TSTP Solution File: GRP701-1 by Matita---1.0
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- Process Solution
%------------------------------------------------------------------------------
% File : Matita---1.0
% Problem : GRP701-1 : TPTP v8.1.0. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s
% Computer : n016.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 10:31:39 EDT 2022
% Result : Unsatisfiable 146.84s 37.04s
% Output : CNFRefutation 147.41s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.12/0.13 % Problem : GRP701-1 : TPTP v8.1.0. Released v4.0.0.
% 0.12/0.13 % Command : matitaprover --timeout %d --tptppath /export/starexec/sandbox2/benchmark %s
% 0.13/0.35 % Computer : n016.cluster.edu
% 0.13/0.35 % Model : x86_64 x86_64
% 0.13/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.35 % Memory : 8042.1875MB
% 0.13/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.35 % CPULimit : 300
% 0.13/0.35 % WCLimit : 600
% 0.13/0.35 % DateTime : Mon Jun 13 19:47:45 EDT 2022
% 0.13/0.35 % CPUTime :
% 0.13/0.35 12798: Facts:
% 0.13/0.35 12798: Id : 2, {_}: mult ?2 (ld ?2 ?3) =>= ?3 [3, 2] by c01 ?2 ?3
% 0.13/0.35 12798: Id : 3, {_}: ld ?5 (mult ?5 ?6) =>= ?6 [6, 5] by c02 ?5 ?6
% 0.13/0.35 12798: Id : 4, {_}: mult (rd ?8 ?9) ?9 =>= ?8 [9, 8] by c03 ?8 ?9
% 0.13/0.35 12798: Id : 5, {_}: rd (mult ?11 ?12) ?12 =>= ?11 [12, 11] by c04 ?11 ?12
% 0.13/0.35 12798: Id : 6, {_}: mult ?14 unit =>= ?14 [14] by c05 ?14
% 0.13/0.35 12798: Id : 7, {_}: mult unit ?16 =>= ?16 [16] by c06 ?16
% 0.13/0.35 12798: Id : 8, {_}:
% 0.13/0.35 mult (mult (mult ?18 ?19) ?18) (mult ?18 ?20)
% 0.13/0.35 =?=
% 0.13/0.35 mult ?18 (mult (mult (mult ?19 ?18) ?18) ?20)
% 0.13/0.35 [20, 19, 18] by c07 ?18 ?19 ?20
% 0.13/0.35 12798: Id : 9, {_}:
% 0.13/0.35 mult (mult ?22 ?23) (mult ?23 (mult ?24 ?23))
% 0.13/0.35 =?=
% 0.13/0.35 mult (mult ?22 (mult ?23 (mult ?23 ?24))) ?23
% 0.13/0.35 [24, 23, 22] by c08 ?22 ?23 ?24
% 0.13/0.35 12798: Id : 10, {_}: mult ?26 (i ?26) =>= unit [26] by c09 ?26
% 0.13/0.35 12798: Id : 11, {_}: mult (i ?28) ?28 =>= unit [28] by c10 ?28
% 0.13/0.35 12798: Goal:
% 0.13/0.35 12798: Id : 1, {_}: mult a (i (mult b a)) =>= i b [] by goals
% 146.84/37.04 Statistics :
% 146.84/37.04 Max weight : 36
% 146.84/37.04 Found proof, 36.688279s
% 146.84/37.04 % SZS status Unsatisfiable for theBenchmark.p
% 146.84/37.04 % SZS output start CNFRefutation for theBenchmark.p
% 146.84/37.04 Id : 7, {_}: mult unit ?16 =>= ?16 [16] by c06 ?16
% 146.84/37.04 Id : 9, {_}: mult (mult ?22 ?23) (mult ?23 (mult ?24 ?23)) =?= mult (mult ?22 (mult ?23 (mult ?23 ?24))) ?23 [24, 23, 22] by c08 ?22 ?23 ?24
% 146.84/37.04 Id : 22, {_}: rd (mult ?57 ?58) ?58 =>= ?57 [58, 57] by c04 ?57 ?58
% 146.84/37.04 Id : 44, {_}: mult (mult (mult ?110 ?111) ?110) (mult ?110 ?112) =?= mult ?110 (mult (mult (mult ?111 ?110) ?110) ?112) [112, 111, 110] by c07 ?110 ?111 ?112
% 146.84/37.04 Id : 2, {_}: mult ?2 (ld ?2 ?3) =>= ?3 [3, 2] by c01 ?2 ?3
% 146.84/37.04 Id : 6, {_}: mult ?14 unit =>= ?14 [14] by c05 ?14
% 146.84/37.04 Id : 8, {_}: mult (mult (mult ?18 ?19) ?18) (mult ?18 ?20) =?= mult ?18 (mult (mult (mult ?19 ?18) ?18) ?20) [20, 19, 18] by c07 ?18 ?19 ?20
% 146.84/37.04 Id : 10, {_}: mult ?26 (i ?26) =>= unit [26] by c09 ?26
% 146.84/37.04 Id : 11, {_}: mult (i ?28) ?28 =>= unit [28] by c10 ?28
% 146.84/37.04 Id : 5, {_}: rd (mult ?11 ?12) ?12 =>= ?11 [12, 11] by c04 ?11 ?12
% 146.84/37.04 Id : 4, {_}: mult (rd ?8 ?9) ?9 =>= ?8 [9, 8] by c03 ?8 ?9
% 146.84/37.04 Id : 3, {_}: ld ?5 (mult ?5 ?6) =>= ?6 [6, 5] by c02 ?5 ?6
% 146.84/37.04 Id : 18, {_}: ld (rd ?46 ?47) ?46 =>= ?47 [47, 46] by Super 3 with 4 at 2,2
% 146.84/37.04 Id : 181, {_}: rd unit ?412 =>= i ?412 [412] by Super 5 with 11 at 1,2
% 146.84/37.04 Id : 248, {_}: ld (i ?479) unit =>= ?479 [479] by Super 18 with 181 at 1,2
% 146.84/37.04 Id : 162, {_}: ld ?388 unit =>= i ?388 [388] by Super 3 with 10 at 2,2
% 146.84/37.04 Id : 252, {_}: i (i ?479) =>= ?479 [479] by Demod 248 with 162 at 2
% 146.84/37.04 Id : 489, {_}: ld (mult (mult ?785 ?786) ?785) (mult ?785 (mult (mult (mult ?786 ?785) ?785) ?787)) =>= mult ?785 ?787 [787, 786, 785] by Super 3 with 8 at 2,2
% 146.84/37.04 Id : 507, {_}: ld (mult (mult ?853 ?854) ?853) (mult ?853 unit) =>= mult ?853 (i (mult (mult ?854 ?853) ?853)) [854, 853] by Super 489 with 10 at 2,2,2
% 146.84/37.04 Id : 554, {_}: ld (mult (mult ?853 ?854) ?853) ?853 =<= mult ?853 (i (mult (mult ?854 ?853) ?853)) [854, 853] by Demod 507 with 6 at 2,2
% 146.84/37.04 Id : 5664, {_}: ld ?6741 (ld (mult (mult ?6741 ?6742) ?6741) ?6741) =>= i (mult (mult ?6742 ?6741) ?6741) [6742, 6741] by Super 3 with 554 at 2,2
% 146.84/37.04 Id : 5665, {_}: ld ?6744 (ld (mult ?6745 ?6744) ?6744) =<= i (mult (mult (ld ?6744 ?6745) ?6744) ?6744) [6745, 6744] by Super 5664 with 2 at 1,1,2,2
% 146.84/37.04 Id : 324, {_}: ld ?555 (mult (mult (mult ?555 ?556) ?555) (mult ?555 ?557)) =>= mult (mult (mult ?556 ?555) ?555) ?557 [557, 556, 555] by Super 3 with 8 at 2,2
% 146.84/37.04 Id : 335, {_}: ld ?599 (mult (mult ?600 ?599) (mult ?599 ?601)) =<= mult (mult (mult (ld ?599 ?600) ?599) ?599) ?601 [601, 600, 599] by Super 324 with 2 at 1,1,2,2
% 146.84/37.04 Id : 2930, {_}: ld ?3433 (mult (mult ?3434 ?3433) (mult ?3433 unit)) =>= mult (mult (ld ?3433 ?3434) ?3433) ?3433 [3434, 3433] by Super 6 with 335 at 2
% 146.84/37.04 Id : 3028, {_}: ld ?3433 (mult (mult ?3434 ?3433) ?3433) =<= mult (mult (ld ?3433 ?3434) ?3433) ?3433 [3434, 3433] by Demod 2930 with 6 at 2,2,2
% 146.84/37.04 Id : 5828, {_}: ld ?7008 (ld (mult ?7009 ?7008) ?7008) =<= i (ld ?7008 (mult (mult ?7009 ?7008) ?7008)) [7009, 7008] by Demod 5665 with 3028 at 1,3
% 146.84/37.04 Id : 5830, {_}: ld ?7014 (ld (mult (rd ?7015 ?7014) ?7014) ?7014) =>= i (ld ?7014 (mult ?7015 ?7014)) [7015, 7014] by Super 5828 with 4 at 1,2,1,3
% 146.84/37.04 Id : 7958, {_}: ld ?9557 (ld ?9558 ?9557) =<= i (ld ?9557 (mult ?9558 ?9557)) [9558, 9557] by Demod 5830 with 4 at 1,2,2
% 146.84/37.04 Id : 7960, {_}: ld ?9563 (ld (rd ?9564 ?9563) ?9563) =>= i (ld ?9563 ?9564) [9564, 9563] by Super 7958 with 4 at 2,1,3
% 146.84/37.04 Id : 2043, {_}: mult (mult (mult ?2375 (rd ?2376 ?2375)) ?2375) (mult ?2375 ?2377) =>= mult ?2375 (mult (mult ?2376 ?2375) ?2377) [2377, 2376, 2375] by Super 44 with 4 at 1,1,2,3
% 146.84/37.04 Id : 2051, {_}: mult (mult (mult (i ?2406) (rd ?2407 (i ?2406))) (i ?2406)) unit =>= mult (i ?2406) (mult (mult ?2407 (i ?2406)) ?2406) [2407, 2406] by Super 2043 with 11 at 2,2
% 146.84/37.04 Id : 2095, {_}: mult (mult (i ?2406) (rd ?2407 (i ?2406))) (i ?2406) =>= mult (i ?2406) (mult (mult ?2407 (i ?2406)) ?2406) [2407, 2406] by Demod 2051 with 6 at 2
% 146.84/37.04 Id : 23, {_}: rd ?60 (ld ?61 ?60) =>= ?61 [61, 60] by Super 22 with 2 at 1,2
% 146.84/37.04 Id : 739, {_}: ld (mult (mult ?1084 ?1085) ?1084) ?1084 =<= mult ?1084 (i (mult (mult ?1085 ?1084) ?1084)) [1085, 1084] by Demod 507 with 6 at 2,2
% 146.84/37.04 Id : 741, {_}: ld (mult (mult ?1090 (rd ?1091 ?1090)) ?1090) ?1090 =>= mult ?1090 (i (mult ?1091 ?1090)) [1091, 1090] by Super 739 with 4 at 1,1,2,3
% 146.84/37.04 Id : 16506, {_}: rd ?19303 (mult ?19303 (i (mult ?19304 ?19303))) =>= mult (mult ?19303 (rd ?19304 ?19303)) ?19303 [19304, 19303] by Super 23 with 741 at 2,2
% 146.84/37.04 Id : 8414, {_}: mult ?10202 (i (ld ?10202 ?10203)) =>= ld (rd ?10203 ?10202) ?10202 [10203, 10202] by Super 2 with 7960 at 2,2
% 146.84/37.04 Id : 8415, {_}: mult ?10205 (i ?10206) =<= ld (rd (mult ?10205 ?10206) ?10205) ?10205 [10206, 10205] by Super 8414 with 3 at 1,2,2
% 146.84/37.04 Id : 9234, {_}: rd ?11160 (mult ?11160 (i ?11161)) =>= rd (mult ?11160 ?11161) ?11160 [11161, 11160] by Super 23 with 8415 at 2,2
% 146.84/37.04 Id : 16541, {_}: rd (mult ?19303 (mult ?19304 ?19303)) ?19303 =<= mult (mult ?19303 (rd ?19304 ?19303)) ?19303 [19304, 19303] by Demod 16506 with 9234 at 2
% 146.84/37.04 Id : 17169, {_}: rd (mult (i ?20003) (mult ?20004 (i ?20003))) (i ?20003) =>= mult (i ?20003) (mult (mult ?20004 (i ?20003)) ?20003) [20004, 20003] by Demod 2095 with 16541 at 2
% 146.84/37.04 Id : 17184, {_}: rd (mult (i ?20050) ?20051) (i ?20050) =<= mult (i ?20050) (mult (mult (rd ?20051 (i ?20050)) (i ?20050)) ?20050) [20051, 20050] by Super 17169 with 4 at 2,1,2
% 146.84/37.04 Id : 17417, {_}: rd (mult (i ?20177) ?20178) (i ?20177) =>= mult (i ?20177) (mult ?20178 ?20177) [20178, 20177] by Demod 17184 with 4 at 1,2,3
% 146.84/37.04 Id : 17418, {_}: rd (mult (i (i ?20180)) ?20181) ?20180 =<= mult (i (i ?20180)) (mult ?20181 (i ?20180)) [20181, 20180] by Super 17417 with 252 at 2,2
% 146.84/37.04 Id : 17474, {_}: rd (mult ?20180 ?20181) ?20180 =<= mult (i (i ?20180)) (mult ?20181 (i ?20180)) [20181, 20180] by Demod 17418 with 252 at 1,1,2
% 146.84/37.04 Id : 17686, {_}: rd (mult ?20708 ?20709) ?20708 =<= mult ?20708 (mult ?20709 (i ?20708)) [20709, 20708] by Demod 17474 with 252 at 1,3
% 146.84/37.04 Id : 17694, {_}: rd (mult ?20733 (rd ?20734 (i ?20733))) ?20733 =>= mult ?20733 ?20734 [20734, 20733] by Super 17686 with 4 at 2,3
% 146.84/37.04 Id : 19730, {_}: ld ?22689 (ld (mult ?22689 ?22690) ?22689) =<= i (ld ?22689 (mult ?22689 (rd ?22690 (i ?22689)))) [22690, 22689] by Super 7960 with 17694 at 1,2,2
% 146.84/37.04 Id : 22272, {_}: ld ?25786 (ld (mult ?25786 ?25787) ?25786) =>= i (rd ?25787 (i ?25786)) [25787, 25786] by Demod 19730 with 3 at 1,3
% 146.84/37.04 Id : 22273, {_}: ld ?25789 (ld ?25790 ?25789) =<= i (rd (ld ?25789 ?25790) (i ?25789)) [25790, 25789] by Super 22272 with 2 at 1,2,2
% 146.84/37.04 Id : 22511, {_}: i (ld ?26129 (ld ?26130 ?26129)) =>= rd (ld ?26129 ?26130) (i ?26129) [26130, 26129] by Super 252 with 22273 at 1,2
% 146.84/37.04 Id : 5983, {_}: ld ?7014 (ld ?7015 ?7014) =<= i (ld ?7014 (mult ?7015 ?7014)) [7015, 7014] by Demod 5830 with 4 at 1,2,2
% 146.84/37.04 Id : 7935, {_}: i (ld ?9485 (ld ?9486 ?9485)) =>= ld ?9485 (mult ?9486 ?9485) [9486, 9485] by Super 252 with 5983 at 1,2
% 146.84/37.04 Id : 22818, {_}: ld ?26468 (mult ?26469 ?26468) =<= rd (ld ?26468 ?26469) (i ?26468) [26469, 26468] by Demod 22511 with 7935 at 2
% 146.84/37.04 Id : 22819, {_}: ld (i ?26471) (mult ?26472 (i ?26471)) =>= rd (ld (i ?26471) ?26472) ?26471 [26472, 26471] by Super 22818 with 252 at 2,3
% 146.84/37.04 Id : 42637, {_}: rd (mult (mult ?46998 (mult ?46999 (mult ?46999 ?47000))) ?46999) (mult ?46999 (mult ?47000 ?46999)) =>= mult ?46998 ?46999 [47000, 46999, 46998] by Super 5 with 9 at 1,2
% 146.84/37.04 Id : 42848, {_}: rd (mult unit ?47844) (mult ?47844 (mult ?47845 ?47844)) =>= mult (i (mult ?47844 (mult ?47844 ?47845))) ?47844 [47845, 47844] by Super 42637 with 11 at 1,1,2
% 146.84/37.04 Id : 43259, {_}: rd ?47844 (mult ?47844 (mult ?47845 ?47844)) =<= mult (i (mult ?47844 (mult ?47844 ?47845))) ?47844 [47845, 47844] by Demod 42848 with 7 at 1,2
% 146.84/37.04 Id : 51630, {_}: ld (i ?56375) (rd (i ?56375) (mult (i ?56375) (mult ?56376 (i ?56375)))) =>= rd (ld (i ?56375) (i (mult (i ?56375) (mult (i ?56375) ?56376)))) ?56375 [56376, 56375] by Super 22819 with 43259 at 2,2
% 146.84/37.04 Id : 17475, {_}: rd (mult ?20180 ?20181) ?20180 =<= mult ?20180 (mult ?20181 (i ?20180)) [20181, 20180] by Demod 17474 with 252 at 1,3
% 146.84/37.04 Id : 18322, {_}: ld ?21170 (rd (mult ?21170 ?21171) ?21170) =>= mult ?21171 (i ?21170) [21171, 21170] by Super 3 with 17475 at 2,2
% 146.84/37.04 Id : 9360, {_}: rd ?11328 (mult ?11328 (i ?11329)) =>= rd (mult ?11328 ?11329) ?11328 [11329, 11328] by Super 23 with 8415 at 2,2
% 146.84/37.04 Id : 9361, {_}: rd ?11331 (mult ?11331 ?11332) =<= rd (mult ?11331 (i ?11332)) ?11331 [11332, 11331] by Super 9360 with 252 at 2,2,2
% 146.84/37.04 Id : 18386, {_}: ld ?21354 (rd ?21354 (mult ?21354 ?21355)) =>= mult (i ?21355) (i ?21354) [21355, 21354] by Super 18322 with 9361 at 2,2
% 146.84/37.04 Id : 52050, {_}: mult (i (mult ?56376 (i ?56375))) (i (i ?56375)) =<= rd (ld (i ?56375) (i (mult (i ?56375) (mult (i ?56375) ?56376)))) ?56375 [56375, 56376] by Demod 51630 with 18386 at 2
% 146.84/37.04 Id : 503, {_}: ld (mult (mult ?839 ?840) ?839) (mult ?839 ?841) =<= mult ?839 (ld (mult (mult ?840 ?839) ?839) ?841) [841, 840, 839] by Super 489 with 2 at 2,2,2
% 146.84/37.04 Id : 23333, {_}: ld (i ?27074) (mult ?27075 (i ?27074)) =>= rd (ld (i ?27074) ?27075) ?27074 [27075, 27074] by Super 22818 with 252 at 2,3
% 146.84/37.04 Id : 23365, {_}: ld (i ?27163) (rd (mult (i ?27163) (mult ?27164 (i ?27163))) (i ?27163)) =>= rd (ld (i ?27163) (mult (i ?27163) (rd ?27164 (i ?27163)))) ?27163 [27164, 27163] by Super 23333 with 16541 at 2,2
% 146.84/37.04 Id : 17621, {_}: ld ?20445 (rd (mult ?20445 ?20446) ?20445) =>= mult ?20446 (i ?20445) [20446, 20445] by Super 3 with 17475 at 2,2
% 146.84/37.04 Id : 23483, {_}: mult (mult ?27164 (i ?27163)) (i (i ?27163)) =<= rd (ld (i ?27163) (mult (i ?27163) (rd ?27164 (i ?27163)))) ?27163 [27163, 27164] by Demod 23365 with 17621 at 2
% 146.84/37.04 Id : 23484, {_}: mult (mult ?27164 (i ?27163)) (i (i ?27163)) =>= rd (rd ?27164 (i ?27163)) ?27163 [27163, 27164] by Demod 23483 with 3 at 1,3
% 146.84/37.04 Id : 23485, {_}: mult (mult ?27164 (i ?27163)) ?27163 =>= rd (rd ?27164 (i ?27163)) ?27163 [27163, 27164] by Demod 23484 with 252 at 2,2
% 146.84/37.04 Id : 23539, {_}: ld (mult (mult ?27292 (mult ?27293 (i ?27292))) ?27292) (mult ?27292 ?27294) =<= mult ?27292 (ld (mult (rd (rd ?27293 (i ?27292)) ?27292) ?27292) ?27294) [27294, 27293, 27292] by Super 503 with 23485 at 1,1,2,3
% 146.84/37.04 Id : 23924, {_}: ld (mult (rd (mult ?27292 ?27293) ?27292) ?27292) (mult ?27292 ?27294) =<= mult ?27292 (ld (mult (rd (rd ?27293 (i ?27292)) ?27292) ?27292) ?27294) [27294, 27293, 27292] by Demod 23539 with 17475 at 1,1,2
% 146.84/37.04 Id : 23925, {_}: ld (mult (rd (mult ?27292 ?27293) ?27292) ?27292) (mult ?27292 ?27294) =>= mult ?27292 (ld (rd ?27293 (i ?27292)) ?27294) [27294, 27293, 27292] by Demod 23924 with 4 at 1,2,3
% 146.84/37.04 Id : 34350, {_}: ld (mult ?38484 ?38485) (mult ?38484 ?38486) =<= mult ?38484 (ld (rd ?38485 (i ?38484)) ?38486) [38486, 38485, 38484] by Demod 23925 with 4 at 1,2
% 146.84/37.04 Id : 8156, {_}: i (ld ?9827 (ld ?9828 ?9827)) =>= ld ?9827 (mult ?9828 ?9827) [9828, 9827] by Super 252 with 5983 at 1,2
% 146.84/37.04 Id : 8158, {_}: i (ld ?9833 ?9834) =<= ld ?9833 (mult (rd ?9833 ?9834) ?9833) [9834, 9833] by Super 8156 with 18 at 2,1,2
% 146.84/37.04 Id : 9042, {_}: mult ?10887 (i (ld ?10887 ?10888)) =>= mult (rd ?10887 ?10888) ?10887 [10888, 10887] by Super 2 with 8158 at 2,2
% 146.84/37.04 Id : 8291, {_}: mult ?9908 (i (ld ?9908 ?9909)) =>= ld (rd ?9909 ?9908) ?9908 [9909, 9908] by Super 2 with 7960 at 2,2
% 146.84/37.04 Id : 9072, {_}: ld (rd ?10888 ?10887) ?10887 =<= mult (rd ?10887 ?10888) ?10887 [10887, 10888] by Demod 9042 with 8291 at 2
% 146.84/37.04 Id : 9150, {_}: rd (ld (rd ?11055 ?11056) ?11056) ?11056 =>= rd ?11056 ?11055 [11056, 11055] by Super 5 with 9072 at 1,2
% 146.84/37.04 Id : 34371, {_}: ld (mult ?38564 (ld (rd ?38565 (i ?38564)) (i ?38564))) (mult ?38564 ?38566) =>= mult ?38564 (ld (rd (i ?38564) ?38565) ?38566) [38566, 38565, 38564] by Super 34350 with 9150 at 1,2,3
% 146.84/37.04 Id : 23926, {_}: ld (mult ?27292 ?27293) (mult ?27292 ?27294) =<= mult ?27292 (ld (rd ?27293 (i ?27292)) ?27294) [27294, 27293, 27292] by Demod 23925 with 4 at 1,2
% 146.84/37.04 Id : 34556, {_}: ld (ld (mult ?38564 ?38565) (mult ?38564 (i ?38564))) (mult ?38564 ?38566) =>= mult ?38564 (ld (rd (i ?38564) ?38565) ?38566) [38566, 38565, 38564] by Demod 34371 with 23926 at 1,2
% 146.84/37.04 Id : 34557, {_}: ld (ld (mult ?38564 ?38565) unit) (mult ?38564 ?38566) =>= mult ?38564 (ld (rd (i ?38564) ?38565) ?38566) [38566, 38565, 38564] by Demod 34556 with 10 at 2,1,2
% 146.84/37.04 Id : 43368, {_}: ld (i (mult ?48421 ?48422)) (mult ?48421 ?48423) =<= mult ?48421 (ld (rd (i ?48421) ?48422) ?48423) [48423, 48422, 48421] by Demod 34557 with 162 at 1,2
% 146.84/37.04 Id : 43404, {_}: ld (i (mult ?48559 ?48560)) (mult ?48559 unit) =>= mult ?48559 (i (rd (i ?48559) ?48560)) [48560, 48559] by Super 43368 with 162 at 2,3
