%------------------------------------------------------------------------------
% File     : SPASS---3.9
% Problem  : GRP113-1 : TPTP v8.1.0. Released v1.1.0.
% Transfm  : none
% Format   : tptp
% Command  : run_spass %d %s

% Computer : n020.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 11:45:22 EDT 2022

% Result   : Unsatisfiable 213.29s 213.54s
% Output   : Refutation 235.92s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.07/0.12  % Problem  : GRP113-1 : TPTP v8.1.0. Released v1.1.0.
% 0.07/0.13  % Command  : run_spass %d %s
% 0.12/0.33  % Computer : n020.cluster.edu
% 0.12/0.33  % Model    : x86_64 x86_64
% 0.12/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33  % Memory   : 8042.1875MB
% 0.12/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33  % CPULimit : 300
% 0.12/0.33  % WCLimit  : 600
% 0.12/0.33  % DateTime : Mon Jun 13 04:56:50 EDT 2022
% 0.12/0.33  % CPUTime  : 
% 213.29/213.54  
% 213.29/213.54  SPASS V 3.9 
% 213.29/213.54  SPASS beiseite: Proof found.
% 213.29/213.54  % SZS status Theorem
% 213.29/213.54  Problem: /export/starexec/sandbox/benchmark/theBenchmark.p 
% 213.29/213.54  SPASS derived 59371 clauses, backtracked 32824 clauses, performed 37 splits and kept 44269 clauses.
% 213.29/213.54  SPASS allocated 121076 KBytes.
% 213.29/213.54  SPASS spent	0:3:33.10 on the problem.
% 213.29/213.54  		0:00:00.04 for the input.
% 213.29/213.54  		0:00:00.00 for the FLOTTER CNF translation.
% 213.29/213.54  		0:00:00.48 for inferences.
% 213.29/213.54  		0:00:02.48 for the backtracking.
% 213.29/213.54  		0:3:30.01 for the reduction.
% 213.29/213.54  
% 213.29/213.54  
% 213.29/213.54  Here is a proof with depth 21, length 2093 :
% 213.29/213.54  % SZS output start Refutation
% 213.29/213.54  1[0:Inp] ||  -> equal(multiply(u,identity),u)**.
% 213.29/213.54  2[0:Inp] ||  -> equal(multiply(u,inverse(u)),identity)**.
% 213.29/213.54  3[0:Inp] ||  -> equal(u,identity) equal(u,c)* equal(u,b) equal(u,a).
% 213.29/213.54  4[0:Inp] || equal(b,a)** -> .
% 213.29/213.54  5[0:Inp] || equal(c,a)** -> .
% 213.29/213.54  6[0:Inp] || equal(a,identity)** -> .
% 213.29/213.54  7[0:Inp] || equal(c,b)** -> .
% 213.29/213.54  8[0:Inp] || equal(b,identity)** -> .
% 213.29/213.54  9[0:Inp] || equal(c,identity)** -> .
% 213.29/213.54  10[0:Inp] || equal(multiply(c,c),identity)** equal(multiply(b,b),identity) equal(multiply(a,a),identity) -> .
% 213.29/213.54  11[0:Inp] || equal(multiply(a,a),b) equal(multiply(a,multiply(a,a)),c) equal(multiply(a,multiply(a,multiply(a,a))),identity)** -> .
% 213.29/213.54  12[0:Inp] || equal(multiply(b,b),c) equal(multiply(b,multiply(b,b)),a) equal(multiply(b,multiply(b,multiply(b,b))),identity)** -> .
% 213.29/213.54  13[0:Inp] || equal(multiply(c,c),a) equal(multiply(c,multiply(c,c)),b) equal(multiply(c,multiply(c,multiply(c,c))),identity)** -> .
% 213.29/213.54  14[0:Inp] ||  -> equal(multiply(identity,u),u)**.
% 213.29/213.54  15[0:Inp] ||  -> equal(multiply(inverse(u),u),identity)**.
% 213.29/213.54  16[0:Inp] ||  -> equal(multiply(multiply(u,v),w),multiply(u,multiply(v,w)))**.
% 213.29/213.54  21[0:SpR:15.0,1.0] ||  -> equal(inverse(identity),identity)**.
% 213.29/213.54  28[0:SpR:16.0,2.0] ||  -> equal(multiply(u,multiply(v,inverse(multiply(u,v)))),identity)**.
% 213.29/213.54  32[0:SpR:15.0,16.0] ||  -> equal(multiply(inverse(u),multiply(u,v)),multiply(identity,v))**.
% 213.29/213.54  34[0:SpR:2.0,16.0] ||  -> equal(multiply(u,multiply(inverse(u),v)),multiply(identity,v))**.
% 213.29/213.54  37[0:Rew:14.0,32.0] ||  -> equal(multiply(inverse(u),multiply(u,v)),v)**.
% 213.29/213.54  38[0:Rew:14.0,34.0] ||  -> equal(multiply(u,multiply(inverse(u),v)),v)**.
% 213.29/213.54  44[0:SpR:15.0,37.0] ||  -> equal(multiply(inverse(inverse(u)),identity),u)**.
% 213.29/213.54  50[0:Rew:1.0,44.0] ||  -> equal(inverse(inverse(u)),u)**.
% 213.29/213.54  68[0:SpR:3.1,16.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,multiply(v,w)),multiply(c,w))**.
% 213.29/213.54  72[0:SpR:3.1,15.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(c,u),identity)**.
% 213.29/213.54  73[0:SpR:3.1,2.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,c),identity)**.
% 213.29/213.54  74[0:SpR:3.1,37.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(c,multiply(u,v)),v)**.
