ?719176))) ?719177 =>= multiply (inverse (multiply (inverse ?719176) ?719176)) ?719177 [719177, 719176, 719175] by Super 3552 with 172329 at 1,1,3
% 231.24/58.11  Id : 196687, {_}: multiply (inverse (multiply (inverse (multiply (inverse (multiply ?769534 ?769535)) (multiply ?769534 (multiply (inverse ?769535) ?769535)))) (multiply (inverse ?769535) (multiply (inverse ?769535) ?769535)))) ?769536 =>= multiply (inverse (multiply (inverse (multiply ?769534 (multiply (inverse ?769535) ?769535))) (multiply ?769534 (multiply (inverse ?769535) ?769535)))) ?769536 [769536, 769535, 769534] by Super 173063 with 183704 at 2,1,1,2
% 231.24/58.11  Id : 197993, {_}: multiply (multiply (inverse ?769535) ?769535) ?769536 =<= multiply (inverse (multiply (inverse (multiply ?769534 (multiply (inverse ?769535) ?769535))) (multiply ?769534 (multiply (inverse ?769535) ?769535)))) ?769536 [769534, 769536, 769535] by Demod 196687 with 321 at 1,2
% 231.24/58.11  Id : 197994, {_}: multiply (multiply (inverse ?769535) ?769535) ?769536 =<= multiply (inverse (multiply (inverse (multiply (inverse ?769535) ?769535)) (multiply (inverse ?769535) ?769535))) ?769536 [769536, 769535] by Demod 197993 with 173063 at 3
% 231.24/58.11  Id : 197995, {_}: multiply (multiply (inverse ?769535) ?769535) ?769536 =<= multiply (inverse (multiply (inverse ?769535) ?769535)) ?769536 [769536, 769535] by Demod 197994 with 173063 at 3
% 231.24/58.11  Id : 210916, {_}: multiply (multiply (inverse ?99456) ?99456) ?99457 =>= ?99457 [99457, 99456] by Demod 210915 with 197995 at 2
% 231.24/58.11  Id : 211343, {_}: multiply (multiply ?798014 ?798015) (inverse ?798015) =>= ?798014 [798015, 798014] by Demod 211342 with 210916 at 2,1,2
% 231.24/58.11  Id : 211594, {_}: multiply ?15 (multiply ?17 ?16) =<= multiply (inverse (inverse (multiply ?15 ?17))) ?16 [16, 17, 15] by Demod 210998 with 211343 at 1,1,3
% 231.24/58.11  Id : 211595, {_}: multiply ?15 (multiply ?17 ?16) =?= multiply (multiply ?15 ?17) ?16 [16, 17, 15] by Demod 211594 with 207107 at 1,3
% 231.24/58.11  Id : 211725, {_}: multiply a3 (multiply b3 c3) === multiply a3 (multiply b3 c3) [] by Demod 1 with 211595 at 2
% 231.24/58.11  Id :   1, {_}: multiply (multiply a3 b3) c3 =>= multiply a3 (multiply b3 c3) [] by prove_these_axioms_3
% 231.24/58.11  % SZS output end CNFRefutation for theBenchmark.p
% 231.24/58.11  921: solved /export/starexec/sandbox/benchmark/theBenchmark.p in 57.812969 using nrkbo
%------------------------------------------------------------------------------