% 146.84/37.04 Id : 43632, {_}: ld (i (mult ?48559 ?48560)) ?48559 =<= mult ?48559 (i (rd (i ?48559) ?48560)) [48560, 48559] by Demod 43404 with 6 at 2,2
% 146.84/37.04 Id : 43741, {_}: ld ?48983 (rd ?48983 (ld (i (mult ?48983 ?48984)) ?48983)) =?= mult (i (i (rd (i ?48983) ?48984))) (i ?48983) [48984, 48983] by Super 18386 with 43632 at 2,2,2
% 146.84/37.04 Id : 43806, {_}: ld ?48983 (i (mult ?48983 ?48984)) =<= mult (i (i (rd (i ?48983) ?48984))) (i ?48983) [48984, 48983] by Demod 43741 with 23 at 2,2
% 146.84/37.04 Id : 43807, {_}: ld ?48983 (i (mult ?48983 ?48984)) =<= mult (rd (i ?48983) ?48984) (i ?48983) [48984, 48983] by Demod 43806 with 252 at 1,3
% 146.84/37.04 Id : 44090, {_}: ld ?49209 (i (mult ?49209 ?49210)) =<= ld (rd ?49210 (i ?49209)) (i ?49209) [49210, 49209] by Demod 43807 with 9072 at 3
% 146.84/37.04 Id : 44091, {_}: ld (i ?49212) (i (mult (i ?49212) ?49213)) =>= ld (rd ?49213 (i (i ?49212))) ?49212 [49213, 49212] by Super 44090 with 252 at 2,3
% 146.84/37.04 Id : 44208, {_}: ld (i ?49212) (i (mult (i ?49212) ?49213)) =>= ld (rd ?49213 ?49212) ?49212 [49213, 49212] by Demod 44091 with 252 at 2,1,3
% 146.84/37.04 Id : 52051, {_}: mult (i (mult ?56376 (i ?56375))) (i (i ?56375)) =?= rd (ld (rd (mult (i ?56375) ?56376) ?56375) ?56375) ?56375 [56375, 56376] by Demod 52050 with 44208 at 1,3
% 146.84/37.04 Id : 52052, {_}: mult (i (mult ?56376 (i ?56375))) ?56375 =<= rd (ld (rd (mult (i ?56375) ?56376) ?56375) ?56375) ?56375 [56375, 56376] by Demod 52051 with 252 at 2,2
% 146.84/37.04 Id : 52341, {_}: mult (i (mult ?57303 (i ?57304))) ?57304 =>= rd ?57304 (mult (i ?57304) ?57303) [57304, 57303] by Demod 52052 with 9150 at 3
% 146.84/37.04 Id : 52342, {_}: mult (i (mult ?57306 ?57307)) (i ?57307) =<= rd (i ?57307) (mult (i (i ?57307)) ?57306) [57307, 57306] by Super 52341 with 252 at 2,1,1,2
% 146.84/37.05 Id : 52854, {_}: mult (i (mult ?57751 ?57752)) (i ?57752) =>= rd (i ?57752) (mult ?57752 ?57751) [57752, 57751] by Demod 52342 with 252 at 1,2,3
% 146.84/37.05 Id : 52874, {_}: mult (i ?57816) (i ?57817) =<= rd (i ?57817) (mult ?57817 (rd ?57816 ?57817)) [57817, 57816] by Super 52854 with 4 at 1,1,2
% 146.84/37.05 Id : 40, {_}: ld (mult (mult ?94 ?95) ?94) (mult ?94 (mult (mult (mult ?95 ?94) ?94) ?96)) =>= mult ?94 ?96 [96, 95, 94] by Super 3 with 8 at 2,2
% 146.84/37.05 Id : 331, {_}: ld ?583 (mult (mult (mult ?583 ?584) ?583) unit) =>= mult (mult (mult ?584 ?583) ?583) (i ?583) [584, 583] by Super 324 with 10 at 2,2,2
% 146.84/37.05 Id : 402, {_}: ld ?701 (mult (mult ?701 ?702) ?701) =<= mult (mult (mult ?702 ?701) ?701) (i ?701) [702, 701] by Demod 331 with 6 at 2,2
% 146.84/37.05 Id : 408, {_}: ld ?717 (mult (mult ?717 unit) ?717) =>= mult (mult ?717 ?717) (i ?717) [717] by Super 402 with 7 at 1,1,3
% 146.84/37.05 Id : 438, {_}: ld ?717 (mult ?717 ?717) =<= mult (mult ?717 ?717) (i ?717) [717] by Demod 408 with 6 at 1,2,2
% 146.84/37.05 Id : 439, {_}: ?717 =<= mult (mult ?717 ?717) (i ?717) [717] by Demod 438 with 3 at 2
% 146.84/37.05 Id : 461, {_}: ld (mult ?756 ?756) ?756 =>= i ?756 [756] by Super 3 with 439 at 2,2
% 146.84/37.05 Id : 8426, {_}: mult (mult ?10237 ?10237) (i (i ?10237)) =<= ld (rd ?10237 (mult ?10237 ?10237)) (mult ?10237 ?10237) [10237] by Super 8414 with 461 at 1,2,2
% 146.84/37.05 Id : 8540, {_}: mult (mult ?10237 ?10237) ?10237 =<= ld (rd ?10237 (mult ?10237 ?10237)) (mult ?10237 ?10237) [10237] by Demod 8426 with 252 at 2,2
% 146.84/37.05 Id : 798, {_}: rd (mult ?1142 (mult (mult (mult ?1143 ?1142) ?1142) ?1144)) (mult ?1142 ?1144) =>= mult (mult ?1142 ?1143) ?1142 [1144, 1143, 1142] by Super 5 with 8 at 1,2
% 146.84/37.05 Id : 824, {_}: rd (mult (i ?1244) (mult (mult ?1244 (i ?1244)) ?1245)) (mult (i ?1244) ?1245) =>= mult (mult (i ?1244) (mult ?1244 ?1244)) (i ?1244) [1245, 1244] by Super 798 with 439 at 1,1,2,1,2
% 146.84/37.05 Id : 867, {_}: rd (mult (i ?1244) (mult unit ?1245)) (mult (i ?1244) ?1245) =?= mult (mult (i ?1244) (mult ?1244 ?1244)) (i ?1244) [1245, 1244] by Demod 824 with 10 at 1,2,1,2
% 146.84/37.05 Id : 868, {_}: rd (mult (i ?1244) ?1245) (mult (i ?1244) ?1245) =?= mult (mult (i ?1244) (mult ?1244 ?1244)) (i ?1244) [1245, 1244] by Demod 867 with 7 at 2,1,2
% 146.84/37.05 Id : 32, {_}: rd ?80 ?80 =>= unit [80] by Super 5 with 7 at 1,2
% 146.84/37.05 Id : 869, {_}: unit =<= mult (mult (i ?1244) (mult ?1244 ?1244)) (i ?1244) [1244] by Demod 868 with 32 at 2
% 146.84/37.05 Id : 1485, {_}: rd unit (i ?1930) =<= mult (i ?1930) (mult ?1930 ?1930) [1930] by Super 5 with 869 at 1,2
% 146.84/37.05 Id : 1522, {_}: i (i ?1930) =<= mult (i ?1930) (mult ?1930 ?1930) [1930] by Demod 1485 with 181 at 2
% 146.84/37.05 Id : 1523, {_}: ?1930 =<= mult (i ?1930) (mult ?1930 ?1930) [1930] by Demod 1522 with 252 at 2
% 146.84/37.05 Id : 1587, {_}: rd ?1990 (mult ?1990 ?1990) =>= i ?1990 [1990] by Super 5 with 1523 at 1,2
% 146.84/37.05 Id : 8541, {_}: mult (mult ?10237 ?10237) ?10237 =<= ld (i ?10237) (mult ?10237 ?10237) [10237] by Demod 8540 with 1587 at 1,3
% 146.84/37.05 Id : 8573, {_}: mult (i ?10281) (mult (mult ?10281 ?10281) ?10281) =>= mult ?10281 ?10281 [10281] by Super 2 with 8541 at 2,2
% 146.84/37.05 Id : 10240, {_}: ld (mult (mult ?12514 ?12514) (i ?12514)) (mult (i ?12514) (mult (mult (mult (mult (mult ?12514 ?12514) ?12514) (i ?12514)) (i ?12514)) ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Super 40 with 8573 at 1,1,2
% 146.96/37.06 Id : 10291, {_}: ld ?12514 (mult (i ?12514) (mult (mult (mult (mult (mult ?12514 ?12514) ?12514) (i ?12514)) (i ?12514)) ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10240 with 439 at 1,2
% 146.96/37.06 Id : 365, {_}: ld ?583 (mult (mult ?583 ?584) ?583) =<= mult (mult (mult ?584 ?583) ?583) (i ?583) [584, 583] by Demod 331 with 6 at 2,2
% 146.96/37.06 Id : 10292, {_}: ld ?12514 (mult (i ?12514) (mult (mult (ld ?12514 (mult (mult ?12514 ?12514) ?12514)) (i ?12514)) ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10291 with 365 at 1,1,2,2,2
% 146.96/37.06 Id : 3113, {_}: ld ?599 (mult (mult ?600 ?599) (mult ?599 ?601)) =<= mult (ld ?599 (mult (mult ?600 ?599) ?599)) ?601 [601, 600, 599] by Demod 335 with 3028 at 1,3
% 146.96/37.06 Id : 10293, {_}: ld ?12514 (mult (i ?12514) (mult (ld ?12514 (mult (mult ?12514 ?12514) (mult ?12514 (i ?12514)))) ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10292 with 3113 at 1,2,2,2
% 146.96/37.06 Id : 337, {_}: ld ?607 (mult (mult ?607 ?607) (mult ?607 ?608)) =>= mult (mult (mult unit ?607) ?607) ?608 [608, 607] by Super 324 with 6 at 1,1,2,2
% 146.96/37.06 Id : 367, {_}: ld ?607 (mult (mult ?607 ?607) (mult ?607 ?608)) =>= mult (mult ?607 ?607) ?608 [608, 607] by Demod 337 with 7 at 1,1,3
% 146.96/37.06 Id : 10294, {_}: ld ?12514 (mult (i ?12514) (mult (mult (mult ?12514 ?12514) (i ?12514)) ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10293 with 367 at 1,2,2,2
% 146.96/37.06 Id : 10295, {_}: ld ?12514 (mult (i ?12514) (mult ?12514 ?12515)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10294 with 439 at 1,2,2,2
% 146.96/37.06 Id : 60120, {_}: rd (mult (mult ?65986 ?65987) (mult ?65987 (mult ?65988 ?65987))) ?65987 =>= mult ?65986 (mult ?65987 (mult ?65987 ?65988)) [65988, 65987, 65986] by Super 5 with 9 at 1,2
% 146.96/37.06 Id : 60249, {_}: rd (mult unit (mult ?66505 (mult ?66506 ?66505))) ?66505 =>= mult (i ?66505) (mult ?66505 (mult ?66505 ?66506)) [66506, 66505] by Super 60120 with 11 at 1,1,2
% 146.96/37.06 Id : 60500, {_}: rd (mult ?66505 (mult ?66506 ?66505)) ?66505 =<= mult (i ?66505) (mult ?66505 (mult ?66505 ?66506)) [66506, 66505] by Demod 60249 with 7 at 1,2
% 146.96/37.06 Id : 71468, {_}: ld ?78029 (rd (mult ?78029 (mult ?78030 ?78029)) ?78029) =>= mult (i ?78029) (mult ?78029 ?78030) [78030, 78029] by Super 10295 with 60500 at 2,2
% 146.96/37.06 Id : 71790, {_}: mult (mult ?78030 ?78029) (i ?78029) =>= mult (i ?78029) (mult ?78029 ?78030) [78029, 78030] by Demod 71468 with 17621 at 2
% 146.96/37.06 Id : 23604, {_}: mult (mult ?27536 (i ?27537)) ?27537 =>= rd (rd ?27536 (i ?27537)) ?27537 [27537, 27536] by Demod 23484 with 252 at 2,2
% 146.96/37.06 Id : 23605, {_}: mult (mult ?27539 ?27540) (i ?27540) =<= rd (rd ?27539 (i (i ?27540))) (i ?27540) [27540, 27539] by Super 23604 with 252 at 2,1,2
% 146.96/37.06 Id : 24048, {_}: mult (mult ?27539 ?27540) (i ?27540) =>= rd (rd ?27539 ?27540) (i ?27540) [27540, 27539] by Demod 23605 with 252 at 2,1,3
% 146.96/37.06 Id : 71791, {_}: rd (rd ?78030 ?78029) (i ?78029) =<= mult (i ?78029) (mult ?78029 ?78030) [78029, 78030] by Demod 71790 with 24048 at 2
% 146.96/37.06 Id : 72230, {_}: mult (mult (i ?78808) ?78808) (mult ?78808 (mult ?78809 ?78808)) =>= mult (rd (rd (mult ?78808 ?78809) ?78808) (i ?78808)) ?78808 [78809, 78808] by Super 9 with 71791 at 1,3
% 146.96/37.06 Id : 72536, {_}: mult unit (mult ?78808 (mult ?78809 ?78808)) =<= mult (rd (rd (mult ?78808 ?78809) ?78808) (i ?78808)) ?78808 [78809, 78808] by Demod 72230 with 11 at 1,2
% 146.96/37.06 Id : 327, {_}: ld ?567 (mult (mult (mult ?567 ?568) ?567) ?567) =>= mult (mult (mult ?568 ?567) ?567) unit [568, 567] by Super 324 with 6 at 2,2,2
% 146.96/37.06 Id : 359, {_}: ld ?567 (mult (mult (mult ?567 ?568) ?567) ?567) =>= mult (mult ?568 ?567) ?567 [568, 567] by Demod 327 with 6 at 3
% 146.96/37.06 Id : 19911, {_}: mult (mult ?23100 ?23101) ?23100 =<= mult ?23100 (rd ?23101 (i ?23100)) [23101, 23100] by Super 4 with 17694 at 1,2
% 146.96/37.06 Id : 19912, {_}: mult (mult (i ?23103) ?23104) (i ?23103) =>= mult (i ?23103) (rd ?23104 ?23103) [23104, 23103] by Super 19911 with 252 at 2,2,3
% 146.96/37.06 Id : 20790, {_}: ld (i ?24511) (mult (mult (i ?24511) (rd ?24512 ?24511)) (i ?24511)) =>= mult (mult ?24512 (i ?24511)) (i ?24511) [24512, 24511] by Super 359 with 19912 at 1,2,2
% 146.96/37.06 Id : 21088, {_}: ld (i ?24511) (mult (i ?24511) (rd (rd ?24512 ?24511) ?24511)) =>= mult (mult ?24512 (i ?24511)) (i ?24511) [24512, 24511] by Demod 20790 with 19912 at 2,2
% 146.96/37.06 Id : 21708, {_}: rd (rd ?25469 ?25470) ?25470 =<= mult (mult ?25469 (i ?25470)) (i ?25470) [25470, 25469] by Demod 21088 with 3 at 2
% 146.96/37.06 Id : 21709, {_}: rd (rd ?25472 (i ?25473)) (i ?25473) =<= mult (mult ?25472 (i (i ?25473))) ?25473 [25473, 25472] by Super 21708 with 252 at 2,3
% 146.96/37.06 Id : 22049, {_}: rd (rd ?25472 (i ?25473)) (i ?25473) =>= mult (mult ?25472 ?25473) ?25473 [25473, 25472] by Demod 21709 with 252 at 2,1,3
% 146.96/37.06 Id : 42764, {_}: rd (mult (mult ?47511 (mult (i ?47512) (mult ?47512 ?47512))) (i ?47512)) (mult (i ?47512) (mult (mult (mult ?47512 ?47512) ?47512) (i ?47512))) =>= mult ?47511 (i ?47512) [47512, 47511] by Super 42637 with 8573 at 2,2,1,1,2
% 146.96/37.06 Id : 43154, {_}: rd (mult (mult ?47511 ?47512) (i ?47512)) (mult (i ?47512) (mult (mult (mult ?47512 ?47512) ?47512) (i ?47512))) =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 42764 with 1523 at 2,1,1,2
% 146.96/37.06 Id : 43155, {_}: rd (mult (mult ?47511 ?47512) (i ?47512)) (mult (i ?47512) (rd (rd (mult ?47512 ?47512) ?47512) (i ?47512))) =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 43154 with 24048 at 2,2,2
% 146.96/37.06 Id : 43156, {_}: rd (rd (rd ?47511 ?47512) (i ?47512)) (mult (i ?47512) (rd (rd (mult ?47512 ?47512) ?47512) (i ?47512))) =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 43155 with 24048 at 1,2
% 146.96/37.06 Id : 43157, {_}: rd (rd (rd ?47511 ?47512) (i ?47512)) (mult (i ?47512) (rd ?47512 (i ?47512))) =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 43156 with 5 at 1,2,2,2
% 146.96/37.06 Id : 462, {_}: rd ?758 (i ?758) =>= mult ?758 ?758 [758] by Super 5 with 439 at 1,2
% 146.96/37.06 Id : 43158, {_}: rd (rd (rd ?47511 ?47512) (i ?47512)) (mult (i ?47512) (mult ?47512 ?47512)) =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 43157 with 462 at 2,2,2
% 146.96/37.06 Id : 43159, {_}: rd (rd (rd ?47511 ?47512) (i ?47512)) ?47512 =>= mult ?47511 (i ?47512) [47512, 47511] by Demod 43158 with 1523 at 2,2
% 146.96/37.06 Id : 50574, {_}: rd (mult ?55377 (i (i ?55378))) (i ?55378) =<= mult (mult (rd (rd ?55377 (i ?55378)) (i (i ?55378))) ?55378) ?55378 [55378, 55377] by Super 22049 with 43159 at 1,2
% 146.96/37.06 Id : 50654, {_}: rd (mult ?55377 ?55378) (i ?55378) =<= mult (mult (rd (rd ?55377 (i ?55378)) (i (i ?55378))) ?55378) ?55378 [55378, 55377] by Demod 50574 with 252 at 2,1,2
% 146.96/37.06 Id : 50655, {_}: rd (mult ?55377 ?55378) (i ?55378) =<= mult (mult (rd (rd ?55377 (i ?55378)) ?55378) ?55378) ?55378 [55378, 55377] by Demod 50654 with 252 at 2,1,1,3
% 146.96/37.06 Id : 50656, {_}: rd (mult ?55377 ?55378) (i ?55378) =<= mult (rd ?55377 (i ?55378)) ?55378 [55378, 55377] by Demod 50655 with 4 at 1,3
% 146.96/37.06 Id : 72537, {_}: mult unit (mult ?78808 (mult ?78809 ?78808)) =<= rd (mult (rd (mult ?78808 ?78809) ?78808) ?78808) (i ?78808) [78809, 78808] by Demod 72536 with 50656 at 3
% 146.96/37.06 Id : 72538, {_}: mult ?78808 (mult ?78809 ?78808) =<= rd (mult (rd (mult ?78808 ?78809) ?78808) ?78808) (i ?78808) [78809, 78808] by Demod 72537 with 7 at 2
% 146.96/37.06 Id : 72539, {_}: mult ?78808 (mult ?78809 ?78808) =<= rd (mult ?78808 ?78809) (i ?78808) [78809, 78808] by Demod 72538 with 4 at 1,3
% 146.96/37.06 Id : 72884, {_}: mult (i (mult ?79396 ?79397)) (i (i ?79396)) =<= rd (i (i ?79396)) (mult (i ?79396) (mult ?79396 (mult ?79397 ?79396))) [79397, 79396] by Super 52874 with 72539 at 2,2,3
% 146.96/37.06 Id : 73147, {_}: mult (i (mult ?79396 ?79397)) ?79396 =<= rd (i (i ?79396)) (mult (i ?79396) (mult ?79396 (mult ?79397 ?79396))) [79397, 79396] by Demod 72884 with 252 at 2,2
% 146.96/37.06 Id : 73148, {_}: mult (i (mult ?79396 ?79397)) ?79396 =<= rd ?79396 (mult (i ?79396) (mult ?79396 (mult ?79397 ?79396))) [79397, 79396] by Demod 73147 with 252 at 1,3
% 146.96/37.06 Id : 73149, {_}: mult (i (mult ?79396 ?79397)) ?79396 =<= rd ?79396 (rd (rd (mult ?79397 ?79396) ?79396) (i ?79396)) [79397, 79396] by Demod 73148 with 71791 at 2,3
% 146.96/37.06 Id : 73150, {_}: mult (i (mult ?79396 ?79397)) ?79396 =>= rd ?79396 (rd ?79397 (i ?79396)) [79397, 79396] by Demod 73149 with 5 at 1,2,3
% 146.96/37.06 Id : 72210, {_}: ld (i ?78731) (rd (rd (rd ?78732 ?78731) (i ?78731)) (i ?78731)) =>= mult (mult ?78731 ?78732) (i (i ?78731)) [78732, 78731] by Super 17621 with 71791 at 1,2,2
% 146.96/37.06 Id : 18540, {_}: ld ?21538 (rd ?21539 ?21538) =<= mult (ld ?21538 ?21539) (i ?21538) [21539, 21538] by Super 18322 with 2 at 1,2,2
% 146.96/37.06 Id : 18541, {_}: ld (i ?21541) (rd ?21542 (i ?21541)) =>= mult (ld (i ?21541) ?21542) ?21541 [21542, 21541] by Super 18540 with 252 at 2,3
% 146.96/37.06 Id : 72597, {_}: mult (ld (i ?78731) (rd (rd ?78732 ?78731) (i ?78731))) ?78731 =>= mult (mult ?78731 ?78732) (i (i ?78731)) [78732, 78731] by Demod 72210 with 18541 at 2
% 146.96/37.06 Id : 72598, {_}: mult (ld (i ?78731) (rd (rd ?78732 ?78731) (i ?78731))) ?78731 =>= mult (mult ?78731 ?78732) ?78731 [78732, 78731] by Demod 72597 with 252 at 2,3
% 146.96/37.06 Id : 72599, {_}: mult (mult (ld (i ?78731) (rd ?78732 ?78731)) ?78731) ?78731 =>= mult (mult ?78731 ?78732) ?78731 [78732, 78731] by Demod 72598 with 18541 at 1,2
% 146.96/37.06 Id : 22128, {_}: ld (i ?25634) (mult (mult ?25635 ?25634) ?25634) =<= mult (ld (i ?25634) (rd ?25635 (i ?25634))) ?25634 [25635, 25634] by Super 18541 with 22049 at 2,2
% 146.96/37.06 Id : 22164, {_}: ld (i ?25634) (mult (mult ?25635 ?25634) ?25634) =<= mult (mult (ld (i ?25634) ?25635) ?25634) ?25634 [25635, 25634] by Demod 22128 with 18541 at 1,3
% 146.96/37.06 Id : 72600, {_}: ld (i ?78731) (mult (mult (rd ?78732 ?78731) ?78731) ?78731) =>= mult (mult ?78731 ?78732) ?78731 [78732, 78731] by Demod 72599 with 22164 at 2
% 146.96/37.06 Id : 73351, {_}: ld (i ?80068) (mult ?80069 ?80068) =>= mult (mult ?80068 ?80069) ?80068 [80069, 80068] by Demod 72600 with 4 at 1,2,2
% 146.96/37.06 Id : 73462, {_}: ld ?80407 (mult ?80408 (i ?80407)) =<= mult (mult (i ?80407) ?80408) (i ?80407) [80408, 80407] by Super 73351 with 252 at 1,2