% 213.29/213.54  75[0:SpR:3.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(c),u)*.
% 213.29/213.54  78[0:SpR:3.1,3.1] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(v,identity) equal(v,u)* equal(v,b)* equal(v,a).
% 213.29/213.54  96[0:SpR:3.1,38.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.54  113[0:SpR:28.0,37.0] ||  -> equal(multiply(u,inverse(multiply(v,u))),multiply(inverse(v),identity))**.
% 213.29/213.54  126[0:SpR:3.1,28.0] ||  -> equal(inverse(multiply(u,v)),identity) equal(inverse(multiply(u,v)),b) equal(inverse(multiply(u,v)),a) equal(multiply(u,multiply(v,c)),identity)**.
% 213.29/213.54  138[0:Rew:1.0,113.0] ||  -> equal(multiply(u,inverse(multiply(v,u))),inverse(v))**.
% 213.29/213.54  152[0:SpR:138.0,138.0] ||  -> equal(multiply(inverse(multiply(u,v)),inverse(inverse(u))),inverse(v))**.
% 213.29/213.54  154[0:SpR:138.0,16.0] ||  -> equal(multiply(u,multiply(inverse(multiply(v,u)),w)),multiply(inverse(v),w))**.
% 213.29/213.54  155[0:SpR:138.0,37.0] ||  -> equal(multiply(inverse(u),inverse(v)),inverse(multiply(v,u)))**.
% 213.29/213.54  157[0:SpR:138.0,38.0] ||  -> equal(inverse(multiply(u,inverse(v))),multiply(v,inverse(u)))**.
% 213.29/213.54  164[0:SpR:16.0,138.0] ||  -> equal(multiply(u,inverse(multiply(v,multiply(w,u)))),inverse(multiply(v,w)))**.
% 213.29/213.54  173[0:Rew:50.0,152.0] ||  -> equal(multiply(inverse(multiply(u,v)),u),inverse(v))**.
% 213.29/213.54  180[0:SpR:173.0,16.0] ||  -> equal(multiply(inverse(multiply(u,v)),multiply(u,w)),multiply(inverse(v),w))**.
% 213.29/213.54  190[0:SpR:38.0,173.0] ||  -> equal(inverse(multiply(inverse(u),v)),multiply(inverse(v),u))**.
% 213.29/213.54  215[0:SpR:155.0,16.0] ||  -> equal(multiply(inverse(u),multiply(inverse(v),w)),multiply(inverse(multiply(v,u)),w))**.
% 213.29/213.54  241[0:SpR:157.0,155.0] ||  -> equal(multiply(inverse(u),multiply(v,inverse(w))),inverse(multiply(multiply(w,inverse(v)),u)))**.
% 213.29/213.54  255[0:SpR:16.0,157.0] ||  -> equal(inverse(multiply(u,multiply(v,inverse(w)))),multiply(w,inverse(multiply(u,v))))**.
% 213.29/213.54  270[0:Rew:16.0,241.0] ||  -> equal(multiply(inverse(u),multiply(v,inverse(w))),inverse(multiply(w,multiply(inverse(v),u))))**.
% 213.29/213.54  706[0:SpL:3.1,12.2] || equal(multiply(b,b),c) equal(multiply(b,multiply(b,b)),a) equal(multiply(b,multiply(b,c)),identity)** -> equal(multiply(b,b),identity) equal(multiply(b,b),b) equal(multiply(b,b),a).
% 213.29/213.54  709[0:Rew:68.3,706.2,68.3,706.1] || equal(multiply(b,b),c) equal(multiply(c,b),a) equal(multiply(c,c),identity)** -> equal(multiply(b,b),identity) equal(multiply(b,b),b) equal(multiply(b,b),a).
% 213.29/213.54  802[0:SpR:75.1,15.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(inverse(c),u) equal(multiply(b,u),identity)**.
% 213.29/213.54  805[0:SpR:75.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(c),u)* equal(inverse(b),u).
% 213.29/213.54  812[0:SpR:75.1,50.0] ||  -> equal(inverse(inverse(u)),identity) equal(inverse(inverse(u)),a)** equal(inverse(c),inverse(u)) equal(b,u).
% 213.29/213.54  818[0:SpR:75.1,164.0] ||  -> equal(inverse(multiply(u,multiply(v,w))),identity) equal(inverse(multiply(u,multiply(v,w))),a)** equal(multiply(u,multiply(v,w)),inverse(c)) equal(multiply(w,b),inverse(multiply(u,v))).
% 213.29/213.54  819[0:SpR:75.1,173.0] ||  -> equal(inverse(multiply(u,v)),identity) equal(inverse(multiply(u,v)),a)** equal(multiply(u,v),inverse(c)) equal(multiply(b,u),inverse(v)).
% 213.29/213.54  843[0:Rew:50.0,812.1,50.0,812.0] ||  -> equal(u,identity) equal(u,a) equal(inverse(c),inverse(u))* equal(b,u).
% 213.29/213.54  851[0:SpR:843.2,15.0] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(inverse(u),c),identity)**.
% 213.29/213.54  852[0:SpR:843.2,2.0] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,inverse(u)),identity)**.
% 213.29/213.54  868[0:SpR:843.2,15.0] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(inverse(c),u),identity)**.
% 213.29/213.54  869[0:SpR:843.2,2.0] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(u,inverse(c)),identity)**.
% 213.29/213.54  918[0:SpR:851.3,173.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a) equal(multiply(c,u),b)** equal(inverse(u),identity).