% 146.96/37.06 Id : 73721, {_}: ld ?80407 (mult ?80408 (i ?80407)) =<= mult (i ?80407) (rd ?80408 ?80407) [80408, 80407] by Demod 73462 with 19912 at 3
% 146.96/37.06 Id : 76404, {_}: mult (i (ld ?83110 (mult ?83111 (i ?83110)))) (i ?83110) =>= rd (i ?83110) (rd (rd ?83111 ?83110) (i (i ?83110))) [83111, 83110] by Super 73150 with 73721 at 1,1,2
% 146.96/37.06 Id : 18337, {_}: ld ?21217 (rd (ld (rd ?21218 ?21217) ?21217) ?21217) =>= mult (i (ld ?21217 ?21218)) (i ?21217) [21218, 21217] by Super 18322 with 8291 at 1,2,2
% 146.96/37.06 Id : 18428, {_}: ld ?21217 (rd ?21217 ?21218) =<= mult (i (ld ?21217 ?21218)) (i ?21217) [21218, 21217] by Demod 18337 with 9150 at 2,2
% 146.96/37.06 Id : 76800, {_}: ld ?83110 (rd ?83110 (mult ?83111 (i ?83110))) =<= rd (i ?83110) (rd (rd ?83111 ?83110) (i (i ?83110))) [83111, 83110] by Demod 76404 with 18428 at 2
% 146.96/37.06 Id : 76801, {_}: ld ?83110 (rd ?83110 (mult ?83111 (i ?83110))) =>= rd (i ?83110) (rd (rd ?83111 ?83110) ?83110) [83111, 83110] by Demod 76800 with 252 at 2,2,3
% 146.96/37.06 Id : 72268, {_}: ld (i ?78952) (i (rd (rd ?78953 ?78952) (i ?78952))) =>= ld (rd (mult ?78952 ?78953) ?78952) ?78952 [78953, 78952] by Super 44208 with 71791 at 1,2,2
% 146.96/37.06 Id : 44744, {_}: ld (i ?49797) (i (mult (i ?49797) ?49798)) =>= ld (rd ?49798 ?49797) ?49797 [49798, 49797] by Demod 44091 with 252 at 2,1,3
% 146.96/37.06 Id : 58360, {_}: ld (i ?64352) (i ?64353) =<= ld (rd (ld (i ?64352) ?64353) ?64352) ?64352 [64353, 64352] by Super 44744 with 2 at 1,2,2
% 146.96/37.06 Id : 58401, {_}: ld (i ?64477) (i (rd ?64478 (i ?64477))) =<= ld (rd (mult (ld (i ?64477) ?64478) ?64477) ?64477) ?64477 [64478, 64477] by Super 58360 with 18541 at 1,1,3
% 146.96/37.06 Id : 58596, {_}: ld (i ?64477) (i (rd ?64478 (i ?64477))) =>= ld (ld (i ?64477) ?64478) ?64477 [64478, 64477] by Demod 58401 with 5 at 1,3
% 146.96/37.06 Id : 72429, {_}: ld (ld (i ?78952) (rd ?78953 ?78952)) ?78952 =>= ld (rd (mult ?78952 ?78953) ?78952) ?78952 [78953, 78952] by Demod 72268 with 58596 at 2
% 146.96/37.06 Id : 72430, {_}: ld (ld (i ?78952) (rd ?78953 ?78952)) ?78952 =>= mult ?78952 (i ?78953) [78953, 78952] by Demod 72429 with 8415 at 3
% 146.96/37.06 Id : 44762, {_}: ld (i ?49856) (i ?49857) =<= ld (rd (ld (i ?49856) ?49857) ?49856) ?49856 [49857, 49856] by Super 44744 with 2 at 1,2,2
% 146.96/37.06 Id : 24110, {_}: ld ?583 (mult (mult ?583 ?584) ?583) =<= rd (rd (mult ?584 ?583) ?583) (i ?583) [584, 583] by Demod 365 with 24048 at 3
% 146.96/37.06 Id : 24115, {_}: ld ?583 (mult (mult ?583 ?584) ?583) =>= rd ?584 (i ?583) [584, 583] by Demod 24110 with 5 at 1,3
% 146.96/37.06 Id : 72209, {_}: ld (i ?78728) (mult (rd (rd ?78729 ?78728) (i ?78728)) (i ?78728)) =>= rd (mult ?78728 ?78729) (i (i ?78728)) [78729, 78728] by Super 24115 with 71791 at 1,2,2
% 146.96/37.06 Id : 72602, {_}: rd (ld (i ?78728) (rd (rd ?78729 ?78728) (i ?78728))) ?78728 =>= rd (mult ?78728 ?78729) (i (i ?78728)) [78729, 78728] by Demod 72209 with 22819 at 2
% 146.96/37.06 Id : 72603, {_}: rd (ld (i ?78728) (rd (rd ?78729 ?78728) (i ?78728))) ?78728 =>= rd (mult ?78728 ?78729) ?78728 [78729, 78728] by Demod 72602 with 252 at 2,3
% 146.96/37.06 Id : 72604, {_}: rd (mult (ld (i ?78728) (rd ?78729 ?78728)) ?78728) ?78728 =>= rd (mult ?78728 ?78729) ?78728 [78729, 78728] by Demod 72603 with 18541 at 1,2
% 146.96/37.06 Id : 73781, {_}: ld (i ?80623) (rd ?80624 ?80623) =>= rd (mult ?80623 ?80624) ?80623 [80624, 80623] by Demod 72604 with 5 at 2
% 146.96/37.06 Id : 73812, {_}: ld (i ?80706) (mult ?80707 (i ?80706)) =<= rd (mult ?80706 (rd (rd ?80707 ?80706) (i ?80706))) ?80706 [80707, 80706] by Super 73781 with 43159 at 2,2
% 146.96/37.06 Id : 74009, {_}: rd (ld (i ?80706) ?80707) ?80706 =<= rd (mult ?80706 (rd (rd ?80707 ?80706) (i ?80706))) ?80706 [80707, 80706] by Demod 73812 with 22819 at 2
% 146.96/37.06 Id : 19732, {_}: mult (mult ?22694 ?22695) ?22694 =<= mult ?22694 (rd ?22695 (i ?22694)) [22695, 22694] by Super 4 with 17694 at 1,2
% 146.96/37.06 Id : 74010, {_}: rd (ld (i ?80706) ?80707) ?80706 =<= rd (mult (mult ?80706 (rd ?80707 ?80706)) ?80706) ?80706 [80707, 80706] by Demod 74009 with 19732 at 1,3
% 146.96/37.06 Id : 74011, {_}: rd (ld (i ?80706) ?80707) ?80706 =>= mult ?80706 (rd ?80707 ?80706) [80707, 80706] by Demod 74010 with 5 at 3
% 146.96/37.06 Id : 76996, {_}: ld (i ?49856) (i ?49857) =<= ld (mult ?49856 (rd ?49857 ?49856)) ?49856 [49857, 49856] by Demod 44762 with 74011 at 1,3
% 146.96/37.06 Id : 18323, {_}: ld ?21173 (rd ?21174 ?21173) =<= mult (ld ?21173 ?21174) (i ?21173) [21174, 21173] by Super 18322 with 2 at 1,2,2
% 146.96/37.06 Id : 23638, {_}: mult (ld ?27631 (rd ?27632 ?27631)) ?27631 =<= rd (rd (ld ?27631 ?27632) (i ?27631)) ?27631 [27632, 27631] by Super 23604 with 18323 at 1,2
% 146.96/37.06 Id : 22675, {_}: ld ?26129 (mult ?26130 ?26129) =<= rd (ld ?26129 ?26130) (i ?26129) [26130, 26129] by Demod 22511 with 7935 at 2
% 146.96/37.06 Id : 24093, {_}: mult (ld ?27631 (rd ?27632 ?27631)) ?27631 =>= rd (ld ?27631 (mult ?27632 ?27631)) ?27631 [27632, 27631] by Demod 23638 with 22675 at 1,3
% 146.96/37.06 Id : 21723, {_}: rd (rd (rd ?25516 (i ?25517)) ?25517) ?25517 =>= mult ?25516 (i ?25517) [25517, 25516] by Super 21708 with 4 at 1,3
% 146.96/37.06 Id : 27283, {_}: mult (ld ?30700 (mult ?30701 (i ?30700))) ?30700 =<= rd (ld ?30700 (mult (rd (rd ?30701 (i ?30700)) ?30700) ?30700)) ?30700 [30701, 30700] by Super 24093 with 21723 at 2,1,2
% 146.96/37.06 Id : 27318, {_}: mult (ld ?30700 (mult ?30701 (i ?30700))) ?30700 =>= rd (ld ?30700 (rd ?30701 (i ?30700))) ?30700 [30701, 30700] by Demod 27283 with 4 at 2,1,3
% 146.96/37.06 Id : 23624, {_}: mult (mult (i ?27591) (rd ?27592 ?27591)) ?27591 =<= rd (rd (mult (i ?27591) ?27592) (i ?27591)) ?27591 [27592, 27591] by Super 23604 with 19912 at 1,2
% 146.96/37.06 Id : 17294, {_}: rd (mult (i ?20050) ?20051) (i ?20050) =>= mult (i ?20050) (mult ?20051 ?20050) [20051, 20050] by Demod 17184 with 4 at 1,2,3
% 146.96/37.06 Id : 24077, {_}: mult (mult (i ?27591) (rd ?27592 ?27591)) ?27591 =>= rd (mult (i ?27591) (mult ?27592 ?27591)) ?27591 [27592, 27591] by Demod 23624 with 17294 at 1,3
% 146.96/37.06 Id : 72275, {_}: rd (rd ?78973 ?78974) (i ?78974) =<= mult (i ?78974) (mult ?78974 ?78973) [78974, 78973] by Demod 71790 with 24048 at 2
% 146.96/37.06 Id : 22131, {_}: rd (rd ?25643 (i ?25644)) (i ?25644) =>= mult (mult ?25643 ?25644) ?25644 [25644, 25643] by Demod 21709 with 252 at 2,1,3
% 146.96/37.06 Id : 22156, {_}: rd (mult (i ?25713) (mult ?25714 ?25713)) (i ?25713) =>= mult (mult (mult (i ?25713) ?25714) ?25713) ?25713 [25714, 25713] by Super 22131 with 17294 at 1,2
% 146.96/37.06 Id : 31393, {_}: mult (i ?35345) (mult (mult ?35346 ?35345) ?35345) =<= mult (mult (mult (i ?35345) ?35346) ?35345) ?35345 [35346, 35345] by Demod 22156 with 17294 at 2
% 146.96/37.06 Id : 20843, {_}: mult (mult (i ?24689) ?24690) (i ?24689) =>= mult (i ?24689) (rd ?24690 ?24689) [24690, 24689] by Super 19911 with 252 at 2,2,3
% 146.96/37.06 Id : 1588, {_}: ld (i ?1992) ?1992 =>= mult ?1992 ?1992 [1992] by Super 3 with 1523 at 2,2
% 146.96/37.06 Id : 8429, {_}: mult (i ?10244) (i (mult ?10244 ?10244)) =>= ld (rd ?10244 (i ?10244)) (i ?10244) [10244] by Super 8414 with 1588 at 1,2,2
% 146.96/37.06 Id : 743, {_}: ld (mult (mult ?1095 unit) ?1095) ?1095 =>= mult ?1095 (i (mult ?1095 ?1095)) [1095] by Super 739 with 7 at 1,1,2,3
% 146.96/37.06 Id : 770, {_}: ld (mult ?1095 ?1095) ?1095 =<= mult ?1095 (i (mult ?1095 ?1095)) [1095] by Demod 743 with 6 at 1,1,2
% 146.96/37.06 Id : 771, {_}: i ?1095 =<= mult ?1095 (i (mult ?1095 ?1095)) [1095] by Demod 770 with 461 at 2
% 146.96/37.06 Id : 900, {_}: ld ?1322 (i ?1322) =<= i (mult ?1322 ?1322) [1322] by Super 3 with 771 at 2,2
% 146.96/37.06 Id : 994, {_}: i (ld ?1415 (i ?1415)) =>= mult ?1415 ?1415 [1415] by Super 252 with 900 at 1,2
% 146.96/37.06 Id : 995, {_}: i (ld (i ?1417) ?1417) =<= mult (i ?1417) (i ?1417) [1417] by Super 994 with 252 at 2,1,2
% 146.96/37.06 Id : 589, {_}: rd ?945 (i ?945) =>= mult ?945 ?945 [945] by Super 5 with 439 at 1,2
% 146.96/37.06 Id : 590, {_}: rd (i ?947) ?947 =<= mult (i ?947) (i ?947) [947] by Super 589 with 252 at 2,2
% 146.96/37.06 Id : 1014, {_}: i (ld (i ?1417) ?1417) =>= rd (i ?1417) ?1417 [1417] by Demod 995 with 590 at 3
% 146.96/37.06 Id : 1647, {_}: i (mult ?1417 ?1417) =>= rd (i ?1417) ?1417 [1417] by Demod 1014 with 1588 at 1,2
% 146.96/37.06 Id : 1649, {_}: ld ?1417 (i ?1417) =>= rd (i ?1417) ?1417 [1417] by Demod 1647 with 900 at 2
% 146.96/37.06 Id : 1653, {_}: rd (i ?1322) ?1322 =<= i (mult ?1322 ?1322) [1322] by Demod 900 with 1649 at 2
% 146.96/37.06 Id : 8546, {_}: mult (i ?10244) (rd (i ?10244) ?10244) =>= ld (rd ?10244 (i ?10244)) (i ?10244) [10244] by Demod 8429 with 1653 at 2,2
% 146.96/37.06 Id : 8547, {_}: mult (i ?10244) (rd (i ?10244) ?10244) =>= ld (mult ?10244 ?10244) (i ?10244) [10244] by Demod 8546 with 462 at 1,3
% 146.96/37.08 Id : 2050, {_}: mult (mult (mult ?2403 (rd ?2404 ?2403)) ?2403) unit =>= mult ?2403 (mult (mult ?2404 ?2403) (i ?2403)) [2404, 2403] by Super 2043 with 10 at 2,2
% 146.96/37.08 Id : 2094, {_}: mult (mult ?2403 (rd ?2404 ?2403)) ?2403 =<= mult ?2403 (mult (mult ?2404 ?2403) (i ?2403)) [2404, 2403] by Demod 2050 with 6 at 2
% 146.96/37.08 Id : 2564, {_}: ld ?2905 (mult (mult (mult ?2905 ?2906) ?2905) ?2907) =<= mult (mult (mult ?2906 ?2905) ?2905) (ld ?2905 ?2907) [2907, 2906, 2905] by Super 324 with 2 at 2,2,2
% 146.96/37.08 Id : 2581, {_}: ld ?2965 (mult (mult (mult ?2965 unit) ?2965) ?2966) =>= mult (mult ?2965 ?2965) (ld ?2965 ?2966) [2966, 2965] by Super 2564 with 7 at 1,1,3
% 146.96/37.08 Id : 2689, {_}: ld ?3115 (mult (mult ?3115 ?3115) ?3116) =<= mult (mult ?3115 ?3115) (ld ?3115 ?3116) [3116, 3115] by Demod 2581 with 6 at 1,1,2,2
% 146.96/37.08 Id : 27, {_}: ld ?70 ?70 =>= unit [70] by Super 3 with 6 at 2,2
% 146.96/37.08 Id : 2692, {_}: ld ?3124 (mult (mult ?3124 ?3124) ?3124) =>= mult (mult ?3124 ?3124) unit [3124] by Super 2689 with 27 at 2,3
% 146.96/37.08 Id : 2715, {_}: ld ?3124 (mult (mult ?3124 ?3124) ?3124) =>= mult ?3124 ?3124 [3124] by Demod 2692 with 6 at 3
% 146.96/37.08 Id : 332, {_}: ld (i ?586) (mult (mult (mult (i ?586) ?587) (i ?586)) unit) =>= mult (mult (mult ?587 (i ?586)) (i ?586)) ?586 [587, 586] by Super 324 with 11 at 2,2,2
% 146.96/37.08 Id : 366, {_}: ld (i ?586) (mult (mult (i ?586) ?587) (i ?586)) =>= mult (mult (mult ?587 (i ?586)) (i ?586)) ?586 [587, 586] by Demod 332 with 6 at 2,2
% 146.96/37.08 Id : 3363, {_}: mult (mult (mult (i ?3966) (i ?3966)) (i ?3966)) ?3966 =>= mult (i ?3966) (i ?3966) [3966] by Super 2715 with 366 at 2
% 146.96/37.08 Id : 3399, {_}: mult (mult (rd (i ?3966) ?3966) (i ?3966)) ?3966 =>= mult (i ?3966) (i ?3966) [3966] by Demod 3363 with 590 at 1,1,2
% 146.96/37.08 Id : 3400, {_}: mult (mult (rd (i ?3966) ?3966) (i ?3966)) ?3966 =>= rd (i ?3966) ?3966 [3966] by Demod 3399 with 590 at 3
% 146.96/37.08 Id : 4413, {_}: rd (rd (i ?5392) ?5392) ?5392 =<= mult (rd (i ?5392) ?5392) (i ?5392) [5392] by Super 5 with 3400 at 1,2
% 146.96/37.08 Id : 4533, {_}: mult (mult (i ?5482) (rd (rd (i ?5482) ?5482) (i ?5482))) (i ?5482) =>= mult (i ?5482) (mult (rd (rd (i ?5482) ?5482) ?5482) (i (i ?5482))) [5482] by Super 2094 with 4413 at 1,2,3
% 146.96/37.08 Id : 605, {_}: rd (rd (i ?964) ?964) (i ?964) =>= i ?964 [964] by Super 5 with 590 at 1,2
% 146.96/37.08 Id : 4574, {_}: mult (mult (i ?5482) (i ?5482)) (i ?5482) =<= mult (i ?5482) (mult (rd (rd (i ?5482) ?5482) ?5482) (i (i ?5482))) [5482] by Demod 4533 with 605 at 2,1,2
% 146.96/37.08 Id : 4575, {_}: mult (mult (i ?5482) (i ?5482)) (i ?5482) =<= mult (i ?5482) (mult (rd (rd (i ?5482) ?5482) ?5482) ?5482) [5482] by Demod 4574 with 252 at 2,2,3
% 146.96/37.08 Id : 4576, {_}: mult (rd (i ?5482) ?5482) (i ?5482) =<= mult (i ?5482) (mult (rd (rd (i ?5482) ?5482) ?5482) ?5482) [5482] by Demod 4575 with 590 at 1,2
% 146.96/37.08 Id : 4577, {_}: mult (rd (i ?5482) ?5482) (i ?5482) =<= mult (i ?5482) (rd (i ?5482) ?5482) [5482] by Demod 4576 with 4 at 2,3
% 146.96/37.08 Id : 4578, {_}: rd (rd (i ?5482) ?5482) ?5482 =<= mult (i ?5482) (rd (i ?5482) ?5482) [5482] by Demod 4577 with 4413 at 2
% 146.96/37.08 Id : 8645, {_}: rd (rd (i ?10336) ?10336) ?10336 =<= ld (mult ?10336 ?10336) (i ?10336) [10336] by Demod 8547 with 4578 at 2
% 146.96/37.08 Id : 8646, {_}: rd (rd (i (i ?10338)) (i ?10338)) (i ?10338) =>= ld (mult (i ?10338) (i ?10338)) ?10338 [10338] by Super 8645 with 252 at 2,3
% 146.96/37.08 Id : 8667, {_}: rd (rd ?10338 (i ?10338)) (i ?10338) =<= ld (mult (i ?10338) (i ?10338)) ?10338 [10338] by Demod 8646 with 252 at 1,1,2
% 146.96/37.08 Id : 8668, {_}: rd (rd ?10338 (i ?10338)) (i ?10338) =>= ld (rd (i ?10338) ?10338) ?10338 [10338] by Demod 8667 with 590 at 1,3
% 146.96/37.08 Id : 8669, {_}: rd (mult ?10338 ?10338) (i ?10338) =<= ld (rd (i ?10338) ?10338) ?10338 [10338] by Demod 8668 with 462 at 1,2
% 146.96/37.08 Id : 4552, {_}: rd (rd (i ?5534) ?5534) ?5534 =<= mult (rd (i ?5534) ?5534) (i ?5534) [5534] by Super 5 with 3400 at 1,2
% 146.96/37.08 Id : 4553, {_}: rd (rd (i (i ?5536)) (i ?5536)) (i ?5536) =>= mult (rd (i (i ?5536)) (i ?5536)) ?5536 [5536] by Super 4552 with 252 at 2,3
% 146.96/37.08 Id : 4592, {_}: rd (rd ?5536 (i ?5536)) (i ?5536) =<= mult (rd (i (i ?5536)) (i ?5536)) ?5536 [5536] by Demod 4553 with 252 at 1,1,2
% 146.96/37.08 Id : 4593, {_}: rd (rd ?5536 (i ?5536)) (i ?5536) =>= mult (rd ?5536 (i ?5536)) ?5536 [5536] by Demod 4592 with 252 at 1,1,3
% 146.96/37.08 Id : 4594, {_}: rd (mult ?5536 ?5536) (i ?5536) =<= mult (rd ?5536 (i ?5536)) ?5536 [5536] by Demod 4593 with 462 at 1,2
% 146.96/37.08 Id : 4595, {_}: rd (mult ?5536 ?5536) (i ?5536) =>= mult (mult ?5536 ?5536) ?5536 [5536] by Demod 4594 with 462 at 1,3
% 146.96/37.08 Id : 8670, {_}: mult (mult ?10338 ?10338) ?10338 =<= ld (rd (i ?10338) ?10338) ?10338 [10338] by Demod 8669 with 4595 at 2
% 146.96/37.08 Id : 8430, {_}: mult ?10246 (i (rd (i ?10246) ?10246)) =>= ld (rd (i ?10246) ?10246) ?10246 [10246] by Super 8414 with 1649 at 1,2,2
% 146.96/37.08 Id : 958, {_}: ld ?1382 (i ?1382) =<= i (mult ?1382 ?1382) [1382] by Super 3 with 771 at 2,2
% 146.96/37.08 Id : 961, {_}: ld (i ?1386) (i (i ?1386)) =>= i (rd (i ?1386) ?1386) [1386] by Super 958 with 590 at 1,3
% 146.96/37.08 Id : 981, {_}: ld (i ?1386) ?1386 =<= i (rd (i ?1386) ?1386) [1386] by Demod 961 with 252 at 2,2
% 146.96/37.08 Id : 1648, {_}: mult ?1386 ?1386 =<= i (rd (i ?1386) ?1386) [1386] by Demod 981 with 1588 at 2
% 146.96/37.08 Id : 8549, {_}: mult ?10246 (mult ?10246 ?10246) =<= ld (rd (i ?10246) ?10246) ?10246 [10246] by Demod 8430 with 1648 at 2,2
% 146.96/37.08 Id : 8840, {_}: mult (mult ?10338 ?10338) ?10338 =?= mult ?10338 (mult ?10338 ?10338) [10338] by Demod 8670 with 8549 at 3
% 146.96/37.08 Id : 8938, {_}: ld ?10772 (mult (mult ?10772 ?10772) ?10772) =<= mult (mult ?10772 (mult ?10772 ?10772)) (i ?10772) [10772] by Super 365 with 8840 at 1,3
% 146.96/37.08 Id : 8994, {_}: mult ?10772 ?10772 =<= mult (mult ?10772 (mult ?10772 ?10772)) (i ?10772) [10772] by Demod 8938 with 2715 at 2
% 146.96/37.08 Id : 11142, {_}: ld (mult (mult (i ?13248) (mult ?13248 (mult ?13248 ?13248))) (i ?13248)) (mult (i ?13248) ?13249) =>= mult (i ?13248) (ld (mult (mult ?13248 ?13248) (i ?13248)) ?13249) [13249, 13248] by Super 503 with 8994 at 1,1,2,3
% 146.96/37.08 Id : 5210, {_}: ld (mult (mult ?6152 ?6153) ?6152) (mult ?6152 ?6154) =<= mult ?6152 (ld (mult (mult ?6153 ?6152) ?6152) ?6154) [6154, 6153, 6152] by Super 489 with 2 at 2,2,2
% 146.96/37.08 Id : 5214, {_}: ld (mult (mult ?6167 unit) ?6167) (mult ?6167 ?6168) =>= mult ?6167 (ld (mult ?6167 ?6167) ?6168) [6168, 6167] by Super 5210 with 7 at 1,1,2,3
% 146.96/37.08 Id : 5393, {_}: ld (mult ?6493 ?6493) (mult ?6493 ?6494) =<= mult ?6493 (ld (mult ?6493 ?6493) ?6494) [6494, 6493] by Demod 5214 with 6 at 1,1,2
% 146.96/37.08 Id : 5396, {_}: ld (mult (i ?6500) (i ?6500)) (mult (i ?6500) ?6501) =>= mult (i ?6500) (ld (rd (i ?6500) ?6500) ?6501) [6501, 6500] by Super 5393 with 590 at 1,2,3
% 146.96/37.08 Id : 5467, {_}: ld (rd (i ?6500) ?6500) (mult (i ?6500) ?6501) =<= mult (i ?6500) (ld (rd (i ?6500) ?6500) ?6501) [6501, 6500] by Demod 5396 with 590 at 1,2
% 146.96/37.08 Id : 8706, {_}: ld (rd (i ?10366) ?10366) (mult (i ?10366) ?10366) =>= mult (i ?10366) (mult ?10366 (mult ?10366 ?10366)) [10366] by Super 5467 with 8549 at 2,3
% 146.96/37.08 Id : 8738, {_}: ld (rd (i ?10366) ?10366) unit =<= mult (i ?10366) (mult ?10366 (mult ?10366 ?10366)) [10366] by Demod 8706 with 11 at 2,2
% 146.96/37.08 Id : 8739, {_}: i (rd (i ?10366) ?10366) =<= mult (i ?10366) (mult ?10366 (mult ?10366 ?10366)) [10366] by Demod 8738 with 162 at 2
% 146.96/37.08 Id : 8740, {_}: mult ?10366 ?10366 =<= mult (i ?10366) (mult ?10366 (mult ?10366 ?10366)) [10366] by Demod 8739 with 1648 at 2
% 146.96/37.08 Id : 11165, {_}: ld (mult (mult ?13248 ?13248) (i ?13248)) (mult (i ?13248) ?13249) =<= mult (i ?13248) (ld (mult (mult ?13248 ?13248) (i ?13248)) ?13249) [13249, 13248] by Demod 11142 with 8740 at 1,1,2
% 146.96/37.08 Id : 11166, {_}: ld (mult (mult ?13248 ?13248) (i ?13248)) (mult (i ?13248) ?13249) =>= mult (i ?13248) (ld ?13248 ?13249) [13249, 13248] by Demod 11165 with 439 at 1,2,3
% 146.96/37.08 Id : 11167, {_}: ld ?13248 (mult (i ?13248) ?13249) =<= mult (i ?13248) (ld ?13248 ?13249) [13249, 13248] by Demod 11166 with 439 at 1,2
% 146.96/37.08 Id : 20881, {_}: mult (ld ?24791 (mult (i ?24791) ?24792)) (i ?24791) =>= mult (i ?24791) (rd (ld ?24791 ?24792) ?24791) [24792, 24791] by Super 20843 with 11167 at 1,2
% 146.96/37.08 Id : 21306, {_}: ld ?24791 (rd (mult (i ?24791) ?24792) ?24791) =<= mult (i ?24791) (rd (ld ?24791 ?24792) ?24791) [24792, 24791] by Demod 20881 with 18323 at 2
% 146.96/37.08 Id : 31432, {_}: mult (i ?35455) (mult (mult (rd (ld ?35455 ?35456) ?35455) ?35455) ?35455) =<= mult (mult (ld ?35455 (rd (mult (i ?35455) ?35456) ?35455)) ?35455) ?35455 [35456, 35455] by Super 31393 with 21306 at 1,1,3
% 146.96/37.08 Id : 31806, {_}: mult (i ?35455) (mult (ld ?35455 ?35456) ?35455) =<= mult (mult (ld ?35455 (rd (mult (i ?35455) ?35456) ?35455)) ?35455) ?35455 [35456, 35455] by Demod 31432 with 4 at 1,2,2
% 146.96/37.08 Id : 31807, {_}: mult (i ?35455) (mult (ld ?35455 ?35456) ?35455) =<= ld ?35455 (mult (mult (rd (mult (i ?35455) ?35456) ?35455) ?35455) ?35455) [35456, 35455] by Demod 31806 with 3028 at 3
% 146.96/37.08 Id : 31808, {_}: mult (i ?35455) (mult (ld ?35455 ?35456) ?35455) =>= ld ?35455 (mult (mult (i ?35455) ?35456) ?35455) [35456, 35455] by Demod 31807 with 4 at 1,2,3
% 146.96/37.08 Id : 72307, {_}: rd (rd (mult (ld ?79069 ?79070) ?79069) (i ?79069)) (i (i ?79069)) =<= mult (i (i ?79069)) (ld ?79069 (mult (mult (i ?79069) ?79070) ?79069)) [79070, 79069] by Super 72275 with 31808 at 2,3
% 146.96/37.08 Id : 50874, {_}: rd (mult ?55796 (i ?55797)) ?55797 =<= mult (rd ?55796 ?55797) (i ?55797) [55797, 55796] by Super 21723 with 43159 at 1,2
% 146.96/37.08 Id : 50928, {_}: rd (mult (ld ?55949 ?55950) (i (i ?55949))) (i ?55949) =>= mult (ld ?55949 (mult ?55950 ?55949)) (i (i ?55949)) [55950, 55949] by Super 50874 with 22675 at 1,3
% 146.96/37.08 Id : 51186, {_}: rd (mult (ld ?55949 ?55950) ?55949) (i ?55949) =<= mult (ld ?55949 (mult ?55950 ?55949)) (i (i ?55949)) [55950, 55949] by Demod 50928 with 252 at 2,1,2
% 146.96/37.08 Id : 51187, {_}: rd (mult (ld ?55949 ?55950) ?55949) (i ?55949) =>= mult (ld ?55949 (mult ?55950 ?55949)) ?55949 [55950, 55949] by Demod 51186 with 252 at 2,3
% 146.96/37.08 Id : 72705, {_}: rd (mult (ld ?79069 (mult ?79070 ?79069)) ?79069) (i (i ?79069)) =<= mult (i (i ?79069)) (ld ?79069 (mult (mult (i ?79069) ?79070) ?79069)) [79070, 79069] by Demod 72307 with 51187 at 1,2
% 146.96/37.08 Id : 72706, {_}: rd (mult (ld ?79069 (mult ?79070 ?79069)) ?79069) ?79069 =<= mult (i (i ?79069)) (ld ?79069 (mult (mult (i ?79069) ?79070) ?79069)) [79070, 79069] by Demod 72705 with 252 at 2,2
% 146.96/37.08 Id : 72707, {_}: rd (mult (ld ?79069 (mult ?79070 ?79069)) ?79069) ?79069 =<= mult ?79069 (ld ?79069 (mult (mult (i ?79069) ?79070) ?79069)) [79070, 79069] by Demod 72706 with 252 at 1,3
% 146.96/37.08 Id : 72708, {_}: ld ?79069 (mult ?79070 ?79069) =<= mult ?79069 (ld ?79069 (mult (mult (i ?79069) ?79070) ?79069)) [79070, 79069] by Demod 72707 with 5 at 2
% 146.96/37.08 Id : 72709, {_}: ld ?79069 (mult ?79070 ?79069) =<= mult (mult (i ?79069) ?79070) ?79069 [79070, 79069] by Demod 72708 with 2 at 3
% 146.96/37.08 Id : 74057, {_}: ld ?27591 (mult (rd ?27592 ?27591) ?27591) =<= rd (mult (i ?27591) (mult ?27592 ?27591)) ?27591 [27592, 27591] by Demod 24077 with 72709 at 2
% 146.96/37.08 Id : 74058, {_}: ld ?27591 ?27592 =<= rd (mult (i ?27591) (mult ?27592 ?27591)) ?27591 [27592, 27591] by Demod 74057 with 4 at 2,2
% 146.96/37.08 Id : 73833, {_}: ld ?80766 (rd ?80767 (i ?80766)) =<= rd (mult (i ?80766) ?80767) (i ?80766) [80767, 80766] by Super 73781 with 252 at 1,2
% 146.96/37.08 Id : 74050, {_}: ld ?80766 (rd ?80767 (i ?80766)) =<= mult (i ?80766) (mult ?80767 ?80766) [80767, 80766] by Demod 73833 with 17294 at 3
% 146.96/37.08 Id : 77843, {_}: ld ?27591 ?27592 =<= rd (ld ?27591 (rd ?27592 (i ?27591))) ?27591 [27592, 27591] by Demod 74058 with 74050 at 1,3
% 146.96/37.08 Id : 77846, {_}: mult (ld ?30700 (mult ?30701 (i ?30700))) ?30700 =>= ld ?30700 ?30701 [30701, 30700] by Demod 27318 with 77843 at 3
% 146.96/37.08 Id : 74893, {_}: mult (i (mult ?81882 ?81883)) ?81882 =>= rd ?81882 (rd ?81883 (i ?81882)) [81883, 81882] by Demod 73149 with 5 at 1,2,3
% 146.96/37.08 Id : 34398, {_}: ld (mult ?38666 (mult (i ?38666) ?38667)) (mult ?38666 (i ?38666)) =>= mult ?38666 (mult (i ?38666) (i ?38667)) [38667, 38666] by Super 34350 with 8415 at 2,3
% 146.96/37.08 Id : 34603, {_}: ld (mult ?38666 (mult (i ?38666) ?38667)) unit =>= mult ?38666 (mult (i ?38666) (i ?38667)) [38667, 38666] by Demod 34398 with 10 at 2,2
% 146.96/37.08 Id : 34724, {_}: i (mult ?39035 (mult (i ?39035) ?39036)) =<= mult ?39035 (mult (i ?39035) (i ?39036)) [39036, 39035] by Demod 34603 with 162 at 2
% 146.96/37.08 Id : 34737, {_}: i (mult (i ?39076) (mult (i (i ?39076)) ?39077)) =>= mult (i ?39076) (mult ?39076 (i ?39077)) [39077, 39076] by Super 34724 with 252 at 1,2,3
% 146.96/37.08 Id : 35894, {_}: i (mult (i ?40338) (mult ?40338 ?40339)) =<= mult (i ?40338) (mult ?40338 (i ?40339)) [40339, 40338] by Demod 34737 with 252 at 1,2,1,2
% 146.96/37.08 Id : 35912, {_}: i (mult (i ?40391) (mult ?40391 (ld ?40391 ?40392))) =>= mult (i ?40391) (ld (rd ?40392 ?40391) ?40391) [40392, 40391] by Super 35894 with 8291 at 2,3
% 146.96/37.08 Id : 36129, {_}: i (mult (i ?40391) ?40392) =<= mult (i ?40391) (ld (rd ?40392 ?40391) ?40391) [40392, 40391] by Demod 35912 with 2 at 2,1,2
% 146.96/37.08 Id : 74977, {_}: mult (i (i (mult (i ?82143) ?82144))) (i ?82143) =<= rd (i ?82143) (rd (ld (rd ?82144 ?82143) ?82143) (i (i ?82143))) [82144, 82143] by Super 74893 with 36129 at 1,1,2
% 146.96/37.08 Id : 75382, {_}: mult (mult (i ?82143) ?82144) (i ?82143) =<= rd (i ?82143) (rd (ld (rd ?82144 ?82143) ?82143) (i (i ?82143))) [82144, 82143] by Demod 74977 with 252 at 1,2
% 146.96/37.08 Id : 75383, {_}: mult (mult (i ?82143) ?82144) (i ?82143) =<= rd (i ?82143) (rd (ld (rd ?82144 ?82143) ?82143) ?82143) [82144, 82143] by Demod 75382 with 252 at 2,2,3
% 146.96/37.08 Id : 75384, {_}: mult (i ?82143) (rd ?82144 ?82143) =<= rd (i ?82143) (rd (ld (rd ?82144 ?82143) ?82143) ?82143) [82144, 82143] by Demod 75383 with 19912 at 2
% 146.96/37.08 Id : 75385, {_}: mult (i ?82143) (rd ?82144 ?82143) =>= rd (i ?82143) (rd ?82143 ?82144) [82144, 82143] by Demod 75384 with 9150 at 2,3
% 146.96/37.08 Id : 78695, {_}: ld ?82143 (mult ?82144 (i ?82143)) =>= rd (i ?82143) (rd ?82143 ?82144) [82144, 82143] by Demod 75385 with 73721 at 2
% 146.96/37.08 Id : 78698, {_}: mult (rd (i ?30700) (rd ?30700 ?30701)) ?30700 =>= ld ?30700 ?30701 [30701, 30700] by Demod 77846 with 78695 at 1,2
% 146.96/37.08 Id : 72924, {_}: mult ?79516 (mult ?79517 ?79516) =<= rd (mult ?79516 ?79517) (i ?79516) [79517, 79516] by Demod 72538 with 4 at 1,3
% 146.96/37.08 Id : 21089, {_}: rd (rd ?24512 ?24511) ?24511 =<= mult (mult ?24512 (i ?24511)) (i ?24511) [24511, 24512] by Demod 21088 with 3 at 2
% 146.96/37.08 Id : 21705, {_}: rd (mult ?25461 (mult ?25462 (i ?25461))) ?25461 =>= mult ?25461 (rd (rd ?25462 ?25461) ?25461) [25462, 25461] by Super 17475 with 21089 at 2,3
% 146.96/37.08 Id : 21761, {_}: rd (rd (mult ?25461 ?25462) ?25461) ?25461 =<= mult ?25461 (rd (rd ?25462 ?25461) ?25461) [25462, 25461] by Demod 21705 with 17475 at 1,2
% 146.96/37.08 Id : 73021, {_}: mult ?79821 (mult (rd (rd ?79822 ?79821) ?79821) ?79821) =<= rd (rd (rd (mult ?79821 ?79822) ?79821) ?79821) (i ?79821) [79822, 79821] by Super 72924 with 21761 at 1,3
% 146.96/37.08 Id : 73253, {_}: mult ?79821 (rd ?79822 ?79821) =<= rd (rd (rd (mult ?79821 ?79822) ?79821) ?79821) (i ?79821) [79822, 79821] by Demod 73021 with 4 at 2,2
% 146.96/37.08 Id : 21667, {_}: rd (rd (rd ?25324 ?25325) ?25325) (i ?25325) =>= mult ?25324 (i ?25325) [25325, 25324] by Super 5 with 21089 at 1,2
% 146.96/37.08 Id : 75581, {_}: mult ?82688 (rd ?82689 ?82688) =<= mult (mult ?82688 ?82689) (i ?82688) [82689, 82688] by Demod 73253 with 21667 at 3
% 146.96/37.08 Id : 75582, {_}: mult (i ?82691) (rd ?82692 (i ?82691)) =>= mult (mult (i ?82691) ?82692) ?82691 [82692, 82691] by Super 75581 with 252 at 2,3
% 146.96/37.08 Id : 67147, {_}: ld (mult (i ?73670) (i ?73671)) (i ?73671) =>= mult ?73671 (rd ?73670 ?73671) [73671, 73670] by Super 18 with 52874 at 1,2
% 146.96/37.08 Id : 67148, {_}: ld (mult (i ?73673) (i (i ?73674))) ?73674 =>= mult (i ?73674) (rd ?73673 (i ?73674)) [73674, 73673] by Super 67147 with 252 at 2,2
% 146.96/37.08 Id : 67285, {_}: ld (mult (i ?73673) ?73674) ?73674 =<= mult (i ?73674) (rd ?73673 (i ?73674)) [73674, 73673] by Demod 67148 with 252 at 2,1,2
% 146.96/37.08 Id : 76199, {_}: ld (mult (i ?82692) ?82691) ?82691 =<= mult (mult (i ?82691) ?82692) ?82691 [82691, 82692] by Demod 75582 with 67285 at 2
% 146.96/37.08 Id : 79029, {_}: ld (mult (i ?85705) ?85706) ?85706 =>= ld ?85706 (mult ?85705 ?85706) [85706, 85705] by Demod 76199 with 72709 at 3
% 146.96/37.08 Id : 79030, {_}: ld (mult ?85708 ?85709) ?85709 =<= ld ?85709 (mult (i ?85708) ?85709) [85709, 85708] by Super 79029 with 252 at 1,1,2
% 146.96/37.08 Id : 53432, {_}: ld ?58268 (ld (i (mult ?58268 ?58269)) ?58268) =>= i (rd (i ?58268) ?58269) [58269, 58268] by Super 3 with 43632 at 2,2
% 146.96/37.08 Id : 53433, {_}: ld ?58271 (ld (i ?58272) ?58271) =<= i (rd (i ?58271) (ld ?58271 ?58272)) [58272, 58271] by Super 53432 with 2 at 1,1,2,2
% 146.96/37.08 Id : 53879, {_}: i (ld ?58886 (ld (i ?58887) ?58886)) =>= rd (i ?58886) (ld ?58886 ?58887) [58887, 58886] by Super 252 with 53433 at 1,2
% 146.96/37.08 Id : 54104, {_}: ld ?58886 (mult (i ?58887) ?58886) =>= rd (i ?58886) (ld ?58886 ?58887) [58887, 58886] by Demod 53879 with 7935 at 2
% 146.96/37.08 Id : 79168, {_}: ld (mult ?85708 ?85709) ?85709 =<= rd (i ?85709) (ld ?85709 ?85708) [85709, 85708] by Demod 79030 with 54104 at 3
% 146.96/37.08 Id : 81311, {_}: mult (rd (i (i ?88291)) (ld (mult ?88292 ?88291) ?88291)) (i ?88291) =>= ld (i ?88291) (ld ?88291 ?88292) [88292, 88291] by Super 78698 with 79168 at 2,1,2
% 146.96/37.08 Id : 81409, {_}: mult (rd ?88291 (ld (mult ?88292 ?88291) ?88291)) (i ?88291) =>= ld (i ?88291) (ld ?88291 ?88292) [88292, 88291] by Demod 81311 with 252 at 1,1,2
% 146.96/37.08 Id : 81410, {_}: mult (mult ?88292 ?88291) (i ?88291) =>= ld (i ?88291) (ld ?88291 ?88292) [88291, 88292] by Demod 81409 with 23 at 1,2
% 146.96/37.08 Id : 81411, {_}: rd (rd ?88292 ?88291) (i ?88291) =<= ld (i ?88291) (ld ?88291 ?88292) [88291, 88292] by Demod 81410 with 24048 at 2
% 146.96/37.08 Id : 23626, {_}: mult (rd (rd ?27597 (i (i ?27598))) (i ?27598)) ?27598 =>= rd (rd (mult ?27597 (i (i ?27598))) (i ?27598)) ?27598 [27598, 27597] by Super 23604 with 23485 at 1,2
% 146.96/37.08 Id : 24078, {_}: mult (rd (rd ?27597 ?27598) (i ?27598)) ?27598 =<= rd (rd (mult ?27597 (i (i ?27598))) (i ?27598)) ?27598 [27598, 27597] by Demod 23626 with 252 at 2,1,1,2
% 146.96/37.09 Id : 24079, {_}: mult (rd (rd ?27597 ?27598) (i ?27598)) ?27598 =>= rd (rd (mult ?27597 ?27598) (i ?27598)) ?27598 [27598, 27597] by Demod 24078 with 252 at 2,1,1,3
% 146.96/37.10 Id : 51198, {_}: rd (mult (rd ?27597 ?27598) ?27598) (i ?27598) =>= rd (rd (mult ?27597 ?27598) (i ?27598)) ?27598 [27598, 27597] by Demod 24079 with 50656 at 2
% 146.96/37.10 Id : 51199, {_}: rd ?27597 (i ?27598) =<= rd (rd (mult ?27597 ?27598) (i ?27598)) ?27598 [27598, 27597] by Demod 51198 with 4 at 1,2
% 146.96/37.10 Id : 73823, {_}: ld (i ?80738) (rd ?80739 (i ?80738)) =<= rd (mult ?80738 (rd (mult ?80739 ?80738) (i ?80738))) ?80738 [80739, 80738] by Super 73781 with 51199 at 2,2
% 146.96/37.10 Id : 74027, {_}: mult (ld (i ?80738) ?80739) ?80738 =<= rd (mult ?80738 (rd (mult ?80739 ?80738) (i ?80738))) ?80738 [80739, 80738] by Demod 73823 with 18541 at 2
% 146.96/37.10 Id : 74028, {_}: mult (ld (i ?80738) ?80739) ?80738 =<= rd (mult (mult ?80738 (mult ?80739 ?80738)) ?80738) ?80738 [80739, 80738] by Demod 74027 with 19732 at 1,3
% 146.96/37.10 Id : 74029, {_}: mult (ld (i ?80738) ?80739) ?80738 =>= mult ?80738 (mult ?80739 ?80738) [80739, 80738] by Demod 74028 with 5 at 3
% 146.96/37.10 Id : 77433, {_}: ld ?84281 (ld (i ?84281) ?84282) =<= rd (mult (i ?84281) (mult ?84281 (mult ?84282 ?84281))) ?84281 [84282, 84281] by Super 74058 with 74029 at 2,1,3
% 146.96/37.10 Id : 77516, {_}: ld ?84281 (ld (i ?84281) ?84282) =<= rd (rd (rd (mult ?84282 ?84281) ?84281) (i ?84281)) ?84281 [84282, 84281] by Demod 77433 with 71791 at 1,3
% 146.96/37.10 Id : 77517, {_}: ld ?84281 (ld (i ?84281) ?84282) =<= mult (mult ?84282 ?84281) (i ?84281) [84282, 84281] by Demod 77516 with 43159 at 3
% 146.96/37.10 Id : 80442, {_}: ld ?87460 (ld (i ?87460) ?87461) =>= rd (rd ?87461 ?87460) (i ?87460) [87461, 87460] by Demod 77517 with 24048 at 3
% 146.96/37.10 Id : 80443, {_}: ld (i ?87463) (ld ?87463 ?87464) =<= rd (rd ?87464 (i ?87463)) (i (i ?87463)) [87464, 87463] by Super 80442 with 252 at 1,2,2
% 146.96/37.10 Id : 80636, {_}: ld (i ?87463) (ld ?87463 ?87464) =>= rd (rd ?87464 (i ?87463)) ?87463 [87464, 87463] by Demod 80443 with 252 at 2,3
% 146.96/37.10 Id : 84339, {_}: rd (rd ?88292 ?88291) (i ?88291) =?= rd (rd ?88292 (i ?88291)) ?88291 [88291, 88292] by Demod 81411 with 80636 at 3
% 146.96/37.10 Id : 84367, {_}: ld (i (i ?92515)) (i (rd ?92516 ?92515)) =<= ld (mult (i ?92515) (rd (rd ?92516 (i ?92515)) ?92515)) (i ?92515) [92516, 92515] by Super 76996 with 84339 at 2,1,3
% 146.96/37.10 Id : 84751, {_}: ld ?92515 (i (rd ?92516 ?92515)) =<= ld (mult (i ?92515) (rd (rd ?92516 (i ?92515)) ?92515)) (i ?92515) [92516, 92515] by Demod 84367 with 252 at 1,2
% 146.96/37.10 Id : 78697, {_}: rd (i ?80407) (rd ?80407 ?80408) =<= mult (i ?80407) (rd ?80408 ?80407) [80408, 80407] by Demod 73721 with 78695 at 2
% 146.96/37.10 Id : 84752, {_}: ld ?92515 (i (rd ?92516 ?92515)) =<= ld (rd (i ?92515) (rd ?92515 (rd ?92516 (i ?92515)))) (i ?92515) [92516, 92515] by Demod 84751 with 78697 at 1,3
% 146.96/37.10 Id : 84753, {_}: ld ?92515 (i (rd ?92516 ?92515)) =>= rd ?92515 (rd ?92516 (i ?92515)) [92516, 92515] by Demod 84752 with 18 at 3
% 146.96/37.10 Id : 86371, {_}: rd (i ?64477) (rd ?64478 (i (i ?64477))) =>= ld (ld (i ?64477) ?64478) ?64477 [64478, 64477] by Demod 58596 with 84753 at 2
% 146.96/37.10 Id : 86372, {_}: rd (i ?64477) (rd ?64478 ?64477) =<= ld (ld (i ?64477) ?64478) ?64477 [64478, 64477] by Demod 86371 with 252 at 2,2,2
% 146.96/37.10 Id : 206274, {_}: rd (i ?78952) (rd (rd ?78953 ?78952) ?78952) =>= mult ?78952 (i ?78953) [78953, 78952] by Demod 72430 with 86372 at 2
% 146.96/37.10 Id : 220492, {_}: ld ?83110 (rd ?83110 (mult ?83111 (i ?83110))) =>= mult ?83110 (i ?83111) [83111, 83110] by Demod 76801 with 206274 at 3