% 213.29/213.54  934[0:SpR:3.1,851.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  967[0:SpR:852.3,138.0] ||  -> equal(multiply(u,c),identity) equal(multiply(u,c),a) equal(multiply(u,c),b)** equal(inverse(u),identity).
% 213.29/213.54  1067[0:SpR:869.3,173.0] ||  -> equal(inverse(multiply(inverse(c),u)),identity) equal(inverse(multiply(inverse(c),u)),a) equal(inverse(multiply(inverse(c),u)),b)** equal(inverse(u),identity).
% 213.29/213.54  1113[0:Rew:190.0,1067.2,190.0,1067.1,190.0,1067.0] ||  -> equal(multiply(inverse(u),c),identity) equal(multiply(inverse(u),c),a) equal(multiply(inverse(u),c),b)** equal(inverse(u),identity).
% 213.29/213.54  1122[0:SpR:805.1,50.0] ||  -> equal(inverse(u),identity)** equal(inverse(c),u)* equal(inverse(b),u) equal(inverse(a),u).
% 213.29/213.54  1130[0:SpR:805.1,843.2] ||  -> equal(inverse(u),identity)** equal(inverse(c),u)* equal(inverse(b),u) equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u).
% 213.29/213.54  1133[0:SpR:805.1,50.0] ||  -> equal(inverse(inverse(u)),identity)** equal(inverse(c),inverse(u)) equal(inverse(b),inverse(u)) equal(a,u).
% 213.29/213.54  1153[0:SpR:805.2,155.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(inverse(b),u) equal(multiply(u,inverse(v)),inverse(multiply(v,c)))**.
% 213.29/213.54  1171[0:Rew:50.0,1133.0] ||  -> equal(u,identity) equal(inverse(c),inverse(u))* equal(inverse(b),inverse(u)) equal(a,u).
% 213.29/213.54  1181[0:SpR:72.3,154.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,multiply(inverse(identity),v)),multiply(inverse(c),v))**.
% 213.29/213.54  1190[0:SpR:72.3,38.0] ||  -> equal(inverse(multiply(inverse(c),u)),identity) equal(inverse(multiply(inverse(c),u)),b)** equal(inverse(multiply(inverse(c),u)),a) equal(identity,u).
% 213.29/213.54  1216[0:Rew:14.0,1181.3,21.0,1181.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,v),multiply(inverse(c),v))*.
% 213.29/213.54  1217[0:Rew:190.0,1190.2,190.0,1190.1,190.0,1190.0] ||  -> equal(multiply(inverse(u),c),identity) equal(multiply(inverse(u),c),b)** equal(multiply(inverse(u),c),a) equal(identity,u).
% 213.29/213.54  1237[0:SpR:1122.0,50.0] ||  -> equal(inverse(c),u)* equal(inverse(b),u) equal(inverse(a),u) equal(inverse(identity),u).
% 213.29/213.54  1253[0:SpR:1122.0,138.0] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),inverse(a)) equal(multiply(v,identity),inverse(u))*.
% 213.29/213.54  1257[0:SpR:1122.0,180.0] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),inverse(a)) equal(multiply(identity,multiply(u,w)),multiply(inverse(v),w))*.
% 213.29/213.54  1266[0:SpR:1122.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(b),u)* equal(inverse(a),u) equal(inverse(u),c)**.
% 213.29/213.54  1288[0:Rew:21.0,1237.3] ||  -> equal(inverse(c),u)* equal(inverse(b),u) equal(inverse(a),u) equal(identity,u).
% 213.29/213.54  1299[0:Rew:1.0,1253.3] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),inverse(a)) equal(v,inverse(u)).
% 213.29/213.54  1311[0:Rew:14.0,1257.3] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),inverse(a)) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.54  1317[0:SpR:1288.0,15.0] ||  -> equal(inverse(b),u) equal(inverse(a),u) equal(identity,u) equal(multiply(u,c),identity)**.
% 213.29/213.54  1318[0:SpR:1288.0,2.0] ||  -> equal(inverse(b),u) equal(inverse(a),u) equal(identity,u) equal(multiply(c,u),identity)**.
% 213.29/213.54  1320[0:SpR:1288.0,50.0] ||  -> equal(inverse(b),u)* equal(inverse(a),u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.54  1362[0:SpR:1288.0,154.0] ||  -> equal(multiply(inverse(multiply(u,v)),w),inverse(b))** equal(multiply(inverse(multiply(u,v)),w),inverse(a)) equal(multiply(inverse(multiply(u,v)),w),identity) equal(multiply(v,inverse(c)),multiply(inverse(u),w)).
% 213.29/213.54  1368[0:SpR:1288.0,190.0] ||  -> equal(multiply(inverse(u),v),inverse(b))** equal(multiply(inverse(u),v),inverse(a)) equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),inverse(inverse(c)))**.
% 213.29/213.54  1381[0:SpR:1288.0,50.0] ||  -> equal(inverse(b),inverse(u))* equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(inverse(c)),u)*.
% 213.29/213.54  1384[0:SpR:1288.0,155.0] ||  -> equal(inverse(b),inverse(u)) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(multiply(inverse(c),inverse(v)),inverse(multiply(v,u)))*.
% 213.29/213.54  1394[0:SpR:1288.0,155.0] ||  -> equal(inverse(b),inverse(u)) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(multiply(inverse(v),inverse(c)),inverse(multiply(u,v)))*.
% 213.29/213.54  1426[0:Rew:50.0,1381.3] ||  -> equal(inverse(b),inverse(u))* equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(c,u).
% 213.29/213.54  1431[0:Rew:155.0,1394.3] ||  -> equal(inverse(b),inverse(u)) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(multiply(u,v)))*.
% 213.29/213.54  1432[0:Rew:155.0,1384.3] ||  -> equal(inverse(b),inverse(u)) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(multiply(v,c)),inverse(multiply(v,u)))*.
% 213.29/213.54  1440[0:Rew:50.0,1368.3] ||  -> equal(multiply(inverse(u),v),inverse(b))** equal(multiply(inverse(u),v),inverse(a)) equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  1485[0:SpR:1320.0,2.0] ||  -> equal(inverse(a),u) equal(identity,u) equal(inverse(u),c) equal(multiply(b,u),identity)**.
% 213.29/213.54  1487[0:SpR:1320.0,50.0] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b).
% 213.29/213.54  1554[0:SpR:1487.0,2.0] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(a,u),identity)**.
% 213.29/213.54  1556[0:SpR:1487.0,50.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b) equal(inverse(u),a).
% 213.29/213.54  1574[0:SpR:1487.2,50.0] ||  -> equal(inverse(a),u) equal(identity,u) equal(inverse(u),b)** equal(inverse(c),u)*.
% 213.29/213.54  1576[0:SpR:1487.2,190.0] ||  -> equal(inverse(a),u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),u),inverse(multiply(c,v)))**.
% 213.29/213.54  1588[0:SpR:1487.2,50.0] ||  -> equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(inverse(u)),b)** equal(c,u).
% 213.29/213.54  1605[0:SpR:1487.2,75.3] ||  -> equal(inverse(a),c) equal(c,identity) equal(inverse(c),b)** equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(c,u).
% 213.29/213.54  1606[0:SpR:1487.2,843.2] ||  -> equal(inverse(a),c) equal(c,identity) equal(inverse(c),b)** equal(u,identity) equal(u,a) equal(inverse(u),c)** equal(b,u).
% 213.29/213.54  1611[0:Rew:1556.1,934.0] ||  -> equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a) equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  1612[0:Rew:50.0,1588.2] ||  -> equal(inverse(a),inverse(u))* equal(inverse(u),identity) equal(u,b) equal(c,u).
% 213.29/213.54  1615[0:MRR:1606.1,9.0] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(u,identity) equal(u,a) equal(inverse(u),c)** equal(b,u).
% 213.29/213.54  1627[0:MRR:1611.0,9.0] ||  -> equal(inverse(u),b)** equal(inverse(u),a) equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  1628[0:MRR:1605.1,9.0] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(c,u).
% 213.29/213.54  1683[0:SpR:1556.1,50.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(c),u)*.
% 213.29/213.54  1684[0:SpR:1556.1,38.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.54  1699[0:SpR:1556.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(inverse(u)),b)** equal(inverse(inverse(u)),a) equal(c,u).
% 213.29/213.54  1700[0:SpR:1556.1,155.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(inverse(v),c),inverse(multiply(u,v)))*.
% 213.29/213.54  1705[0:SpR:1556.1,164.0] ||  -> equal(multiply(u,multiply(v,w)),identity) equal(inverse(multiply(u,multiply(v,w))),b)** equal(inverse(multiply(u,multiply(v,w))),a) equal(multiply(w,c),inverse(multiply(u,v))).
% 213.29/213.54  1708[0:SpR:1556.1,157.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(inverse(multiply(u,inverse(v))),b)** equal(inverse(multiply(u,inverse(v))),a) equal(multiply(v,inverse(u)),c).
% 213.29/213.54  1710[0:SpR:1556.1,190.0] ||  -> equal(multiply(inverse(u),v),identity) equal(inverse(multiply(inverse(u),v)),b)** equal(inverse(multiply(inverse(u),v)),a) equal(multiply(inverse(v),u),c).
% 213.29/213.54  1716[0:SpR:1556.1,75.3] ||  -> equal(c,identity) equal(inverse(c),b)** equal(inverse(c),a) equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(c,u).
% 213.29/213.54  1725[0:Rew:50.0,1699.2,50.0,1699.1] ||  -> equal(inverse(u),identity)** equal(u,b) equal(u,a) equal(c,u).
% 213.29/213.54  1743[0:MRR:1716.0,9.0] ||  -> equal(inverse(c),b)** equal(inverse(c),a) equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(c,u).
% 213.29/213.54  1746[0:Rew:190.0,1710.2,190.0,1710.1] ||  -> equal(multiply(inverse(u),v),identity)** equal(multiply(inverse(v),u),b) equal(multiply(inverse(v),u),a) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  1747[0:Rew:157.0,1708.2,157.0,1708.1] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),b) equal(multiply(v,inverse(u)),a) equal(multiply(v,inverse(u)),c)**.
% 213.29/213.54  1755[0:SpR:1725.0,37.0] ||  -> equal(u,b) equal(u,a) equal(c,u) equal(multiply(identity,multiply(u,v)),v)**.
% 213.29/213.54  1777[0:SpR:1725.0,138.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(v,identity),inverse(u))*.
% 213.29/213.54  1780[0:SpR:1725.0,173.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(identity,u),inverse(v))*.
% 213.29/213.54  1781[0:SpR:1725.0,180.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(identity,multiply(u,w)),multiply(inverse(v),w))*.
% 213.29/213.54  1799[0:Rew:14.0,1755.3] ||  -> equal(u,b) equal(u,a) equal(c,u) equal(multiply(u,v),v)**.
% 213.29/213.54  1806[0:Rew:14.0,1780.3] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.54  1807[0:Rew:1.0,1777.3] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(v,inverse(u)).