% 146.96/37.10 Id : 44143, {_}: ld ?49370 (i (mult ?49370 (ld ?49370 ?49371))) =?= ld (ld ?49370 (mult ?49371 ?49370)) (i ?49370) [49371, 49370] by Super 44090 with 22675 at 1,3
% 146.96/37.10 Id : 44304, {_}: ld ?49370 (i ?49371) =<= ld (ld ?49370 (mult ?49371 ?49370)) (i ?49370) [49371, 49370] by Demod 44143 with 2 at 1,2,2
% 146.96/37.10 Id : 77354, {_}: ld ?83991 (i (ld (i ?83991) ?83992)) =<= ld (ld ?83991 (mult ?83991 (mult ?83992 ?83991))) (i ?83991) [83992, 83991] by Super 44304 with 74029 at 2,1,3
% 146.96/37.10 Id : 77685, {_}: ld ?83991 (i (ld (i ?83991) ?83992)) =>= ld (mult ?83992 ?83991) (i ?83991) [83992, 83991] by Demod 77354 with 3 at 1,3
% 146.96/37.10 Id : 76487, {_}: ld ?83397 (mult ?83398 (i ?83397)) =<= mult (i ?83397) (rd ?83398 ?83397) [83398, 83397] by Demod 73462 with 19912 at 3
% 146.96/37.10 Id : 8436, {_}: mult ?10259 (ld ?10259 (mult ?10260 ?10259)) =>= ld (rd (ld ?10260 ?10259) ?10259) ?10259 [10260, 10259] by Super 8414 with 7935 at 2,2
% 146.96/37.10 Id : 8564, {_}: mult ?10260 ?10259 =<= ld (rd (ld ?10260 ?10259) ?10259) ?10259 [10259, 10260] by Demod 8436 with 2 at 2
% 146.96/37.10 Id : 34400, {_}: ld (mult ?38671 (ld ?38672 (i ?38671))) (mult ?38671 (i ?38671)) =>= mult ?38671 (mult ?38672 (i ?38671)) [38672, 38671] by Super 34350 with 8564 at 2,3
% 146.96/37.10 Id : 34614, {_}: ld (mult ?38671 (ld ?38672 (i ?38671))) unit =>= mult ?38671 (mult ?38672 (i ?38671)) [38672, 38671] by Demod 34400 with 10 at 2,2
% 146.96/37.10 Id : 34615, {_}: ld (mult ?38671 (ld ?38672 (i ?38671))) unit =>= rd (mult ?38671 ?38672) ?38671 [38672, 38671] by Demod 34614 with 17475 at 3
% 146.96/37.10 Id : 35117, {_}: i (mult ?39529 (ld ?39530 (i ?39529))) =>= rd (mult ?39529 ?39530) ?39529 [39530, 39529] by Demod 34615 with 162 at 2
% 146.96/37.10 Id : 35131, {_}: i (mult ?39574 ?39575) =<= rd (mult ?39574 (rd (i ?39574) ?39575)) ?39574 [39575, 39574] by Super 35117 with 18 at 2,1,2
% 146.96/37.10 Id : 76528, {_}: ld ?83510 (mult (mult ?83510 (rd (i ?83510) ?83511)) (i ?83510)) =>= mult (i ?83510) (i (mult ?83510 ?83511)) [83511, 83510] by Super 76487 with 35131 at 2,3
% 146.96/37.10 Id : 73254, {_}: mult ?79821 (rd ?79822 ?79821) =<= mult (mult ?79821 ?79822) (i ?79821) [79822, 79821] by Demod 73253 with 21667 at 3
% 146.96/37.10 Id : 76920, {_}: ld ?83510 (mult ?83510 (rd (rd (i ?83510) ?83511) ?83510)) =>= mult (i ?83510) (i (mult ?83510 ?83511)) [83511, 83510] by Demod 76528 with 73254 at 2,2
% 146.96/37.10 Id : 76921, {_}: rd (rd (i ?83510) ?83511) ?83510 =<= mult (i ?83510) (i (mult ?83510 ?83511)) [83511, 83510] by Demod 76920 with 3 at 2
% 146.96/37.10 Id : 72220, {_}: mult (i ?78772) (i (mult ?78772 ?78773)) =<= ld (rd (rd (rd ?78773 ?78772) (i ?78772)) (i ?78772)) (i ?78772) [78773, 78772] by Super 8415 with 71791 at 1,1,3
% 146.96/37.10 Id : 43808, {_}: ld ?48983 (i (mult ?48983 ?48984)) =<= ld (rd ?48984 (i ?48983)) (i ?48983) [48984, 48983] by Demod 43807 with 9072 at 3
% 146.96/37.10 Id : 72549, {_}: mult (i ?78772) (i (mult ?78772 ?78773)) =<= ld ?78772 (i (mult ?78772 (rd (rd ?78773 ?78772) (i ?78772)))) [78773, 78772] by Demod 72220 with 43808 at 3
% 146.96/37.10 Id : 72550, {_}: mult (i ?78772) (i (mult ?78772 ?78773)) =<= ld ?78772 (i (mult (mult ?78772 (rd ?78773 ?78772)) ?78772)) [78773, 78772] by Demod 72549 with 19732 at 1,2,3
% 146.96/37.10 Id : 72551, {_}: mult (i ?78772) (i (mult ?78772 ?78773)) =<= ld ?78772 (i (rd (mult ?78772 (mult ?78773 ?78772)) ?78772)) [78773, 78772] by Demod 72550 with 16541 at 1,2,3
% 146.96/37.10 Id : 34616, {_}: i (mult ?38671 (ld ?38672 (i ?38671))) =>= rd (mult ?38671 ?38672) ?38671 [38672, 38671] by Demod 34615 with 162 at 2
% 146.96/37.10 Id : 35056, {_}: i (rd (mult ?39309 ?39310) ?39309) =<= mult ?39309 (ld ?39310 (i ?39309)) [39310, 39309] by Super 252 with 34616 at 1,2
% 146.96/37.10 Id : 35442, {_}: ld ?39855 (i (rd (mult ?39855 ?39856) ?39855)) =>= ld ?39856 (i ?39855) [39856, 39855] by Super 3 with 35056 at 2,2
% 146.96/37.10 Id : 72552, {_}: mult (i ?78772) (i (mult ?78772 ?78773)) =>= ld (mult ?78773 ?78772) (i ?78772) [78773, 78772] by Demod 72551 with 35442 at 3
% 146.96/37.10 Id : 98100, {_}: rd (rd (i ?83510) ?83511) ?83510 =<= ld (mult ?83511 ?83510) (i ?83510) [83511, 83510] by Demod 76921 with 72552 at 3
% 146.96/37.10 Id : 100951, {_}: ld ?110592 (i (ld (i ?110592) ?110593)) =>= rd (rd (i ?110592) ?110593) ?110592 [110593, 110592] by Demod 77685 with 98100 at 3
% 146.96/37.10 Id : 43695, {_}: ld ?48787 (ld (i (mult ?48787 ?48788)) ?48787) =>= i (rd (i ?48787) ?48788) [48788, 48787] by Super 3 with 43632 at 2,2
% 146.96/37.10 Id : 100989, {_}: ld ?110714 (i (i (rd (i (i ?110714)) ?110715))) =<= rd (rd (i ?110714) (ld (i (mult (i ?110714) ?110715)) (i ?110714))) ?110714 [110715, 110714] by Super 100951 with 43695 at 1,2,2
% 146.96/37.10 Id : 101218, {_}: ld ?110714 (rd (i (i ?110714)) ?110715) =<= rd (rd (i ?110714) (ld (i (mult (i ?110714) ?110715)) (i ?110714))) ?110714 [110715, 110714] by Demod 100989 with 252 at 2,2
% 146.96/37.10 Id : 101219, {_}: ld ?110714 (rd (i (i ?110714)) ?110715) =>= rd (i (mult (i ?110714) ?110715)) ?110714 [110715, 110714] by Demod 101218 with 23 at 1,3
% 146.96/37.10 Id : 101220, {_}: ld ?110714 (rd ?110714 ?110715) =<= rd (i (mult (i ?110714) ?110715)) ?110714 [110715, 110714] by Demod 101219 with 252 at 1,2,2
% 146.96/37.10 Id : 21748, {_}: rd (rd (i (ld ?25582 ?25583)) ?25582) ?25582 =<= mult (ld ?25582 (rd ?25582 ?25583)) (i ?25582) [25583, 25582] by Super 21708 with 18428 at 1,3
% 146.96/37.10 Id : 22106, {_}: rd (rd (i (ld ?25582 ?25583)) ?25582) ?25582 =>= ld ?25582 (rd (rd ?25582 ?25583) ?25582) [25583, 25582] by Demod 21748 with 18323 at 3
% 146.96/37.10 Id : 77035, {_}: rd (rd (mult ?83723 (rd ?83724 ?83723)) (i ?83723)) ?83723 =>= mult (ld (i ?83723) ?83724) (i ?83723) [83724, 83723] by Super 43159 with 74011 at 1,1,2
% 146.96/37.10 Id : 77124, {_}: rd (mult ?83723 (mult (rd ?83724 ?83723) ?83723)) ?83723 =>= mult (ld (i ?83723) ?83724) (i ?83723) [83724, 83723] by Demod 77035 with 72539 at 1,2
% 146.96/37.10 Id : 52053, {_}: mult (i (mult ?56376 (i ?56375))) ?56375 =>= rd ?56375 (mult (i ?56375) ?56376) [56375, 56376] by Demod 52052 with 9150 at 3
% 146.96/37.10 Id : 63110, {_}: rd (rd ?69323 (mult (i ?69323) ?69324)) ?69323 =>= i (mult ?69324 (i ?69323)) [69324, 69323] by Super 5 with 52053 at 1,2
% 146.96/37.10 Id : 63132, {_}: rd (rd ?69397 ?69398) ?69397 =<= i (mult (ld (i ?69397) ?69398) (i ?69397)) [69398, 69397] by Super 63110 with 2 at 2,1,2
% 146.96/37.10 Id : 63489, {_}: i (rd (rd ?69864 ?69865) ?69864) =<= mult (ld (i ?69864) ?69865) (i ?69864) [69865, 69864] by Super 252 with 63132 at 1,2
% 146.96/37.10 Id : 77125, {_}: rd (mult ?83723 (mult (rd ?83724 ?83723) ?83723)) ?83723 =>= i (rd (rd ?83723 ?83724) ?83723) [83724, 83723] by Demod 77124 with 63489 at 3
% 146.96/37.10 Id : 77126, {_}: rd (mult ?83723 ?83724) ?83723 =<= i (rd (rd ?83723 ?83724) ?83723) [83724, 83723] by Demod 77125 with 4 at 2,1,2
% 146.96/37.10 Id : 79458, {_}: i (rd (mult ?86297 ?86298) ?86297) =>= rd (rd ?86297 ?86298) ?86297 [86298, 86297] by Super 252 with 77126 at 1,2
% 146.96/37.10 Id : 81602, {_}: ld ?39855 (rd (rd ?39855 ?39856) ?39855) =>= ld ?39856 (i ?39855) [39856, 39855] by Demod 35442 with 79458 at 2,2
% 146.96/37.10 Id : 81604, {_}: rd (rd (i (ld ?25582 ?25583)) ?25582) ?25582 =>= ld ?25583 (i ?25582) [25583, 25582] by Demod 22106 with 81602 at 3
% 146.96/37.10 Id : 86397, {_}: ld ?94982 (mult (mult (i (rd ?94983 ?94982)) ?94982) ?94982) =<= mult (mult (rd ?94982 (rd ?94983 (i ?94982))) ?94982) ?94982 [94983, 94982] by Super 3028 with 84753 at 1,1,3
% 146.96/37.10 Id : 52387, {_}: mult (i (ld ?57442 (rd ?57443 ?57442))) ?57442 =>= rd ?57442 (mult (i ?57442) (ld ?57442 ?57443)) [57443, 57442] by Super 52341 with 18323 at 1,1,2
% 146.96/37.10 Id : 52709, {_}: mult (i (ld ?57442 (rd ?57443 ?57442))) ?57442 =>= rd ?57442 (ld ?57442 (mult (i ?57442) ?57443)) [57443, 57442] by Demod 52387 with 11167 at 2,3
% 146.96/37.10 Id : 77008, {_}: mult (i (ld ?83641 (mult ?83641 (rd ?83642 ?83641)))) ?83641 =<= rd ?83641 (ld ?83641 (mult (i ?83641) (ld (i ?83641) ?83642))) [83642, 83641] by Super 52709 with 74011 at 2,1,1,2
% 146.96/37.10 Id : 77197, {_}: mult (i (rd ?83642 ?83641)) ?83641 =<= rd ?83641 (ld ?83641 (mult (i ?83641) (ld (i ?83641) ?83642))) [83641, 83642] by Demod 77008 with 3 at 1,1,2
% 146.96/37.10 Id : 77198, {_}: mult (i (rd ?83642 ?83641)) ?83641 =>= rd ?83641 (ld ?83641 ?83642) [83641, 83642] by Demod 77197 with 2 at 2,2,3
% 146.96/37.10 Id : 86522, {_}: ld ?94982 (mult (rd ?94982 (ld ?94982 ?94983)) ?94982) =<= mult (mult (rd ?94982 (rd ?94983 (i ?94982))) ?94982) ?94982 [94983, 94982] by Demod 86397 with 77198 at 1,2,2
% 146.96/37.10 Id : 86523, {_}: ld ?94982 (mult (rd ?94982 (ld ?94982 ?94983)) ?94982) =<= mult (ld (rd (rd ?94983 (i ?94982)) ?94982) ?94982) ?94982 [94983, 94982] by Demod 86522 with 9072 at 1,3
% 146.96/37.10 Id : 86524, {_}: ld ?94982 (ld (rd (ld ?94982 ?94983) ?94982) ?94982) =<= mult (ld (rd (rd ?94983 (i ?94982)) ?94982) ?94982) ?94982 [94983, 94982] by Demod 86523 with 9072 at 2,2
% 146.96/37.10 Id : 58694, {_}: ld (i ?64671) (i (rd ?64672 (i ?64671))) =>= ld (ld (i ?64671) ?64672) ?64671 [64672, 64671] by Demod 58401 with 5 at 1,3
% 146.96/37.10 Id : 58735, {_}: ld (i ?64794) (i (ld ?64794 (mult ?64795 ?64794))) =>= ld (ld (i ?64794) (ld ?64794 ?64795)) ?64794 [64795, 64794] by Super 58694 with 22675 at 1,2,2
% 146.96/37.10 Id : 58995, {_}: ld (i ?64794) (ld ?64794 (ld ?64795 ?64794)) =>= ld (ld (i ?64794) (ld ?64794 ?64795)) ?64794 [64795, 64794] by Demod 58735 with 5983 at 2,2
% 146.96/37.10 Id : 82721, {_}: rd (rd (ld ?64795 ?64794) (i ?64794)) ?64794 =<= ld (ld (i ?64794) (ld ?64794 ?64795)) ?64794 [64794, 64795] by Demod 58995 with 80636 at 2
% 146.96/37.10 Id : 82722, {_}: rd (rd (ld ?64795 ?64794) (i ?64794)) ?64794 =<= ld (rd (rd ?64795 (i ?64794)) ?64794) ?64794 [64794, 64795] by Demod 82721 with 80636 at 1,3
% 146.96/37.10 Id : 86525, {_}: ld ?94982 (ld (rd (ld ?94982 ?94983) ?94982) ?94982) =<= mult (rd (rd (ld ?94983 ?94982) (i ?94982)) ?94982) ?94982 [94983, 94982] by Demod 86524 with 82722 at 1,3
% 146.96/37.10 Id : 86526, {_}: i (ld ?94982 (ld ?94982 ?94983)) =<= mult (rd (rd (ld ?94983 ?94982) (i ?94982)) ?94982) ?94982 [94983, 94982] by Demod 86525 with 7960 at 2
% 146.96/37.10 Id : 86527, {_}: i (ld ?94982 (ld ?94982 ?94983)) =>= rd (ld ?94983 ?94982) (i ?94982) [94983, 94982] by Demod 86526 with 4 at 3
% 146.96/37.10 Id : 87156, {_}: rd (rd (rd (ld ?95782 ?95783) (i ?95783)) ?95783) ?95783 =>= ld (ld ?95783 ?95782) (i ?95783) [95783, 95782] by Super 81604 with 86527 at 1,1,2
% 146.96/37.10 Id : 87758, {_}: mult (ld ?96903 ?96904) (i ?96904) =>= ld (ld ?96904 ?96903) (i ?96904) [96904, 96903] by Demod 87156 with 21723 at 2
% 146.96/37.10 Id : 87759, {_}: mult (ld ?96906 (i ?96907)) ?96907 =<= ld (ld (i ?96907) ?96906) (i (i ?96907)) [96907, 96906] by Super 87758 with 252 at 2,2
% 146.96/37.10 Id : 88030, {_}: mult (ld ?96906 (i ?96907)) ?96907 =>= ld (ld (i ?96907) ?96906) ?96907 [96907, 96906] by Demod 87759 with 252 at 2,3
% 146.96/37.10 Id : 88031, {_}: mult (ld ?96906 (i ?96907)) ?96907 =>= rd (i ?96907) (rd ?96906 ?96907) [96907, 96906] by Demod 88030 with 86372 at 3
% 146.96/37.10 Id : 89100, {_}: rd (ld ?98023 (i ?98024)) (i ?98024) =<= rd (rd (rd (i ?98024) (rd ?98023 ?98024)) (i ?98024)) ?98024 [98024, 98023] by Super 51199 with 88031 at 1,1,3
% 146.96/37.10 Id : 63580, {_}: rd (rd ?70204 ?70205) ?70204 =<= i (mult (ld (i ?70204) ?70205) (i ?70204)) [70205, 70204] by Super 63110 with 2 at 2,1,2
% 146.96/37.10 Id : 63581, {_}: rd (rd (i ?70207) ?70208) (i ?70207) =<= i (mult (ld (i (i ?70207)) ?70208) ?70207) [70208, 70207] by Super 63580 with 252 at 2,1,3
% 146.96/37.10 Id : 63855, {_}: rd (rd (i ?70207) ?70208) (i ?70207) =>= i (mult (ld ?70207 ?70208) ?70207) [70208, 70207] by Demod 63581 with 252 at 1,1,1,3
% 146.96/37.10 Id : 89565, {_}: rd (ld ?98023 (i ?98024)) (i ?98024) =<= rd (i (mult (ld ?98024 (rd ?98023 ?98024)) ?98024)) ?98024 [98024, 98023] by Demod 89100 with 63855 at 1,3
% 146.96/37.10 Id : 72182, {_}: ld ?12514 (rd (rd ?12515 ?12514) (i ?12514)) =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 10295 with 71791 at 2,2
% 146.96/37.10 Id : 78724, {_}: ld ?85342 (mult (mult (mult ?85343 (i ?85342)) ?85342) ?85342) =<= mult (mult (rd (i ?85342) (rd ?85342 ?85343)) ?85342) ?85342 [85343, 85342] by Super 3028 with 78695 at 1,1,3
% 146.96/37.10 Id : 78847, {_}: ld ?85342 (mult (rd (rd ?85343 (i ?85342)) ?85342) ?85342) =<= mult (mult (rd (i ?85342) (rd ?85342 ?85343)) ?85342) ?85342 [85343, 85342] by Demod 78724 with 23485 at 1,2,2
% 146.96/37.10 Id : 78848, {_}: ld ?85342 (mult (rd (rd ?85343 (i ?85342)) ?85342) ?85342) =>= mult (ld ?85342 ?85343) ?85342 [85343, 85342] by Demod 78847 with 78698 at 1,3
% 146.96/37.10 Id : 78849, {_}: ld ?85342 (rd ?85343 (i ?85342)) =>= mult (ld ?85342 ?85343) ?85342 [85343, 85342] by Demod 78848 with 4 at 2,2
% 146.96/37.10 Id : 80798, {_}: mult (ld ?12514 (rd ?12515 ?12514)) ?12514 =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 72182 with 78849 at 2
% 146.96/37.10 Id : 80805, {_}: rd (ld ?12514 (mult ?12515 ?12514)) ?12514 =>= mult (i ?12514) ?12515 [12515, 12514] by Demod 80798 with 24093 at 2
% 146.96/37.10 Id : 80806, {_}: mult (ld ?27631 (rd ?27632 ?27631)) ?27631 =>= mult (i ?27631) ?27632 [27632, 27631] by Demod 24093 with 80805 at 3
% 146.96/37.10 Id : 89566, {_}: rd (ld ?98023 (i ?98024)) (i ?98024) =<= rd (i (mult (i ?98024) ?98023)) ?98024 [98024, 98023] by Demod 89565 with 80806 at 1,1,3
% 146.96/37.10 Id : 81316, {_}: ld (mult ?88306 ?88307) ?88307 =<= rd (i ?88307) (ld ?88307 ?88306) [88307, 88306] by Demod 79030 with 54104 at 3
% 146.96/37.10 Id : 81335, {_}: ld (mult (rd (mult ?88357 ?88358) ?88357) ?88357) ?88357 =>= rd (i ?88357) (mult ?88358 (i ?88357)) [88358, 88357] by Super 81316 with 17621 at 2,3
% 146.96/37.10 Id : 81488, {_}: ld (mult ?88357 ?88358) ?88357 =<= rd (i ?88357) (mult ?88358 (i ?88357)) [88358, 88357] by Demod 81335 with 4 at 1,2
% 146.96/37.10 Id : 45850, {_}: ld ?50844 (i (rd (mult ?50844 ?50845) ?50844)) =>= ld ?50845 (i ?50844) [50845, 50844] by Super 3 with 35056 at 2,2
% 146.96/37.10 Id : 45947, {_}: ld ?51138 (i (rd ?51138 (mult ?51138 ?51139))) =>= ld (i ?51139) (i ?51138) [51139, 51138] by Super 45850 with 9361 at 1,2,2
% 146.96/37.11 Id : 60530, {_}: ld ?66970 (mult (i (rd ?66970 (mult ?66970 ?66971))) ?66970) =>= rd (ld (i ?66971) (i ?66970)) (i ?66970) [66971, 66970] by Super 22675 with 45947 at 1,3
% 146.96/37.11 Id : 60740, {_}: rd (i ?66970) (ld ?66970 (rd ?66970 (mult ?66970 ?66971))) =>= rd (ld (i ?66971) (i ?66970)) (i ?66970) [66971, 66970] by Demod 60530 with 54104 at 2
% 146.96/37.11 Id : 61027, {_}: rd (i ?67507) (mult (i ?67508) (i ?67507)) =>= rd (ld (i ?67508) (i ?67507)) (i ?67507) [67508, 67507] by Demod 60740 with 18386 at 2,2
% 147.24/37.13 Id : 61049, {_}: rd (i ?67581) (mult ?67582 (i ?67581)) =<= rd (ld (i (i ?67582)) (i ?67581)) (i ?67581) [67582, 67581] by Super 61027 with 252 at 1,2,2
% 147.24/37.13 Id : 61254, {_}: rd (i ?67581) (mult ?67582 (i ?67581)) =>= rd (ld ?67582 (i ?67581)) (i ?67581) [67582, 67581] by Demod 61049 with 252 at 1,1,3
% 147.24/37.13 Id : 81489, {_}: ld (mult ?88357 ?88358) ?88357 =<= rd (ld ?88358 (i ?88357)) (i ?88357) [88358, 88357] by Demod 81488 with 61254 at 3
% 147.24/37.13 Id : 107390, {_}: ld (mult ?98024 ?98023) ?98024 =<= rd (i (mult (i ?98024) ?98023)) ?98024 [98023, 98024] by Demod 89566 with 81489 at 2
% 147.24/37.13 Id : 122806, {_}: ld ?110714 (rd ?110714 ?110715) =?= ld (mult ?110714 ?110715) ?110714 [110715, 110714] by Demod 101220 with 107390 at 3
% 147.24/37.13 Id : 87845, {_}: mult (ld (i ?97160) (i ?97161)) (i ?97160) =<= ld (ld ?97160 (mult ?97160 (rd ?97161 ?97160))) (i ?97160) [97161, 97160] by Super 87758 with 76996 at 1,2
% 147.24/37.13 Id : 79362, {_}: rd (mult ?69864 ?69865) ?69864 =<= mult (ld (i ?69864) ?69865) (i ?69864) [69865, 69864] by Demod 63489 with 77126 at 2
% 147.24/37.13 Id : 88210, {_}: rd (mult ?97160 (i ?97161)) ?97160 =<= ld (ld ?97160 (mult ?97160 (rd ?97161 ?97160))) (i ?97160) [97161, 97160] by Demod 87845 with 79362 at 2
% 147.24/37.13 Id : 88211, {_}: rd (mult ?97160 (i ?97161)) ?97160 =<= ld (rd ?97161 ?97160) (i ?97160) [97161, 97160] by Demod 88210 with 3 at 1,3
% 147.24/37.13 Id : 89786, {_}: rd ?98595 (mult ?98595 ?98596) =<= ld (rd ?98596 ?98595) (i ?98595) [98596, 98595] by Demod 88211 with 9361 at 2
% 147.24/37.13 Id : 89787, {_}: rd (i ?98598) (mult (i ?98598) ?98599) =>= ld (rd ?98599 (i ?98598)) ?98598 [98599, 98598] by Super 89786 with 252 at 2,3
% 147.24/37.13 Id : 17413, {_}: rd (i ?20166) (mult (i ?20166) ?20167) =<= mult (i ?20166) (mult (i ?20167) ?20166) [20167, 20166] by Super 9361 with 17294 at 3
% 147.24/37.13 Id : 77841, {_}: rd (i ?20166) (mult (i ?20166) ?20167) =<= ld ?20166 (rd (i ?20167) (i ?20166)) [20167, 20166] by Demod 17413 with 74050 at 3
% 147.24/37.13 Id : 80797, {_}: rd (i ?20166) (mult (i ?20166) ?20167) =>= mult (ld ?20166 (i ?20167)) ?20166 [20167, 20166] by Demod 77841 with 78849 at 3
% 147.24/37.13 Id : 89920, {_}: mult (ld ?98598 (i ?98599)) ?98598 =>= ld (rd ?98599 (i ?98598)) ?98598 [98599, 98598] by Demod 89787 with 80797 at 2
% 147.24/37.13 Id : 90434, {_}: rd (ld (rd ?99380 (i ?99381)) ?99381) ?99381 =>= ld ?99381 (i ?99380) [99381, 99380] by Super 5 with 89920 at 1,2
% 147.24/37.13 Id : 90384, {_}: rd (i ?20166) (mult (i ?20166) ?20167) =>= ld (rd ?20167 (i ?20166)) ?20166 [20167, 20166] by Demod 80797 with 89920 at 3
% 147.24/37.13 Id : 79934, {_}: ld ?86918 (ld (i (rd ?86919 ?86918)) ?86918) =<= i (ld ?86918 (rd ?86918 (ld ?86918 ?86919))) [86919, 86918] by Super 5983 with 77198 at 2,1,3
% 147.24/37.13 Id : 87217, {_}: ld ?96018 (rd ?96018 (ld ?96018 ?96019)) =<= mult (rd (ld ?96019 ?96018) (i ?96018)) (i ?96018) [96019, 96018] by Super 18428 with 86527 at 1,3
% 147.24/37.13 Id : 87488, {_}: ld ?96018 (rd ?96018 (ld ?96018 ?96019)) =>= ld ?96019 ?96018 [96019, 96018] by Demod 87217 with 4 at 3
% 147.24/37.13 Id : 225719, {_}: ld ?86918 (ld (i (rd ?86919 ?86918)) ?86918) =>= i (ld ?86919 ?86918) [86919, 86918] by Demod 79934 with 87488 at 1,3
% 147.24/37.13 Id : 22808, {_}: ld (i ?26439) (ld ?26439 (mult ?26440 ?26439)) =<= mult (ld (i ?26439) (ld ?26439 ?26440)) ?26439 [26440, 26439] by Super 18541 with 22675 at 2,2
% 147.24/37.13 Id : 77340, {_}: ld (i ?26439) (ld ?26439 (mult ?26440 ?26439)) =>= mult ?26439 (mult (ld ?26439 ?26440) ?26439) [26440, 26439] by Demod 22808 with 74029 at 3
% 147.24/37.13 Id : 82729, {_}: rd (rd (mult ?26440 ?26439) (i ?26439)) ?26439 =>= mult ?26439 (mult (ld ?26439 ?26440) ?26439) [26439, 26440] by Demod 77340 with 80636 at 2
% 147.24/37.13 Id : 82730, {_}: rd ?26440 (i ?26439) =<= mult ?26439 (mult (ld ?26439 ?26440) ?26439) [26439, 26440] by Demod 82729 with 51199 at 2
% 147.24/37.13 Id : 72196, {_}: ld (i ?78688) (i (rd (rd (rd ?78689 ?78688) (i ?78688)) (i ?78688))) =>= ld (mult ?78688 ?78689) (i (i ?78688)) [78689, 78688] by Super 35442 with 71791 at 1,1,2,2
% 147.24/37.13 Id : 72635, {_}: ld (ld (i ?78688) (rd (rd ?78689 ?78688) (i ?78688))) ?78688 =>= ld (mult ?78688 ?78689) (i (i ?78688)) [78689, 78688] by Demod 72196 with 58596 at 2
% 147.24/37.13 Id : 72636, {_}: ld (ld (i ?78688) (rd (rd ?78689 ?78688) (i ?78688))) ?78688 =>= ld (mult ?78688 ?78689) ?78688 [78689, 78688] by Demod 72635 with 252 at 2,3
% 147.24/37.13 Id : 72637, {_}: ld (mult (ld (i ?78688) (rd ?78689 ?78688)) ?78688) ?78688 =>= ld (mult ?78688 ?78689) ?78688 [78689, 78688] by Demod 72636 with 18541 at 1,2
% 147.24/37.13 Id : 23603, {_}: ld (i ?27533) (rd (rd ?27534 (i (i ?27533))) (i ?27533)) =>= rd (ld (i ?27533) (mult ?27534 (i (i ?27533)))) ?27533 [27534, 27533] by Super 22819 with 23485 at 2,2
% 147.24/37.13 Id : 23645, {_}: mult (ld (i ?27533) (rd ?27534 (i (i ?27533)))) ?27533 =>= rd (ld (i ?27533) (mult ?27534 (i (i ?27533)))) ?27533 [27534, 27533] by Demod 23603 with 18541 at 2
% 147.24/37.13 Id : 23646, {_}: mult (ld (i ?27533) (rd ?27534 (i (i ?27533)))) ?27533 =>= rd (ld (i ?27533) (mult ?27534 ?27533)) ?27533 [27534, 27533] by Demod 23645 with 252 at 2,2,1,3
% 147.24/37.13 Id : 23647, {_}: mult (ld (i ?27533) (rd ?27534 ?27533)) ?27533 =>= rd (ld (i ?27533) (mult ?27534 ?27533)) ?27533 [27534, 27533] by Demod 23646 with 252 at 2,2,1,2
% 147.24/37.13 Id : 72638, {_}: ld (rd (ld (i ?78688) (mult ?78689 ?78688)) ?78688) ?78688 =>= ld (mult ?78688 ?78689) ?78688 [78689, 78688] by Demod 72637 with 23647 at 1,2
% 147.24/37.13 Id : 72639, {_}: ld (i ?78688) (i (mult ?78689 ?78688)) =>= ld (mult ?78688 ?78689) ?78688 [78689, 78688] by Demod 72638 with 44762 at 2
% 147.24/37.13 Id : 93476, {_}: rd (i (mult ?102224 ?102225)) (i (i ?102225)) =<= mult (i ?102225) (mult (ld (mult ?102225 ?102224) ?102225) (i ?102225)) [102225, 102224] by Super 82730 with 72639 at 1,2,3
% 147.24/37.13 Id : 93759, {_}: rd (i (mult ?102224 ?102225)) ?102225 =<= mult (i ?102225) (mult (ld (mult ?102225 ?102224) ?102225) (i ?102225)) [102225, 102224] by Demod 93476 with 252 at 2,2
% 147.24/37.13 Id : 87542, {_}: mult (ld ?95782 ?95783) (i ?95783) =>= ld (ld ?95783 ?95782) (i ?95783) [95783, 95782] by Demod 87156 with 21723 at 2
% 147.24/37.13 Id : 89183, {_}: mult (ld ?98322 (i ?98323)) ?98323 =>= rd (i ?98323) (rd ?98322 ?98323) [98323, 98322] by Demod 88030 with 86372 at 3
% 147.24/37.13 Id : 89184, {_}: mult (ld ?98325 ?98326) (i ?98326) =<= rd (i (i ?98326)) (rd ?98325 (i ?98326)) [98326, 98325] by Super 89183 with 252 at 2,1,2
% 147.24/37.13 Id : 89607, {_}: ld (ld ?98326 ?98325) (i ?98326) =<= rd (i (i ?98326)) (rd ?98325 (i ?98326)) [98325, 98326] by Demod 89184 with 87542 at 2
% 147.24/37.13 Id : 89608, {_}: ld (ld ?98326 ?98325) (i ?98326) =>= rd ?98326 (rd ?98325 (i ?98326)) [98325, 98326] by Demod 89607 with 252 at 1,3
% 147.24/37.13 Id : 90042, {_}: mult (ld ?95782 ?95783) (i ?95783) =>= rd ?95783 (rd ?95782 (i ?95783)) [95783, 95782] by Demod 87542 with 89608 at 3
% 147.24/37.13 Id : 93760, {_}: rd (i (mult ?102224 ?102225)) ?102225 =<= mult (i ?102225) (rd ?102225 (rd (mult ?102225 ?102224) (i ?102225))) [102225, 102224] by Demod 93759 with 90042 at 2,3
% 147.24/37.13 Id : 43750, {_}: ld (i (mult ?49009 ?49010)) ?49009 =<= mult ?49009 (i (rd (i ?49009) ?49010)) [49010, 49009] by Demod 43404 with 6 at 2,2
% 147.24/37.13 Id : 43751, {_}: ld (i (mult (i ?49012) ?49013)) (i ?49012) =>= mult (i ?49012) (i (rd ?49012 ?49013)) [49013, 49012] by Super 43750 with 252 at 1,1,2,3
% 147.24/37.13 Id : 44343, {_}: mult (i (mult (i ?49440) ?49441)) (i ?49440) =<= ld (rd (mult (i ?49440) (i (rd ?49440 ?49441))) (i ?49440)) (i ?49440) [49441, 49440] by Super 8564 with 43751 at 1,1,3
% 147.24/37.13 Id : 44462, {_}: mult (i (mult (i ?49440) ?49441)) (i ?49440) =?= mult (i ?49440) (i (i (rd ?49440 ?49441))) [49441, 49440] by Demod 44343 with 8415 at 3
% 147.24/37.13 Id : 44463, {_}: mult (i (mult (i ?49440) ?49441)) (i ?49440) =>= mult (i ?49440) (rd ?49440 ?49441) [49441, 49440] by Demod 44462 with 252 at 2,3
% 147.24/37.13 Id : 74785, {_}: rd (i ?49440) (rd ?49441 (i (i ?49440))) =>= mult (i ?49440) (rd ?49440 ?49441) [49441, 49440] by Demod 44463 with 73150 at 2
% 147.24/37.13 Id : 74786, {_}: rd (i ?49440) (rd ?49441 ?49440) =<= mult (i ?49440) (rd ?49440 ?49441) [49441, 49440] by Demod 74785 with 252 at 2,2,2
% 147.24/37.13 Id : 93761, {_}: rd (i (mult ?102224 ?102225)) ?102225 =<= rd (i ?102225) (rd (rd (mult ?102225 ?102224) (i ?102225)) ?102225) [102225, 102224] by Demod 93760 with 74786 at 3
% 147.24/37.13 Id : 93762, {_}: rd (i (mult ?102224 ?102225)) ?102225 =<= rd (i ?102225) (rd (mult ?102225 (mult ?102224 ?102225)) ?102225) [102225, 102224] by Demod 93761 with 72539 at 1,2,3
% 147.24/37.13 Id : 325, {_}: ld ?559 (mult (mult (mult ?559 ?560) ?559) ?561) =<= mult (mult (mult ?560 ?559) ?559) (ld ?559 ?561) [561, 560, 559] by Super 324 with 2 at 2,2,2
% 147.24/37.13 Id : 11139, {_}: ld (i ?13240) (mult (mult (mult (i ?13240) (mult ?13240 (mult ?13240 ?13240))) (i ?13240)) ?13241) =>= mult (mult (mult ?13240 ?13240) (i ?13240)) (ld (i ?13240) ?13241) [13241, 13240] by Super 325 with 8994 at 1,1,3
% 147.24/37.13 Id : 11171, {_}: ld (i ?13240) (mult (mult (mult ?13240 ?13240) (i ?13240)) ?13241) =<= mult (mult (mult ?13240 ?13240) (i ?13240)) (ld (i ?13240) ?13241) [13241, 13240] by Demod 11139 with 8740 at 1,1,2,2
% 147.24/37.13 Id : 11172, {_}: ld (i ?13240) (mult (mult (mult ?13240 ?13240) (i ?13240)) ?13241) =>= mult ?13240 (ld (i ?13240) ?13241) [13241, 13240] by Demod 11171 with 439 at 1,3
% 147.24/37.13 Id : 11173, {_}: ld (i ?13240) (mult ?13240 ?13241) =<= mult ?13240 (ld (i ?13240) ?13241) [13241, 13240] by Demod 11172 with 439 at 1,2,2
% 147.24/37.13 Id : 11530, {_}: ld ?13693 (ld (i ?13693) (mult ?13693 ?13694)) =>= ld (i ?13693) ?13694 [13694, 13693] by Super 3 with 11173 at 2,2
% 147.24/37.13 Id : 77518, {_}: ld ?84281 (ld (i ?84281) ?84282) =>= rd (rd ?84282 ?84281) (i ?84281) [84282, 84281] by Demod 77517 with 24048 at 3
% 147.24/37.13 Id : 80386, {_}: rd (rd (mult ?13693 ?13694) ?13693) (i ?13693) =>= ld (i ?13693) ?13694 [13694, 13693] by Demod 11530 with 77518 at 2
% 147.24/37.13 Id : 72179, {_}: rd (mult ?66505 (mult ?66506 ?66505)) ?66505 =<= rd (rd (mult ?66505 ?66506) ?66505) (i ?66505) [66506, 66505] by Demod 60500 with 71791 at 3
% 147.24/37.13 Id : 80387, {_}: rd (mult ?13693 (mult ?13694 ?13693)) ?13693 =>= ld (i ?13693) ?13694 [13694, 13693] by Demod 80386 with 72179 at 2
% 147.24/37.13 Id : 93763, {_}: rd (i (mult ?102224 ?102225)) ?102225 =<= rd (i ?102225) (ld (i ?102225) ?102224) [102225, 102224] by Demod 93762 with 80387 at 2,3
% 147.24/37.13 Id : 110623, {_}: ld (i ?121045) (rd (rd (i (mult ?121046 ?121045)) ?121045) (i ?121045)) =>= ld (ld (i ?121045) ?121046) (i (i ?121045)) [121046, 121045] by Super 81602 with 93763 at 1,2,2
% 147.24/37.13 Id : 77341, {_}: ld (i ?21541) (rd ?21542 (i ?21541)) =>= mult ?21541 (mult ?21542 ?21541) [21542, 21541] by Demod 18541 with 74029 at 3
% 147.24/37.13 Id : 110848, {_}: mult ?121045 (mult (rd (i (mult ?121046 ?121045)) ?121045) ?121045) =>= ld (ld (i ?121045) ?121046) (i (i ?121045)) [121046, 121045] by Demod 110623 with 77341 at 2
% 147.24/37.13 Id : 110849, {_}: mult ?121045 (mult (rd (i (mult ?121046 ?121045)) ?121045) ?121045) =>= rd (i ?121045) (rd ?121046 (i (i ?121045))) [121046, 121045] by Demod 110848 with 89608 at 3
% 147.24/37.13 Id : 110850, {_}: mult ?121045 (i (mult ?121046 ?121045)) =<= rd (i ?121045) (rd ?121046 (i (i ?121045))) [121046, 121045] by Demod 110849 with 4 at 2,2
% 147.24/37.13 Id : 110851, {_}: mult ?121045 (i (mult ?121046 ?121045)) =>= rd (i ?121045) (rd ?121046 ?121045) [121046, 121045] by Demod 110850 with 252 at 2,2,3
% 147.24/37.13 Id : 111091, {_}: ld (mult (mult ?853 ?854) ?853) ?853 =<= rd (i ?853) (rd (mult ?854 ?853) ?853) [854, 853] by Demod 554 with 110851 at 3
% 147.24/37.13 Id : 111092, {_}: ld (mult (mult ?853 ?854) ?853) ?853 =>= rd (i ?853) ?854 [854, 853] by Demod 111091 with 5 at 2,3
% 147.24/37.13 Id : 111101, {_}: ld (mult (rd (i ?121486) (rd ?121487 ?121486)) ?121486) ?121486 =>= rd (i ?121486) (i (mult ?121487 ?121486)) [121487, 121486] by Super 111092 with 110851 at 1,1,2
% 147.24/37.13 Id : 82772, {_}: ld (i ?90204) (ld ?90204 ?90205) =>= rd (rd ?90205 (i ?90204)) ?90204 [90205, 90204] by Demod 80443 with 252 at 2,3
% 147.24/37.13 Id : 82818, {_}: ld (i ?90333) (ld ?90334 (i ?90333)) =<= rd (rd (rd (rd ?90333 ?90334) ?90333) (i ?90333)) ?90333 [90334, 90333] by Super 82772 with 81602 at 2,2
% 147.24/37.13 Id : 22563, {_}: ld ?26307 (ld ?26308 ?26307) =<= i (rd (ld ?26307 ?26308) (i ?26307)) [26308, 26307] by Super 22272 with 2 at 1,2,2
% 147.24/37.13 Id : 22564, {_}: ld (i ?26310) (ld ?26311 (i ?26310)) =<= i (rd (ld (i ?26310) ?26311) ?26310) [26311, 26310] by Super 22563 with 252 at 2,1,3
% 147.24/37.13 Id : 76994, {_}: ld (i ?26310) (ld ?26311 (i ?26310)) =>= i (mult ?26310 (rd ?26311 ?26310)) [26311, 26310] by Demod 22564 with 74011 at 1,3
% 147.24/37.13 Id : 83092, {_}: i (mult ?90333 (rd ?90334 ?90333)) =<= rd (rd (rd (rd ?90333 ?90334) ?90333) (i ?90333)) ?90333 [90334, 90333] by Demod 82818 with 76994 at 2
% 147.24/37.13 Id : 85958, {_}: i (mult ?94667 (rd ?94668 ?94667)) =<= mult (rd ?94667 ?94668) (i ?94667) [94668, 94667] by Demod 83092 with 43159 at 3
% 147.24/37.13 Id : 85959, {_}: i (mult (i ?94670) (rd ?94671 (i ?94670))) =>= mult (rd (i ?94670) ?94671) ?94670 [94671, 94670] by Super 85958 with 252 at 2,3
% 147.24/37.13 Id : 76200, {_}: ld (mult (i ?82692) ?82691) ?82691 =>= ld ?82691 (mult ?82692 ?82691) [82691, 82692] by Demod 76199 with 72709 at 3
% 147.24/37.13 Id : 78994, {_}: ld ?73674 (mult ?73673 ?73674) =<= mult (i ?73674) (rd ?73673 (i ?73674)) [73673, 73674] by Demod 67285 with 76200 at 2
% 147.24/37.13 Id : 86202, {_}: i (ld ?94670 (mult ?94671 ?94670)) =<= mult (rd (i ?94670) ?94671) ?94670 [94671, 94670] by Demod 85959 with 78994 at 1,2
% 147.24/37.13 Id : 86203, {_}: ld ?94670 (ld ?94671 ?94670) =<= mult (rd (i ?94670) ?94671) ?94670 [94671, 94670] by Demod 86202 with 5983 at 2
% 147.24/37.13 Id : 111719, {_}: ld (ld ?121486 (ld (rd ?121487 ?121486) ?121486)) ?121486 =>= rd (i ?121486) (i (mult ?121487 ?121486)) [121487, 121486] by Demod 111101 with 86203 at 1,2
% 147.24/37.13 Id : 130040, {_}: ld (i (ld ?142845 ?142846)) ?142845 =<= rd (i ?142845) (i (mult ?142846 ?142845)) [142846, 142845] by Demod 111719 with 7960 at 1,2
% 147.24/37.13 Id : 80388, {_}: ld (i ?19303) ?19304 =<= mult (mult ?19303 (rd ?19304 ?19303)) ?19303 [19304, 19303] by Demod 16541 with 80387 at 2
% 147.24/37.13 Id : 130144, {_}: ld (i (ld ?143167 (mult ?143167 (rd ?143168 ?143167)))) ?143167 =>= rd (i ?143167) (i (ld (i ?143167) ?143168)) [143168, 143167] by Super 130040 with 80388 at 1,2,3
% 147.24/37.13 Id : 130553, {_}: ld (i (rd ?143168 ?143167)) ?143167 =<= rd (i ?143167) (i (ld (i ?143167) ?143168)) [143167, 143168] by Demod 130144 with 3 at 1,1,2
% 147.24/37.13 Id : 88212, {_}: rd ?97160 (mult ?97160 ?97161) =<= ld (rd ?97161 ?97160) (i ?97160) [97161, 97160] by Demod 88211 with 9361 at 2
% 147.24/37.13 Id : 89773, {_}: ld (mult ?98556 ?98557) (mult ?98556 (i (i ?98556))) =<= mult ?98556 (rd (i ?98556) (mult (i ?98556) ?98557)) [98557, 98556] by Super 23926 with 88212 at 2,3
% 147.24/37.13 Id : 89888, {_}: ld (mult ?98556 ?98557) (mult ?98556 ?98556) =<= mult ?98556 (rd (i ?98556) (mult (i ?98556) ?98557)) [98557, 98556] by Demod 89773 with 252 at 2,2,2
% 147.24/37.13 Id : 89889, {_}: ld (mult ?98556 ?98557) (mult ?98556 ?98556) =<= mult ?98556 (mult (ld ?98556 (i ?98557)) ?98556) [98557, 98556] by Demod 89888 with 80797 at 2,3
% 147.24/37.13 Id : 89890, {_}: ld (mult ?98556 ?98557) (mult ?98556 ?98556) =>= rd (i ?98557) (i ?98556) [98557, 98556] by Demod 89889 with 82730 at 3
% 147.24/37.13 Id : 78745, {_}: ld ?85406 (mult ?85407 (i ?85406)) =>= rd (i ?85406) (rd ?85406 ?85407) [85407, 85406] by Demod 75385 with 73721 at 2
% 147.24/37.13 Id : 78746, {_}: ld (i ?85409) (mult ?85410 ?85409) =<= rd (i (i ?85409)) (rd (i ?85409) ?85410) [85410, 85409] by Super 78745 with 252 at 2,2,2
% 147.24/37.13 Id : 72601, {_}: ld (i ?78731) (mult ?78732 ?78731) =>= mult (mult ?78731 ?78732) ?78731 [78732, 78731] by Demod 72600 with 4 at 1,2,2
% 147.24/37.13 Id : 78882, {_}: mult (mult ?85409 ?85410) ?85409 =<= rd (i (i ?85409)) (rd (i ?85409) ?85410) [85410, 85409] by Demod 78746 with 72601 at 2
% 147.24/37.13 Id : 78883, {_}: mult (mult ?85409 ?85410) ?85409 =<= rd ?85409 (rd (i ?85409) ?85410) [85410, 85409] by Demod 78882 with 252 at 1,3
% 147.24/37.13 Id : 81077, {_}: i (mult ?88001 (rd (i (i ?88001)) ?88002)) =<= rd (mult ?88001 (mult (mult (i ?88001) ?88002) (i ?88001))) ?88001 [88002, 88001] by Super 35131 with 78883 at 2,1,3