% 213.29/213.54  1820[0:Rew:14.0,1781.3] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.54  1844[0:SpR:1799.3,16.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c) equal(multiply(u,multiply(v,w)),w)**.
% 213.29/213.54  1848[0:SpR:1799.3,37.0] ||  -> equal(inverse(u),b) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.54  1853[0:SpR:1799.3,155.0] ||  -> equal(inverse(u),b) equal(inverse(u),a) equal(inverse(u),c) equal(inverse(multiply(v,u)),inverse(v))**.
% 213.29/213.54  1856[0:SpR:1799.3,868.3] ||  -> equal(inverse(c),b) equal(inverse(c),a) equal(inverse(c),c)** equal(u,identity) equal(u,a) equal(b,u)* equal(u,identity).
% 213.29/213.54  1889[0:Obv:1856.3] ||  -> equal(inverse(c),b) equal(inverse(c),a) equal(inverse(c),c)** equal(u,a) equal(b,u)* equal(u,identity).
% 213.29/213.54  1894[0:SpR:1574.2,15.0] ||  -> equal(inverse(a),u) equal(identity,u) equal(inverse(c),u) equal(multiply(b,u),identity)**.
% 213.29/213.54  1895[0:SpR:1574.2,2.0] ||  -> equal(inverse(a),u) equal(identity,u) equal(inverse(c),u) equal(multiply(u,b),identity)**.
% 213.29/213.54  1914[0:SpR:1574.2,50.0] ||  -> equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(c),inverse(u))* equal(b,u).
% 213.29/213.54  1921[0:SpR:1574.2,173.0] ||  -> equal(multiply(u,v),inverse(a)) equal(multiply(u,v),identity) equal(multiply(u,v),inverse(c))** equal(multiply(b,u),inverse(v))*.
% 213.29/213.54  1924[0:SpR:1574.2,255.0] ||  -> equal(multiply(u,multiply(v,inverse(w))),inverse(a)) equal(multiply(u,multiply(v,inverse(w))),identity) equal(multiply(u,multiply(v,inverse(w))),inverse(c))** equal(multiply(w,inverse(multiply(u,v))),b)**.
% 213.29/213.54  1941[0:SpR:1574.3,1556.1] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),b)** equal(c,identity) equal(u,c) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.54  1964[0:MRR:1941.3,9.0] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),b)** equal(u,c) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.54  2368[0:SpR:78.5,843.2] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(v),identity) equal(inverse(v),u)* equal(inverse(v),a)** equal(v,identity) equal(v,a) equal(inverse(c),b)** equal(b,v).
% 213.29/213.54  2734[0:SpR:1612.0,2.0] ||  -> equal(inverse(u),identity) equal(u,b) equal(c,u) equal(multiply(a,inverse(u)),identity)**.
% 213.29/213.54  2773[0:SpR:1612.0,1487.2] ||  -> equal(inverse(u),identity) equal(u,b) equal(c,u) equal(inverse(a),u)* equal(identity,u) equal(inverse(a),c)** equal(inverse(u),b)**.
% 213.29/213.54  2823[0:Rew:1487.2,2773.0] ||  -> equal(c,identity) equal(u,b) equal(c,u) equal(inverse(a),u)* equal(identity,u) equal(inverse(a),c)** equal(inverse(u),b)**.
% 213.29/213.54  2824[0:MRR:2823.0,9.0] ||  -> equal(u,b) equal(c,u) equal(inverse(a),u)* equal(identity,u) equal(inverse(a),c)** equal(inverse(u),b)**.
% 213.29/213.54  2858[0:SpR:1683.1,50.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(c),u)* equal(inverse(b),u).
% 213.29/213.54  2877[0:SpR:1683.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(inverse(u)),a)** equal(inverse(c),inverse(u)) equal(b,u).
% 213.29/213.54  2886[0:SpR:1683.1,157.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(inverse(multiply(u,inverse(v))),a)** equal(multiply(u,inverse(v)),inverse(c)) equal(multiply(v,inverse(u)),b).
% 213.29/213.54  2912[0:SpR:1683.3,270.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(inverse(v),multiply(w,u)),inverse(multiply(c,multiply(inverse(w),v))))*.
% 213.29/213.54  2913[0:SpR:1683.3,1683.3] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(identity,v) equal(inverse(v),b)** equal(inverse(v),a) equal(u,v)*.
% 213.29/213.54  2914[0:SpR:1683.3,1574.3] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(a),v)* equal(identity,v) equal(inverse(v),b)** equal(u,v)*.
% 213.29/213.54  2918[0:SpR:1683.3,75.3] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(v),identity) equal(inverse(v),b)** equal(inverse(v),a) equal(u,v)*.
% 213.29/213.54  2930[0:Rew:2858.1,1130.0] ||  -> equal(a,identity) equal(inverse(c),u)* equal(inverse(b),u) equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u).
% 213.29/213.54  2931[0:Rew:50.0,2877.1] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(c),inverse(u))* equal(b,u).
% 213.29/213.54  2937[0:MRR:2930.0,6.0] ||  -> equal(inverse(c),u)* equal(inverse(b),u) equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u).
% 213.29/213.54  2948[0:Rew:157.0,2886.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a) equal(multiply(u,inverse(v)),inverse(c))** equal(multiply(v,inverse(u)),b)**.
% 213.29/213.54  2958[0:SpR:2858.1,15.0] ||  -> equal(identity,u) equal(inverse(c),u) equal(inverse(b),u) equal(multiply(a,u),identity)**.
% 213.29/213.54  2981[0:SpR:2858.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(c),inverse(u))* equal(inverse(b),inverse(u)) equal(a,u).