% 147.24/37.13 Id : 81177, {_}: i (mult ?88001 (rd ?88001 ?88002)) =<= rd (mult ?88001 (mult (mult (i ?88001) ?88002) (i ?88001))) ?88001 [88002, 88001] by Demod 81077 with 252 at 1,2,1,2
% 147.24/37.13 Id : 81178, {_}: i (mult ?88001 (rd ?88001 ?88002)) =<= rd (rd (mult ?88001 (mult (i ?88001) ?88002)) ?88001) ?88001 [88002, 88001] by Demod 81177 with 17475 at 1,3
% 147.24/37.13 Id : 19739, {_}: rd (mult ?22715 (rd ?22716 (i ?22715))) ?22715 =>= mult ?22715 ?22716 [22716, 22715] by Super 17686 with 4 at 2,3
% 147.24/37.13 Id : 19758, {_}: rd (mult ?22766 (mult (i ?22766) ?22767)) ?22766 =<= mult ?22766 (mult (i ?22766) (rd ?22767 (i (i ?22766)))) [22767, 22766] by Super 19739 with 17694 at 2,1,2
% 147.24/37.13 Id : 19814, {_}: rd (mult ?22766 (mult (i ?22766) ?22767)) ?22766 =<= mult ?22766 (mult (i ?22766) (rd ?22767 ?22766)) [22767, 22766] by Demod 19758 with 252 at 2,2,2,3
% 147.24/37.13 Id : 76396, {_}: rd (mult ?22766 (mult (i ?22766) ?22767)) ?22766 =<= mult ?22766 (ld ?22766 (mult ?22767 (i ?22766))) [22767, 22766] by Demod 19814 with 73721 at 2,3
% 147.24/37.13 Id : 76399, {_}: rd (mult ?22766 (mult (i ?22766) ?22767)) ?22766 =>= mult ?22767 (i ?22766) [22767, 22766] by Demod 76396 with 2 at 3
% 147.24/37.13 Id : 81179, {_}: i (mult ?88001 (rd ?88001 ?88002)) =>= rd (mult ?88002 (i ?88001)) ?88001 [88002, 88001] by Demod 81178 with 76399 at 1,3
% 147.24/37.13 Id : 77357, {_}: rd (ld (i ?84000) ?84001) (i ?84000) =<= rd (rd (mult ?84000 (mult ?84001 ?84000)) (i ?84000)) ?84000 [84001, 84000] by Super 51199 with 74029 at 1,1,3
% 147.24/37.13 Id : 77681, {_}: rd (ld (i ?84000) ?84001) (i ?84000) =<= rd (mult ?84000 (mult (mult ?84001 ?84000) ?84000)) ?84000 [84001, 84000] by Demod 77357 with 72539 at 1,3
% 147.24/37.13 Id : 801, {_}: rd (mult ?1154 (mult (mult (mult ?1155 ?1154) ?1154) unit)) ?1154 =>= mult (mult ?1154 ?1155) ?1154 [1155, 1154] by Super 798 with 6 at 2,2
% 147.24/37.13 Id : 841, {_}: rd (mult ?1154 (mult (mult ?1155 ?1154) ?1154)) ?1154 =>= mult (mult ?1154 ?1155) ?1154 [1155, 1154] by Demod 801 with 6 at 2,1,2
% 147.24/37.13 Id : 98868, {_}: rd (ld (i ?108283) ?108284) (i ?108283) =>= mult (mult ?108283 ?108284) ?108283 [108284, 108283] by Demod 77681 with 841 at 3
% 147.24/37.13 Id : 98928, {_}: rd (rd ?108481 (i (i ?108482))) (i ?108482) =<= mult (mult ?108482 (mult (mult (i ?108482) ?108481) (i ?108482))) ?108482 [108482, 108481] by Super 98868 with 24115 at 1,2
% 147.24/37.13 Id : 99209, {_}: rd (rd ?108481 ?108482) (i ?108482) =<= mult (mult ?108482 (mult (mult (i ?108482) ?108481) (i ?108482))) ?108482 [108482, 108481] by Demod 98928 with 252 at 2,1,2
% 147.24/37.15 Id : 99210, {_}: rd (rd ?108481 ?108482) (i ?108482) =<= mult (rd (mult ?108482 (mult (i ?108482) ?108481)) ?108482) ?108482 [108482, 108481] by Demod 99209 with 17475 at 1,3
% 147.24/37.15 Id : 99211, {_}: rd (rd ?108481 ?108482) (i ?108482) =<= mult ?108482 (mult (i ?108482) ?108481) [108482, 108481] by Demod 99210 with 4 at 3
% 147.24/37.15 Id : 100076, {_}: ld ?109885 (mult (mult (rd (rd ?109886 ?109885) (i ?109885)) ?109885) ?109885) =>= mult (mult (mult (i ?109885) ?109886) ?109885) ?109885 [109886, 109885] by Super 359 with 99211 at 1,1,2,2
% 147.24/37.15 Id : 100434, {_}: ld ?109885 (mult (rd (mult (rd ?109886 ?109885) ?109885) (i ?109885)) ?109885) =>= mult (mult (mult (i ?109885) ?109886) ?109885) ?109885 [109886, 109885] by Demod 100076 with 50656 at 1,2,2
% 147.24/37.15 Id : 100435, {_}: ld ?109885 (mult (rd (mult (rd ?109886 ?109885) ?109885) (i ?109885)) ?109885) =>= mult (ld ?109885 (mult ?109886 ?109885)) ?109885 [109886, 109885] by Demod 100434 with 72709 at 1,3
% 147.24/37.15 Id : 100436, {_}: ld ?109885 (rd (mult (mult (rd ?109886 ?109885) ?109885) ?109885) (i ?109885)) =>= mult (ld ?109885 (mult ?109886 ?109885)) ?109885 [109886, 109885] by Demod 100435 with 50656 at 2,2
% 147.24/37.15 Id : 100437, {_}: mult (ld ?109885 (mult (mult (rd ?109886 ?109885) ?109885) ?109885)) ?109885 =>= mult (ld ?109885 (mult ?109886 ?109885)) ?109885 [109886, 109885] by Demod 100436 with 78849 at 2
% 147.24/37.15 Id : 100438, {_}: ld ?109885 (mult (mult (rd ?109886 ?109885) ?109885) (mult ?109885 ?109885)) =>= mult (ld ?109885 (mult ?109886 ?109885)) ?109885 [109886, 109885] by Demod 100437 with 3113 at 2
% 147.24/37.15 Id : 100439, {_}: ld ?109885 (mult ?109886 (mult ?109885 ?109885)) =<= mult (ld ?109885 (mult ?109886 ?109885)) ?109885 [109886, 109885] by Demod 100438 with 4 at 1,2,2
% 147.24/37.15 Id : 167310, {_}: rd (mult ?177281 ?177282) (i ?177282) =<= mult ?177282 (ld ?177282 (mult ?177281 (mult ?177282 ?177282))) [177282, 177281] by Super 82730 with 100439 at 2,3
% 147.24/37.15 Id : 167859, {_}: rd (mult ?177281 ?177282) (i ?177282) =>= mult ?177281 (mult ?177282 ?177282) [177282, 177281] by Demod 167310 with 2 at 3
% 147.24/37.15 Id : 371115, {_}: mult (mult ?358553 (mult ?358554 ?358554)) (i ?358554) =>= mult ?358553 ?358554 [358554, 358553] by Super 4 with 167859 at 1,2
% 147.24/37.15 Id : 371169, {_}: mult ?358754 (i ?358755) =<= mult (rd ?358754 (mult ?358755 ?358755)) ?358755 [358755, 358754] by Super 371115 with 4 at 1,2
% 147.24/37.15 Id : 372372, {_}: rd (mult ?359361 (i ?359362)) ?359362 =>= rd ?359361 (mult ?359362 ?359362) [359362, 359361] by Super 5 with 371169 at 1,2
% 147.24/37.15 Id : 373109, {_}: i (mult ?88001 (rd ?88001 ?88002)) =>= rd ?88002 (mult ?88001 ?88001) [88002, 88001] by Demod 81179 with 372372 at 3
% 147.24/37.15 Id : 81772, {_}: i (rd (mult ?89195 ?89196) ?89195) =>= rd (rd ?89195 ?89196) ?89195 [89196, 89195] by Super 252 with 77126 at 1,2
% 147.24/37.15 Id : 81867, {_}: i (rd (rd (i ?89490) (rd ?89490 ?89491)) (i ?89490)) =>= rd (rd (i ?89490) (rd ?89491 ?89490)) (i ?89490) [89491, 89490] by Super 81772 with 78697 at 1,1,2
% 147.24/37.15 Id : 82145, {_}: rd (mult (i ?89490) (rd ?89490 ?89491)) (i ?89490) =>= rd (rd (i ?89490) (rd ?89491 ?89490)) (i ?89490) [89491, 89490] by Demod 81867 with 77126 at 2
% 147.24/37.15 Id : 82146, {_}: rd (mult (i ?89490) (rd ?89490 ?89491)) (i ?89490) =>= i (mult (ld ?89490 (rd ?89491 ?89490)) ?89490) [89491, 89490] by Demod 82145 with 63855 at 3
% 147.24/37.15 Id : 77840, {_}: rd (mult (i ?20050) ?20051) (i ?20050) =>= ld ?20050 (rd ?20051 (i ?20050)) [20051, 20050] by Demod 17294 with 74050 at 3
% 147.24/37.15 Id : 80801, {_}: rd (mult (i ?20050) ?20051) (i ?20050) =>= mult (ld ?20050 ?20051) ?20050 [20051, 20050] by Demod 77840 with 78849 at 3
% 147.24/37.15 Id : 82147, {_}: mult (ld ?89490 (rd ?89490 ?89491)) ?89490 =<= i (mult (ld ?89490 (rd ?89491 ?89490)) ?89490) [89491, 89490] by Demod 82146 with 80801 at 2
% 147.24/37.15 Id : 82148, {_}: mult (ld ?89490 (rd ?89490 ?89491)) ?89490 =>= i (mult (i ?89490) ?89491) [89491, 89490] by Demod 82147 with 80806 at 1,3
% 147.24/37.15 Id : 373243, {_}: rd (mult ?360258 (i ?360259)) ?360259 =>= rd ?360258 (mult ?360259 ?360259) [360259, 360258] by Super 5 with 371169 at 1,2
% 147.24/37.15 Id : 373244, {_}: rd (mult ?360261 ?360262) (i ?360262) =<= rd ?360261 (mult (i ?360262) (i ?360262)) [360262, 360261] by Super 373243 with 252 at 2,1,2
% 147.24/37.15 Id : 373723, {_}: mult ?360261 (mult ?360262 ?360262) =<= rd ?360261 (mult (i ?360262) (i ?360262)) [360262, 360261] by Demod 373244 with 167859 at 2
% 147.24/37.15 Id : 373724, {_}: mult ?360261 (mult ?360262 ?360262) =<= rd ?360261 (rd (i ?360262) ?360262) [360262, 360261] by Demod 373723 with 590 at 2,3
% 147.24/37.15 Id : 374190, {_}: mult (ld ?361239 (mult ?361239 (mult ?361240 ?361240))) ?361239 =>= i (mult (i ?361239) (rd (i ?361240) ?361240)) [361240, 361239] by Super 82148 with 373724 at 2,1,2
% 147.24/37.15 Id : 374625, {_}: mult (mult ?361240 ?361240) ?361239 =<= i (mult (i ?361239) (rd (i ?361240) ?361240)) [361239, 361240] by Demod 374190 with 3 at 1,2
% 147.24/37.15 Id : 72925, {_}: mult (i ?79519) (mult ?79520 (i ?79519)) =>= rd (mult (i ?79519) ?79520) ?79519 [79520, 79519] by Super 72924 with 252 at 2,3
% 147.24/37.15 Id : 90052, {_}: mult (ld ?98870 ?98871) (i ?98870) =<= ld (rd (rd ?98870 (rd ?98871 (i ?98870))) (i ?98870)) (i ?98870) [98871, 98870] by Super 8564 with 89608 at 1,1,3
% 147.24/37.15 Id : 90186, {_}: ld ?98870 (rd ?98871 ?98870) =<= ld (rd (rd ?98870 (rd ?98871 (i ?98870))) (i ?98870)) (i ?98870) [98871, 98870] by Demod 90052 with 18323 at 2
% 147.24/37.15 Id : 90187, {_}: ld ?98870 (rd ?98871 ?98870) =<= ld ?98870 (i (mult ?98870 (rd ?98870 (rd ?98871 (i ?98870))))) [98871, 98870] by Demod 90186 with 43808 at 3
% 147.24/37.15 Id : 90188, {_}: ld ?98870 (rd ?98871 ?98870) =<= ld ?98870 (rd (mult (rd ?98871 (i ?98870)) (i ?98870)) ?98870) [98871, 98870] by Demod 90187 with 81179 at 2,3
% 147.24/37.15 Id : 21734, {_}: rd (rd (mult (i ?25542) ?25543) ?25542) ?25542 =<= mult (mult (i ?25542) (rd ?25543 ?25542)) (i ?25542) [25543, 25542] by Super 21708 with 19912 at 1,3
% 147.24/37.15 Id : 22086, {_}: rd (rd (mult (i ?25542) ?25543) ?25542) ?25542 =<= mult (i ?25542) (rd (rd ?25543 ?25542) ?25542) [25543, 25542] by Demod 21734 with 19912 at 3
% 147.24/37.15 Id : 76393, {_}: rd (rd (mult (i ?25542) ?25543) ?25542) ?25542 =<= ld ?25542 (mult (rd ?25543 ?25542) (i ?25542)) [25543, 25542] by Demod 22086 with 73721 at 3
% 147.24/37.15 Id : 50559, {_}: rd (mult ?55333 (i ?55334)) ?55334 =<= mult (rd ?55333 ?55334) (i ?55334) [55334, 55333] by Super 21723 with 43159 at 1,2
% 147.24/37.15 Id : 76402, {_}: rd (rd (mult (i ?25542) ?25543) ?25542) ?25542 =<= ld ?25542 (rd (mult ?25543 (i ?25542)) ?25542) [25543, 25542] by Demod 76393 with 50559 at 2,3
% 147.24/37.15 Id : 90189, {_}: ld ?98870 (rd ?98871 ?98870) =<= rd (rd (mult (i ?98870) (rd ?98871 (i ?98870))) ?98870) ?98870 [98871, 98870] by Demod 90188 with 76402 at 3
% 147.24/37.15 Id : 90190, {_}: ld ?98870 (rd ?98871 ?98870) =<= rd (rd (ld ?98870 (mult ?98871 ?98870)) ?98870) ?98870 [98871, 98870] by Demod 90189 with 78994 at 1,1,3
% 147.24/37.15 Id : 90191, {_}: ld ?98870 (rd ?98871 ?98870) =<= rd (mult (i ?98870) ?98871) ?98870 [98871, 98870] by Demod 90190 with 80805 at 1,3
% 147.24/37.15 Id : 93986, {_}: mult (i ?79519) (mult ?79520 (i ?79519)) =>= ld ?79519 (rd ?79520 ?79519) [79520, 79519] by Demod 72925 with 90191 at 3
% 147.24/37.15 Id : 167303, {_}: mult (i ?177257) (ld (i ?177257) (mult ?177258 (mult (i ?177257) (i ?177257)))) =>= ld ?177257 (rd (ld (i ?177257) (mult ?177258 (i ?177257))) ?177257) [177258, 177257] by Super 93986 with 100439 at 2,2
% 147.24/37.15 Id : 167871, {_}: mult ?177258 (mult (i ?177257) (i ?177257)) =<= ld ?177257 (rd (ld (i ?177257) (mult ?177258 (i ?177257))) ?177257) [177257, 177258] by Demod 167303 with 2 at 2
% 147.24/37.15 Id : 167872, {_}: mult ?177258 (mult (i ?177257) (i ?177257)) =<= ld ?177257 (mult ?177257 (rd (mult ?177258 (i ?177257)) ?177257)) [177257, 177258] by Demod 167871 with 74011 at 2,3
% 147.24/37.15 Id : 167873, {_}: mult ?177258 (rd (i ?177257) ?177257) =<= ld ?177257 (mult ?177257 (rd (mult ?177258 (i ?177257)) ?177257)) [177257, 177258] by Demod 167872 with 590 at 2,2
% 147.24/37.16 Id : 167874, {_}: mult ?177258 (rd (i ?177257) ?177257) =>= rd (mult ?177258 (i ?177257)) ?177257 [177257, 177258] by Demod 167873 with 3 at 3
% 147.24/37.16 Id : 373102, {_}: mult ?177258 (rd (i ?177257) ?177257) =>= rd ?177258 (mult ?177257 ?177257) [177257, 177258] by Demod 167874 with 372372 at 3
% 147.24/37.16 Id : 374626, {_}: mult (mult ?361240 ?361240) ?361239 =<= i (rd (i ?361239) (mult ?361240 ?361240)) [361239, 361240] by Demod 374625 with 373102 at 1,3
% 147.24/37.16 Id : 83248, {_}: i (rd (mult ?90752 (i ?90753)) ?90753) =>= mult ?90753 (rd ?90753 ?90752) [90753, 90752] by Super 252 with 81179 at 1,2
% 147.24/37.16 Id : 373105, {_}: i (rd ?90752 (mult ?90753 ?90753)) =>= mult ?90753 (rd ?90753 ?90752) [90753, 90752] by Demod 83248 with 372372 at 1,2
% 147.24/37.16 Id : 374627, {_}: mult (mult ?361240 ?361240) ?361239 =<= mult ?361240 (rd ?361240 (i ?361239)) [361239, 361240] by Demod 374626 with 373105 at 3
% 147.24/37.16 Id : 382872, {_}: i (mult (mult ?370036 ?370036) ?370037) =>= rd (i ?370037) (mult ?370036 ?370036) [370037, 370036] by Super 373109 with 374627 at 1,2
% 147.24/37.16 Id : 382880, {_}: i (mult (rd (i ?370058) ?370058) ?370059) =<= rd (i ?370059) (mult (i ?370058) (i ?370058)) [370059, 370058] by Super 382872 with 590 at 1,1,2
% 147.24/37.16 Id : 73013, {_}: mult ?79797 (mult (mult ?79798 (i ?79797)) ?79797) =>= rd (rd (mult ?79797 ?79798) ?79797) (i ?79797) [79798, 79797] by Super 72924 with 17475 at 1,3
% 147.24/37.16 Id : 73239, {_}: mult ?79797 (rd (rd ?79798 (i ?79797)) ?79797) =>= rd (rd (mult ?79797 ?79798) ?79797) (i ?79797) [79798, 79797] by Demod 73013 with 23485 at 2,2
% 147.24/37.16 Id : 73240, {_}: mult ?79797 (rd (rd ?79798 (i ?79797)) ?79797) =>= rd (mult ?79797 (mult ?79798 ?79797)) ?79797 [79798, 79797] by Demod 73239 with 72179 at 3
% 147.24/37.16 Id : 212213, {_}: mult ?79797 (rd (rd ?79798 (i ?79797)) ?79797) =>= ld (i ?79797) ?79798 [79798, 79797] by Demod 73240 with 80387 at 3
% 147.24/37.16 Id : 374207, {_}: mult (rd (i ?361288) ?361288) (mult (rd ?361289 (i (rd (i ?361288) ?361288))) (mult ?361288 ?361288)) =>= ld (i (rd (i ?361288) ?361288)) ?361289 [361289, 361288] by Super 212213 with 373724 at 2,2
% 147.24/37.16 Id : 23556, {_}: mult (mult (mult ?27351 (mult ?27352 (i ?27351))) ?27351) (mult ?27351 ?27353) =?= mult ?27351 (mult (mult (rd (rd ?27352 (i ?27351)) ?27351) ?27351) ?27353) [27353, 27352, 27351] by Super 8 with 23485 at 1,1,2,3
% 147.24/37.16 Id : 23880, {_}: mult (mult (rd (mult ?27351 ?27352) ?27351) ?27351) (mult ?27351 ?27353) =<= mult ?27351 (mult (mult (rd (rd ?27352 (i ?27351)) ?27351) ?27351) ?27353) [27353, 27352, 27351] by Demod 23556 with 17475 at 1,1,2
% 147.24/37.16 Id : 23881, {_}: mult (mult (rd (mult ?27351 ?27352) ?27351) ?27351) (mult ?27351 ?27353) =>= mult ?27351 (mult (rd ?27352 (i ?27351)) ?27353) [27353, 27352, 27351] by Demod 23880 with 4 at 1,2,3
% 147.24/37.16 Id : 23882, {_}: mult (mult ?27351 ?27352) (mult ?27351 ?27353) =<= mult ?27351 (mult (rd ?27352 (i ?27351)) ?27353) [27353, 27352, 27351] by Demod 23881 with 4 at 1,2
% 147.24/37.16 Id : 374578, {_}: mult (mult (rd (i ?361288) ?361288) ?361289) (mult (rd (i ?361288) ?361288) (mult ?361288 ?361288)) =>= ld (i (rd (i ?361288) ?361288)) ?361289 [361289, 361288] by Demod 374207 with 23882 at 2
% 147.24/37.16 Id : 374579, {_}: mult (mult (rd (i ?361288) ?361288) ?361289) (mult (rd (i ?361288) ?361288) (mult ?361288 ?361288)) =>= ld (mult ?361288 ?361288) ?361289 [361289, 361288] by Demod 374578 with 1648 at 1,3
% 147.24/37.16 Id : 168232, {_}: rd (mult ?178347 ?178348) (i ?178348) =>= mult ?178347 (mult ?178348 ?178348) [178348, 178347] by Demod 167310 with 2 at 3
% 147.24/37.16 Id : 168264, {_}: rd ?178468 (i ?178469) =<= mult (rd ?178468 ?178469) (mult ?178469 ?178469) [178469, 178468] by Super 168232 with 4 at 1,2
% 147.24/37.16 Id : 374580, {_}: mult (mult (rd (i ?361288) ?361288) ?361289) (rd (i ?361288) (i ?361288)) =>= ld (mult ?361288 ?361288) ?361289 [361289, 361288] by Demod 374579 with 168264 at 2,2
% 147.24/37.16 Id : 374581, {_}: mult (mult (rd (i ?361288) ?361288) ?361289) unit =>= ld (mult ?361288 ?361288) ?361289 [361289, 361288] by Demod 374580 with 32 at 2,2
% 147.24/37.16 Id : 374582, {_}: mult (rd (i ?361288) ?361288) ?361289 =>= ld (mult ?361288 ?361288) ?361289 [361289, 361288] by Demod 374581 with 6 at 2
% 147.24/37.16 Id : 383304, {_}: i (ld (mult ?370058 ?370058) ?370059) =<= rd (i ?370059) (mult (i ?370058) (i ?370058)) [370059, 370058] by Demod 382880 with 374582 at 1,2
% 147.24/37.16 Id : 383305, {_}: i (ld (mult ?370058 ?370058) ?370059) =<= rd (i ?370059) (rd (i ?370058) ?370058) [370059, 370058] by Demod 383304 with 590 at 2,3
% 147.24/37.16 Id : 383306, {_}: i (ld (mult ?370058 ?370058) ?370059) =<= mult (i ?370059) (mult ?370058 ?370058) [370059, 370058] by Demod 383305 with 373724 at 3
% 147.24/37.16 Id : 87321, {_}: i (ld ?96404 (ld ?96404 ?96405)) =>= rd (ld ?96405 ?96404) (i ?96404) [96405, 96404] by Demod 86526 with 4 at 3