% 213.29/213.54  2990[0:SpR:2858.1,157.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),inverse(c))** equal(multiply(u,inverse(v)),inverse(b)) equal(multiply(v,inverse(u)),a)**.
% 213.29/213.54  2998[0:SpR:2858.2,50.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(b),u)* equal(inverse(u),c)**.
% 213.29/213.54  3066[0:SpR:68.3,37.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(multiply(inverse(u),multiply(c,w)),multiply(v,w))*.
% 213.29/213.54  3089[0:SpR:15.0,68.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(u,inverse(v)),a) equal(multiply(u,identity),multiply(c,v)).
% 213.29/213.54  3092[0:SpR:2.0,68.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(multiply(u,identity),multiply(c,inverse(v)))*.
% 213.29/213.54  3121[0:Rew:1.0,3092.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(u,multiply(c,inverse(v)))*.
% 213.29/213.54  3122[0:Rew:1.0,3089.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(u,inverse(v)),a) equal(u,multiply(c,v)).
% 213.29/213.54  3197[0:SpR:2931.2,805.1] ||  -> equal(inverse(u),identity)** equal(u,a) equal(b,u) equal(inverse(u),identity)** equal(inverse(c),a)** equal(inverse(c),u)* equal(inverse(b),u).
% 213.29/213.54  3266[0:Obv:3197.0] ||  -> equal(u,a) equal(b,u) equal(inverse(u),identity)** equal(inverse(c),a)** equal(inverse(c),u)* equal(inverse(b),u).
% 213.29/213.54  3303[0:SpR:2998.2,15.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,b),identity)**.
% 213.29/213.54  3304[0:SpR:2998.2,2.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(b,u),identity)**.
% 213.29/213.54  3305[0:SpR:2998.2,37.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,multiply(b,v)),v)**.
% 213.29/213.54  3325[0:SpR:2998.2,2998.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(u),c)** equal(identity,v) equal(inverse(v),a) equal(u,v)* equal(inverse(v),c)**.
% 213.29/213.54  3350[0:SpR:2998.3,852.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(b),u)* equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  3356[0:SpR:2998.3,50.0] ||  -> equal(inverse(u),identity) equal(inverse(inverse(u)),a)** equal(inverse(b),inverse(u)) equal(c,u).
% 213.29/213.54  3365[0:SpR:2998.3,157.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(inverse(multiply(u,inverse(v))),a)** equal(multiply(u,inverse(v)),inverse(b)) equal(multiply(v,inverse(u)),c).
% 213.29/213.54  3367[0:SpR:2998.3,190.0] ||  -> equal(multiply(inverse(u),v),identity) equal(inverse(multiply(inverse(u),v)),a)** equal(multiply(inverse(u),v),inverse(b)) equal(multiply(inverse(v),u),c).
% 213.29/213.54  3384[0:Rew:50.0,3356.1] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(b),inverse(u))* equal(c,u).
% 213.29/213.54  3398[0:Obv:3350.0] ||  -> equal(inverse(u),a)** equal(inverse(b),u)* equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  3409[0:Rew:190.0,3367.1] ||  -> equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),a) equal(multiply(inverse(u),v),inverse(b))** equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  3410[0:Rew:157.0,3365.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a) equal(multiply(u,inverse(v)),inverse(b))** equal(multiply(v,inverse(u)),c)**.
% 213.29/213.54  3421[0:SpR:3384.2,15.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(multiply(inverse(u),b),identity)**.
% 213.29/213.54  3422[0:SpR:3384.2,2.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(multiply(b,inverse(u)),identity)**.
% 213.29/213.54  3436[0:SpR:3384.2,1320.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(b),b)** equal(inverse(a),b) equal(b,identity) equal(inverse(u),c)**.
% 213.29/213.54  3447[0:SpR:3384.2,15.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(multiply(inverse(b),u),identity)**.
% 213.29/213.54  3468[0:SpR:3384.2,1556.1] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(identity,u) equal(inverse(b),c)** equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  3531[0:Rew:1556.1,3468.0] ||  -> equal(c,identity) equal(u,a) equal(c,u) equal(identity,u) equal(inverse(b),c)** equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  3532[0:MRR:3531.0,9.0] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(inverse(b),c)** equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  3546[0:MRR:3436.5,8.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(b),b)** equal(inverse(a),b) equal(inverse(u),c)**.
% 213.29/213.54  3782[1:Spt:709.3] ||  -> equal(multiply(b,b),identity)**.
% 213.29/213.54  3784[1:Rew:3782.0,10.1] || equal(multiply(c,c),identity)** equal(identity,identity) equal(multiply(a,a),identity) -> .
% 213.29/213.54  3793[1:Obv:3784.1] || equal(multiply(c,c),identity)** equal(multiply(a,a),identity) -> .
% 213.29/213.54  3802[1:SpR:3782.0,164.0] ||  -> equal(multiply(b,inverse(multiply(u,identity))),inverse(multiply(u,b)))**.
% 213.29/213.54  3803[1:SpR:3782.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(identity,u))**.
% 213.29/213.54  3804[1:SpR:3782.0,37.0] ||  -> equal(multiply(inverse(b),identity),b)**.
% 213.29/213.54  3809[1:SpR:3782.0,180.0] ||  -> equal(multiply(inverse(multiply(b,u)),identity),multiply(inverse(u),b))**.
% 213.29/213.54  3819[1:Rew:1.0,3804.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.54  3823[1:Rew:3819.0,2858.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(c),u)* equal(b,u).
% 213.29/213.54  3824[1:Rew:3819.0,1320.0] ||  -> equal(b,u) equal(inverse(a),u)* equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.54  3827[1:Rew:3819.0,805.3] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(c),u)* equal(b,u).
% 213.29/213.54  3828[1:Rew:3819.0,3384.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),b)** equal(c,u).
% 213.29/213.54  3837[1:Rew:3819.0,3398.1] ||  -> equal(inverse(u),a)** equal(b,u) equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  3846[1:Rew:3819.0,3266.5] ||  -> equal(u,a) equal(b,u) equal(inverse(u),identity)** equal(inverse(c),a)** equal(inverse(c),u)* equal(b,u).
% 213.29/213.54  3919[1:Rew:3819.0,1318.0] ||  -> equal(b,u) equal(inverse(a),u) equal(identity,u) equal(multiply(c,u),identity)**.
% 213.29/213.54  3987[1:Rew:3819.0,1426.0] ||  -> equal(inverse(u),b) equal(inverse(a),inverse(u))* equal(inverse(u),identity) equal(c,u).
% 213.29/213.54  3989[1:Rew:3819.0,1171.2] ||  -> equal(u,identity) equal(inverse(c),inverse(u))* equal(inverse(u),b) equal(a,u).
% 213.29/213.54  4037[1:Rew:3819.0,3409.2] ||  -> equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),a) equal(multiply(inverse(u),v),b)** equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  4041[1:Rew:3819.0,1440.0] ||  -> equal(multiply(inverse(u),v),b) equal(multiply(inverse(u),v),inverse(a))** equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  4084[1:Rew:3819.0,3532.3] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(c,b) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  4091[1:Rew:14.0,3803.0] ||  -> equal(multiply(b,multiply(b,u)),u)**.
% 213.29/213.54  4094[1:Rew:1.0,3802.0] ||  -> equal(multiply(b,inverse(u)),inverse(multiply(u,b)))**.
% 213.29/213.54  4109[1:Rew:1.0,3809.0] ||  -> equal(multiply(inverse(u),b),inverse(multiply(b,u)))**.
% 213.29/213.54  4158[1:Rew:3828.0,4084.5] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(c,b) equal(inverse(u),b)** equal(a,identity).
% 213.29/213.54  4159[1:MRR:4158.3,4158.5,7.0,6.0] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(inverse(u),b)**.
% 213.29/213.54  4160[1:Obv:3837.1] ||  -> equal(inverse(u),a)** equal(u,identity) equal(u,a) equal(b,u) equal(multiply(c,c),identity)**.
% 213.29/213.54  4161[1:Obv:3846.1] ||  -> equal(u,a) equal(inverse(u),identity)** equal(inverse(c),a)** equal(inverse(c),u)* equal(b,u).
% 213.29/213.54  4224[1:SpR:3819.0,215.0] ||  -> equal(multiply(inverse(multiply(u,b)),v),multiply(b,multiply(inverse(u),v)))**.
% 213.29/213.54  4361[1:SpR:1487.0,4094.0] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(b,u),inverse(multiply(a,b)))*.
% 213.29/213.54  4454[1:SpR:1683.3,4109.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,b),inverse(multiply(b,c)))*.
% 213.29/213.54  4458[1:SpR:1487.0,4109.0] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(u,b),inverse(multiply(b,a)))*.
% 213.29/213.54  4506[2:Spt:3793.0] || equal(multiply(c,c),identity)** -> .
% 213.29/213.54  4507[2:MRR:4160.4,4506.0] ||  -> equal(inverse(u),a)** equal(u,identity) equal(u,a) equal(b,u).
% 213.29/213.54  4509[2:Rew:4507.0,843.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u)*.
% 213.29/213.54  4561[2:Rew:4509.2,1216.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.54  4643[2:SpL:73.3,4506.0] || equal(identity,identity) -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.54  4647[2:Obv:4643.0] ||  -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.54  4649[3:Spt:4647.0] ||  -> equal(inverse(c),identity)**.
% 213.29/213.54  5140[3:SpR:4649.0,2.0] ||  -> equal(multiply(c,identity),identity)**.
% 213.29/213.54  5160[3:Rew:1.0,5140.0] ||  -> equal(c,identity)**.
% 213.29/213.54  5161[3:MRR:5160.0,9.0] ||  -> .
% 213.29/213.54  5203[3:Spt:5161.0,4647.0,4649.0] || equal(inverse(c),identity)** -> .
% 213.29/213.54  5204[3:Spt:5161.0,4647.1,4647.2] ||  -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.54  5205[3:Rew:5204.0,4161.3] ||  -> equal(u,a) equal(inverse(u),identity)** equal(inverse(c),a)** equal(b,u) equal(b,u).
% 213.29/213.54  5206[3:Obv:5205.3] ||  -> equal(u,a) equal(inverse(u),identity)** equal(inverse(c),a)** equal(b,u).
% 213.29/213.54  5207[3:Rew:5206.2,2931.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),a)** equal(b,u).
% 213.29/213.54  5227[4:Spt:5204.0] ||  -> equal(inverse(c),b)**.
% 213.29/213.54  5709[4:SpR:5227.0,50.0] ||  -> equal(inverse(b),c)**.
% 213.29/213.54  5723[4:Rew:3819.0,5709.0] ||  -> equal(c,b)**.
% 213.29/213.54  5724[4:MRR:5723.0,7.0] ||  -> .
% 213.29/213.54  5753[4:Spt:5724.0,5204.0,5227.0] || equal(inverse(c),b)** -> .