% 147.24/37.16 Id : 87340, {_}: i (ld ?96456 (mult ?96457 (i ?96456))) =<= rd (ld (rd (mult ?96456 ?96457) ?96456) ?96456) (i ?96456) [96457, 96456] by Super 87321 with 17621 at 2,1,2
% 147.24/37.16 Id : 82734, {_}: rd (ld ?90089 ?90090) (i (i ?90089)) =<= mult (i ?90089) (mult (rd (rd ?90090 (i ?90089)) ?90089) (i ?90089)) [90090, 90089] by Super 82730 with 80636 at 1,2,3
% 147.24/37.16 Id : 82972, {_}: rd (ld ?90089 ?90090) ?90089 =<= mult (i ?90089) (mult (rd (rd ?90090 (i ?90089)) ?90089) (i ?90089)) [90090, 90089] by Demod 82734 with 252 at 2,2
% 147.24/37.16 Id : 82973, {_}: rd (ld ?90089 ?90090) ?90089 =<= mult (i ?90089) (rd (mult (rd ?90090 (i ?90089)) (i ?90089)) ?90089) [90090, 90089] by Demod 82972 with 50559 at 2,3
% 147.24/37.16 Id : 82974, {_}: rd (ld ?90089 ?90090) ?90089 =<= rd (i ?90089) (rd ?90089 (mult (rd ?90090 (i ?90089)) (i ?90089))) [90090, 90089] by Demod 82973 with 78697 at 3
% 147.24/37.16 Id : 82975, {_}: rd (ld ?90089 ?90090) ?90089 =<= rd (i ?90089) (rd ?90089 ?90090) [90090, 90089] by Demod 82974 with 4 at 2,2,3
% 147.24/37.16 Id : 85634, {_}: ld ?82143 (mult ?82144 (i ?82143)) =>= rd (ld ?82143 ?82144) ?82143 [82144, 82143] by Demod 78695 with 82975 at 3
% 147.24/37.16 Id : 87577, {_}: i (rd (ld ?96456 ?96457) ?96456) =<= rd (ld (rd (mult ?96456 ?96457) ?96456) ?96456) (i ?96456) [96457, 96456] by Demod 87340 with 85634 at 1,2
% 147.24/37.16 Id : 87578, {_}: i (rd (ld ?96456 ?96457) ?96456) =<= rd (mult ?96456 (i ?96457)) (i ?96456) [96457, 96456] by Demod 87577 with 8415 at 1,3
% 147.24/37.16 Id : 87579, {_}: i (rd (ld ?96456 ?96457) ?96456) =<= mult ?96456 (mult (i ?96457) ?96456) [96457, 96456] by Demod 87578 with 72539 at 3
% 147.24/37.16 Id : 88339, {_}: ld ?97564 (mult (i (rd (ld ?97564 ?97565) ?97564)) ?97564) =>= rd (mult (i ?97565) ?97564) (i ?97564) [97565, 97564] by Super 24115 with 87579 at 1,2,2
% 147.24/37.16 Id : 81277, {_}: ld ?58886 (mult (i ?58887) ?58886) =>= ld (mult ?58887 ?58886) ?58886 [58887, 58886] by Demod 54104 with 79168 at 3
% 147.24/37.16 Id : 88555, {_}: ld (mult (rd (ld ?97564 ?97565) ?97564) ?97564) ?97564 =>= rd (mult (i ?97565) ?97564) (i ?97564) [97565, 97564] by Demod 88339 with 81277 at 2
% 147.24/37.16 Id : 88556, {_}: ld (ld ?97564 ?97565) ?97564 =<= rd (mult (i ?97565) ?97564) (i ?97564) [97565, 97564] by Demod 88555 with 4 at 1,2
% 147.24/37.16 Id : 168152, {_}: ld (ld ?97564 ?97565) ?97564 =<= mult (i ?97565) (mult ?97564 ?97564) [97565, 97564] by Demod 88556 with 167859 at 3
% 147.24/37.16 Id : 383307, {_}: i (ld (mult ?370058 ?370058) ?370059) =>= ld (ld ?370058 ?370059) ?370058 [370059, 370058] by Demod 383306 with 168152 at 3
% 147.24/37.16 Id : 168186, {_}: mult (mult ?178211 (mult ?178212 ?178212)) (i ?178212) =>= mult ?178211 ?178212 [178212, 178211] by Super 4 with 167859 at 1,2
% 147.24/37.16 Id : 375660, {_}: mult (ld (mult ?362925 ?362925) (mult ?362926 ?362926)) (i ?362926) =>= mult (rd (i ?362925) ?362925) ?362926 [362926, 362925] by Super 168186 with 374582 at 1,2
% 147.24/37.16 Id : 159456, {_}: ld (mult ?170565 ?170566) (mult ?170565 ?170565) =>= rd (i ?170566) (i ?170565) [170566, 170565] by Demod 89889 with 82730 at 3
% 147.24/37.16 Id : 159464, {_}: ld ?170588 (mult ?170589 ?170589) =<= rd (i (ld ?170589 ?170588)) (i ?170589) [170589, 170588] by Super 159456 with 2 at 1,2
% 147.24/37.16 Id : 159948, {_}: mult (ld ?171084 (mult ?171085 ?171085)) (i ?171085) =>= i (ld ?171085 ?171084) [171085, 171084] by Super 4 with 159464 at 1,2
% 147.24/37.16 Id : 375841, {_}: i (ld ?362926 (mult ?362925 ?362925)) =<= mult (rd (i ?362925) ?362925) ?362926 [362925, 362926] by Demod 375660 with 159948 at 2
% 147.24/37.16 Id : 375842, {_}: i (ld ?362926 (mult ?362925 ?362925)) =>= ld (mult ?362925 ?362925) ?362926 [362925, 362926] by Demod 375841 with 374582 at 3
% 147.24/37.16 Id : 380512, {_}: i (ld (mult ?366311 ?366311) ?366312) =>= ld ?366312 (mult ?366311 ?366311) [366312, 366311] by Super 252 with 375842 at 1,2
% 147.24/37.16 Id : 387505, {_}: ld ?370059 (mult ?370058 ?370058) =?= ld (ld ?370058 ?370059) ?370058 [370058, 370059] by Demod 383307 with 380512 at 2
% 147.24/37.16 Id : 387508, {_}: ld (ld ?98556 (mult ?98556 ?98557)) ?98556 =>= rd (i ?98557) (i ?98556) [98557, 98556] by Demod 89890 with 387505 at 2
% 147.24/37.16 Id : 387520, {_}: ld ?98557 ?98556 =<= rd (i ?98557) (i ?98556) [98556, 98557] by Demod 387508 with 3 at 1,2
% 147.24/37.16 Id : 387545, {_}: ld (i (rd ?143168 ?143167)) ?143167 =?= ld ?143167 (ld (i ?143167) ?143168) [143167, 143168] by Demod 130553 with 387520 at 3
% 147.24/37.16 Id : 387547, {_}: ld (i (rd ?143168 ?143167)) ?143167 =>= rd (rd ?143168 ?143167) (i ?143167) [143167, 143168] by Demod 387545 with 77518 at 3
% 147.24/37.16 Id : 387549, {_}: ld ?86918 (rd (rd ?86919 ?86918) (i ?86918)) =>= i (ld ?86919 ?86918) [86919, 86918] by Demod 225719 with 387547 at 2,2
% 147.24/37.16 Id : 387557, {_}: mult (ld ?86918 (rd ?86919 ?86918)) ?86918 =>= i (ld ?86919 ?86918) [86919, 86918] by Demod 387549 with 78849 at 2
% 147.24/37.16 Id : 387558, {_}: mult (i ?86918) ?86919 =>= i (ld ?86919 ?86918) [86919, 86918] by Demod 387557 with 80806 at 2
% 147.24/37.16 Id : 387638, {_}: rd (i ?20166) (i (ld ?20167 ?20166)) =>= ld (rd ?20167 (i ?20166)) ?20166 [20167, 20166] by Demod 90384 with 387558 at 2,2
% 147.24/37.16 Id : 387749, {_}: ld ?20166 (ld ?20167 ?20166) =<= ld (rd ?20167 (i ?20166)) ?20166 [20167, 20166] by Demod 387638 with 387520 at 2
% 147.24/37.16 Id : 387755, {_}: rd (ld ?99381 (ld ?99380 ?99381)) ?99381 =>= ld ?99381 (i ?99380) [99380, 99381] by Demod 90434 with 387749 at 1,2
% 147.24/37.16 Id : 85672, {_}: rd (ld ?94132 ?94133) ?94132 =<= rd (i ?94132) (rd ?94132 ?94133) [94133, 94132] by Demod 82974 with 4 at 2,2,3
% 147.24/37.16 Id : 85674, {_}: rd (ld ?94138 (ld ?94139 ?94138)) ?94138 =>= rd (i ?94138) ?94139 [94139, 94138] by Super 85672 with 23 at 2,3
% 147.24/37.16 Id : 387756, {_}: rd (i ?99381) ?99380 =<= ld ?99381 (i ?99380) [99380, 99381] by Demod 387755 with 85674 at 2
% 147.24/37.16 Id : 387804, {_}: ld (mult ?88357 ?88358) ?88357 =<= rd (rd (i ?88358) ?88357) (i ?88357) [88358, 88357] by Demod 81489 with 387756 at 1,3
% 147.24/37.16 Id : 86423, {_}: ld ?95062 (i (rd ?95063 ?95062)) =>= rd ?95062 (rd ?95063 (i ?95062)) [95063, 95062] by Demod 84752 with 18 at 3
% 147.24/37.16 Id : 86449, {_}: ld ?95132 (i (mult ?95133 (i ?95132))) =<= rd ?95132 (rd (rd (rd ?95133 ?95132) (i ?95132)) (i ?95132)) [95133, 95132] by Super 86423 with 43159 at 1,2,2
% 147.24/37.16 Id : 86633, {_}: ld ?95132 (i (mult ?95133 (i ?95132))) =<= rd ?95132 (mult (mult (rd ?95133 ?95132) ?95132) ?95132) [95133, 95132] by Demod 86449 with 22049 at 2,3
% 147.24/37.16 Id : 86634, {_}: ld ?95132 (i (mult ?95133 (i ?95132))) =>= rd ?95132 (mult ?95133 ?95132) [95133, 95132] by Demod 86633 with 4 at 1,2,3
% 147.24/37.16 Id : 387805, {_}: rd (i ?95132) (mult ?95133 (i ?95132)) =>= rd ?95132 (mult ?95133 ?95132) [95133, 95132] by Demod 86634 with 387756 at 2
% 147.41/37.18 Id : 90971, {_}: ld ?99904 (rd ?99905 ?99904) =<= rd (mult (i ?99904) ?99905) ?99904 [99905, 99904] by Demod 90190 with 80805 at 1,3
% 147.41/37.18 Id : 52275, {_}: rd (mult ?57055 (i (mult ?57056 (i (i ?57055))))) ?57055 =<= mult ?57055 (rd (i ?57055) (mult (i (i ?57055)) ?57056)) [57056, 57055] by Super 17475 with 52053 at 2,3
% 147.41/37.18 Id : 52605, {_}: rd ?57055 (mult ?57055 (mult ?57056 (i (i ?57055)))) =<= mult ?57055 (rd (i ?57055) (mult (i (i ?57055)) ?57056)) [57056, 57055] by Demod 52275 with 9361 at 2
% 147.41/37.18 Id : 52606, {_}: rd ?57055 (mult ?57055 (mult ?57056 (i (i ?57055)))) =>= mult ?57055 (rd (i ?57055) (mult ?57055 ?57056)) [57056, 57055] by Demod 52605 with 252 at 1,2,2,3
% 147.41/37.18 Id : 52607, {_}: rd ?57055 (mult ?57055 (mult ?57056 ?57055)) =<= mult ?57055 (rd (i ?57055) (mult ?57055 ?57056)) [57056, 57055] by Demod 52606 with 252 at 2,2,2,2
% 147.41/37.18 Id : 91032, {_}: ld ?100096 (rd (rd (i (i ?100096)) (mult (i ?100096) ?100097)) ?100096) =>= rd (rd (i ?100096) (mult (i ?100096) (mult ?100097 (i ?100096)))) ?100096 [100097, 100096] by Super 90971 with 52607 at 1,3
% 147.41/37.18 Id : 91247, {_}: ld ?100096 (rd (rd ?100096 (mult (i ?100096) ?100097)) ?100096) =<= rd (rd (i ?100096) (mult (i ?100096) (mult ?100097 (i ?100096)))) ?100096 [100097, 100096] by Demod 91032 with 252 at 1,1,2,2
% 147.41/37.18 Id : 91248, {_}: ld ?100096 (rd (rd ?100096 (mult (i ?100096) ?100097)) ?100096) =<= rd (ld (rd (mult ?100097 (i ?100096)) (i ?100096)) ?100096) ?100096 [100097, 100096] by Demod 91247 with 90384 at 1,3
% 147.41/37.18 Id : 91249, {_}: ld (mult (i ?100096) ?100097) (i ?100096) =<= rd (ld (rd (mult ?100097 (i ?100096)) (i ?100096)) ?100096) ?100096 [100097, 100096] by Demod 91248 with 81602 at 2
% 147.41/37.18 Id : 91250, {_}: ld (mult (i ?100096) ?100097) (i ?100096) =>= rd (ld ?100097 ?100096) ?100096 [100097, 100096] by Demod 91249 with 5 at 1,1,3
% 147.41/37.18 Id : 89845, {_}: rd ?98774 (mult ?98774 (ld ?98774 (mult ?98775 ?98774))) =>= ld (mult (i ?98774) ?98775) (i ?98774) [98775, 98774] by Super 89786 with 80805 at 1,3
% 147.41/37.18 Id : 89996, {_}: rd ?98774 (mult ?98775 ?98774) =<= ld (mult (i ?98774) ?98775) (i ?98774) [98775, 98774] by Demod 89845 with 2 at 2,2
% 147.41/37.18 Id : 108883, {_}: rd ?100096 (mult ?100097 ?100096) =?= rd (ld ?100097 ?100096) ?100096 [100097, 100096] by Demod 91250 with 89996 at 2
% 147.41/37.18 Id : 387889, {_}: rd (ld ?95133 (i ?95132)) (i ?95132) =>= rd ?95132 (mult ?95133 ?95132) [95132, 95133] by Demod 387805 with 108883 at 2
% 147.41/37.18 Id : 387890, {_}: rd (rd (i ?95133) ?95132) (i ?95132) =>= rd ?95132 (mult ?95133 ?95132) [95132, 95133] by Demod 387889 with 387756 at 1,2
% 147.41/37.18 Id : 387892, {_}: ld (mult ?88357 ?88358) ?88357 =>= rd ?88357 (mult ?88358 ?88357) [88358, 88357] by Demod 387804 with 387890 at 3
% 147.41/37.18 Id : 387896, {_}: ld ?110714 (rd ?110714 ?110715) =>= rd ?110714 (mult ?110715 ?110714) [110715, 110714] by Demod 122806 with 387892 at 3
% 147.41/37.18 Id : 387913, {_}: rd ?83110 (mult (mult ?83111 (i ?83110)) ?83110) =>= mult ?83110 (i ?83111) [83111, 83110] by Demod 220492 with 387896 at 2
% 147.41/37.18 Id : 387934, {_}: rd ?83110 (rd (rd ?83111 (i ?83110)) ?83110) =>= mult ?83110 (i ?83111) [83111, 83110] by Demod 387913 with 23485 at 2,2
% 147.41/37.18 Id : 54353, {_}: ld ?59490 (mult (i ?59491) ?59490) =>= rd (i ?59490) (ld ?59490 ?59491) [59491, 59490] by Demod 53879 with 7935 at 2
% 147.41/37.18 Id : 54399, {_}: ld (i ?59625) (ld ?59625 (rd ?59625 ?59626)) =<= rd (i (i ?59625)) (ld (i ?59625) (ld ?59625 ?59626)) [59626, 59625] by Super 54353 with 18428 at 2,2
% 147.41/37.18 Id : 54575, {_}: ld (i ?59625) (ld ?59625 (rd ?59625 ?59626)) =>= rd ?59625 (ld (i ?59625) (ld ?59625 ?59626)) [59626, 59625] by Demod 54399 with 252 at 1,3
% 147.41/37.18 Id : 82723, {_}: rd (rd (rd ?59625 ?59626) (i ?59625)) ?59625 =?= rd ?59625 (ld (i ?59625) (ld ?59625 ?59626)) [59626, 59625] by Demod 54575 with 80636 at 2
% 147.41/37.18 Id : 82724, {_}: rd (rd (rd ?59625 ?59626) (i ?59625)) ?59625 =?= rd ?59625 (rd (rd ?59626 (i ?59625)) ?59625) [59626, 59625] by Demod 82723 with 80636 at 2,3
% 147.41/37.18 Id : 100952, {_}: ld (i ?110595) (i (ld ?110595 ?110596)) =<= rd (rd (i (i ?110595)) ?110596) (i ?110595) [110596, 110595] by Super 100951 with 252 at 1,1,2,2
% 147.41/37.18 Id : 101138, {_}: ld (i ?110595) (i (ld ?110595 ?110596)) =>= rd (rd ?110595 ?110596) (i ?110595) [110596, 110595] by Demod 100952 with 252 at 1,1,3
% 147.41/37.18 Id : 387808, {_}: rd (i (i ?110595)) (ld ?110595 ?110596) =>= rd (rd ?110595 ?110596) (i ?110595) [110596, 110595] by Demod 101138 with 387756 at 2
% 147.41/37.18 Id : 387864, {_}: rd ?110595 (ld ?110595 ?110596) =<= rd (rd ?110595 ?110596) (i ?110595) [110596, 110595] by Demod 387808 with 252 at 1,2
% 147.41/37.18 Id : 387869, {_}: rd (rd ?59625 (ld ?59625 ?59626)) ?59625 =<= rd ?59625 (rd (rd ?59626 (i ?59625)) ?59625) [59626, 59625] by Demod 82724 with 387864 at 1,2
% 147.41/37.18 Id : 79541, {_}: rd (mult ?86611 ?86612) ?86611 =<= i (rd (rd ?86611 ?86612) ?86611) [86612, 86611] by Demod 77125 with 4 at 2,1,2
% 147.41/37.18 Id : 79543, {_}: rd (mult ?86617 (ld ?86618 ?86617)) ?86617 =>= i (rd ?86618 ?86617) [86618, 86617] by Super 79541 with 23 at 1,1,3
% 147.41/37.18 Id : 94021, {_}: ld (i ?102894) (rd (i ?102894) (ld ?102894 (rd ?102895 ?102894))) =>= mult (i (mult ?102895 (i ?102894))) (i (i ?102894)) [102895, 102894] by Super 18386 with 93986 at 2,2,2
% 147.41/37.18 Id : 94627, {_}: ld (i ?102894) (ld (mult (rd ?102895 ?102894) ?102894) ?102894) =?= mult (i (mult ?102895 (i ?102894))) (i (i ?102894)) [102895, 102894] by Demod 94021 with 79168 at 2,2
% 147.41/37.18 Id : 52633, {_}: mult (i (mult ?57306 ?57307)) (i ?57307) =>= rd (i ?57307) (mult ?57307 ?57306) [57307, 57306] by Demod 52342 with 252 at 1,2,3
% 147.41/37.18 Id : 94628, {_}: ld (i ?102894) (ld (mult (rd ?102895 ?102894) ?102894) ?102894) =>= rd (i (i ?102894)) (mult (i ?102894) ?102895) [102895, 102894] by Demod 94627 with 52633 at 3
% 147.41/37.18 Id : 94629, {_}: ld (i ?102894) (ld ?102895 ?102894) =<= rd (i (i ?102894)) (mult (i ?102894) ?102895) [102895, 102894] by Demod 94628 with 4 at 1,2,2
% 147.41/37.18 Id : 95002, {_}: ld (i ?103672) (ld ?103673 ?103672) =>= rd ?103672 (mult (i ?103672) ?103673) [103673, 103672] by Demod 94629 with 252 at 1,3
% 147.41/37.18 Id : 95063, {_}: ld (i ?103843) (rd (rd (ld ?103844 ?103843) (i ?103843)) ?103843) =>= rd ?103843 (mult (i ?103843) (rd (rd ?103844 (i ?103843)) ?103843)) [103844, 103843] by Super 95002 with 82722 at 2,2
% 147.41/37.18 Id : 72605, {_}: ld (i ?78728) (rd ?78729 ?78728) =>= rd (mult ?78728 ?78729) ?78728 [78729, 78728] by Demod 72604 with 5 at 2
% 147.41/37.18 Id : 95332, {_}: rd (mult ?103843 (rd (ld ?103844 ?103843) (i ?103843))) ?103843 =<= rd ?103843 (mult (i ?103843) (rd (rd ?103844 (i ?103843)) ?103843)) [103844, 103843] by Demod 95063 with 72605 at 2
% 147.41/37.18 Id : 85631, {_}: rd (ld ?80407 ?80408) ?80407 =<= mult (i ?80407) (rd ?80408 ?80407) [80408, 80407] by Demod 78697 with 82975 at 2
% 147.41/37.18 Id : 95333, {_}: rd (mult ?103843 (rd (ld ?103844 ?103843) (i ?103843))) ?103843 =?= rd ?103843 (rd (ld ?103843 (rd ?103844 (i ?103843))) ?103843) [103844, 103843] by Demod 95332 with 85631 at 2,3
% 147.41/37.18 Id : 95334, {_}: rd (mult (mult ?103843 (ld ?103844 ?103843)) ?103843) ?103843 =<= rd ?103843 (rd (ld ?103843 (rd ?103844 (i ?103843))) ?103843) [103844, 103843] by Demod 95333 with 19732 at 1,2
% 147.41/37.18 Id : 95335, {_}: rd (mult (mult ?103843 (ld ?103844 ?103843)) ?103843) ?103843 =?= rd ?103843 (rd (mult (ld ?103843 ?103844) ?103843) ?103843) [103844, 103843] by Demod 95334 with 78849 at 1,2,3
% 147.41/37.18 Id : 95336, {_}: mult ?103843 (ld ?103844 ?103843) =<= rd ?103843 (rd (mult (ld ?103843 ?103844) ?103843) ?103843) [103844, 103843] by Demod 95335 with 5 at 2
% 147.41/37.18 Id : 95337, {_}: mult ?103843 (ld ?103844 ?103843) =>= rd ?103843 (ld ?103843 ?103844) [103844, 103843] by Demod 95336 with 5 at 2,3
% 147.41/37.18 Id : 140436, {_}: rd (rd ?86617 (ld ?86617 ?86618)) ?86617 =>= i (rd ?86618 ?86617) [86618, 86617] by Demod 79543 with 95337 at 1,2
% 147.41/37.18 Id : 387880, {_}: i (rd ?59626 ?59625) =<= rd ?59625 (rd (rd ?59626 (i ?59625)) ?59625) [59625, 59626] by Demod 387869 with 140436 at 2
% 147.41/37.18 Id : 387935, {_}: i (rd ?83111 ?83110) =<= mult ?83110 (i ?83111) [83110, 83111] by Demod 387934 with 387880 at 2
% 147.41/37.18 Id : 389565, {_}: i b === i b [] by Demod 389564 with 5 at 1,2
% 147.41/37.18 Id : 389564, {_}: i (rd (mult b a) a) =>= i b [] by Demod 1 with 387935 at 2
% 147.41/37.18 Id : 1, {_}: mult a (i (mult b a)) =>= i b [] by goals
% 147.41/37.18 % SZS output end CNFRefutation for theBenchmark.p
% 147.41/37.18 12798: solved /export/starexec/sandbox2/benchmark/theBenchmark.p in 36.83 using nrkbo
%------------------------------------------------------------------------------