% 213.29/213.54  5754[4:Spt:5724.0,5204.1] ||  -> equal(inverse(c),a)**.
% 213.29/213.54  5759[4:Rew:5754.0,3989.1] ||  -> equal(u,identity) equal(inverse(u),a) equal(inverse(u),b)** equal(a,u).
% 213.29/213.54  5769[4:Rew:5754.0,1894.2] ||  -> equal(inverse(a),u) equal(identity,u) equal(a,u) equal(multiply(b,u),identity)**.
% 213.29/213.54  5770[4:Rew:5754.0,1895.2] ||  -> equal(inverse(a),u) equal(identity,u) equal(a,u) equal(multiply(u,b),identity)**.
% 213.29/213.54  5852[4:Rew:5754.0,819.2] ||  -> equal(inverse(multiply(u,v)),identity) equal(inverse(multiply(u,v)),a)** equal(multiply(u,v),a) equal(multiply(b,u),inverse(v)).
% 213.29/213.54  5905[4:Rew:5754.0,818.2] ||  -> equal(inverse(multiply(u,multiply(v,w))),identity) equal(inverse(multiply(u,multiply(v,w))),a)** equal(multiply(u,multiply(v,w)),a) equal(multiply(w,b),inverse(multiply(u,v))).
% 213.29/213.54  5921[4:SpR:5754.0,15.0] ||  -> equal(multiply(a,c),identity)**.
% 213.29/213.54  5923[4:SpR:5754.0,37.0] ||  -> equal(multiply(a,multiply(c,u)),u)**.
% 213.29/213.54  5924[4:SpR:5754.0,50.0] ||  -> equal(inverse(a),c)**.
% 213.29/213.54  5925[4:SpR:5754.0,38.0] ||  -> equal(multiply(c,multiply(a,u)),u)**.
% 213.29/213.54  5926[4:SpR:5754.0,190.0] ||  -> equal(multiply(inverse(u),c),inverse(multiply(a,u)))**.
% 213.29/213.54  5927[4:SpR:5754.0,155.0] ||  -> equal(multiply(a,inverse(u)),inverse(multiply(u,c)))**.
% 213.29/213.54  5930[4:SpR:5754.0,4094.0] ||  -> equal(inverse(multiply(c,b)),multiply(b,a))**.
% 213.29/213.54  5931[4:SpR:5754.0,4109.0] ||  -> equal(inverse(multiply(b,c)),multiply(a,b))**.
% 213.29/213.54  5932[4:SpR:5754.0,155.0] ||  -> equal(multiply(inverse(u),a),inverse(multiply(c,u)))**.
% 213.29/213.54  5933[4:SpR:5754.0,157.0] ||  -> equal(multiply(c,inverse(u)),inverse(multiply(u,a)))**.
% 213.29/213.54  5934[4:SpR:5754.0,215.0] ||  -> equal(multiply(inverse(multiply(c,u)),v),multiply(inverse(u),multiply(a,v)))**.
% 213.29/213.54  5936[4:SpR:5754.0,270.0] ||  -> equal(inverse(multiply(c,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,a)))**.
% 213.29/213.54  5995[4:Rew:5924.0,1576.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),u),inverse(multiply(c,v)))**.
% 213.29/213.54  6035[4:Rew:5924.0,1485.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c) equal(multiply(b,u),identity)**.
% 213.29/213.54  6042[4:Rew:5924.0,5770.0] ||  -> equal(c,u) equal(identity,u) equal(a,u) equal(multiply(u,b),identity)**.
% 213.29/213.54  6043[4:Rew:5924.0,5769.0] ||  -> equal(c,u) equal(identity,u) equal(a,u) equal(multiply(b,u),identity)**.
% 213.29/213.54  6046[4:Rew:5924.0,1487.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b).
% 213.29/213.54  6049[4:Rew:5924.0,3919.1] ||  -> equal(b,u) equal(c,u) equal(identity,u) equal(multiply(c,u),identity)**.
% 213.29/213.54  6052[4:Rew:5924.0,3824.1] ||  -> equal(b,u) equal(c,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.54  6069[4:Rew:5924.0,3987.1] ||  -> equal(inverse(u),b) equal(inverse(u),c)** equal(inverse(u),identity) equal(c,u).
% 213.29/213.54  6099[4:Rew:5924.0,4041.1] ||  -> equal(multiply(inverse(u),v),b) equal(multiply(inverse(u),v),c)** equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  6125[4:Rew:5931.0,4454.3] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,b),multiply(a,b))*.
% 213.29/213.54  6133[4:Rew:5926.0,1217.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(multiply(inverse(u),c),b)** equal(multiply(inverse(u),c),a) equal(identity,u).
% 213.29/213.54  6152[4:Rew:5933.0,3121.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(u,inverse(multiply(v,a)))*.
% 213.29/213.54  6201[4:Rew:5926.0,6133.2,5926.0,6133.1] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),b)** equal(inverse(multiply(a,u)),a) equal(identity,u).
% 213.29/213.54  6271[4:SpR:5924.0,4094.0] ||  -> equal(inverse(multiply(a,b)),multiply(b,c))**.
% 213.29/213.54  6272[4:SpR:5924.0,4109.0] ||  -> equal(inverse(multiply(b,a)),multiply(c,b))**.
% 213.29/213.54  6277[4:SpR:5924.0,270.0] ||  -> equal(inverse(multiply(a,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,c)))**.
% 213.29/213.54  6279[4:Rew:6271.0,4361.3] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(b,u),multiply(b,c))*.
% 213.29/213.54  6280[4:Rew:6272.0,4458.3] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(u,b),multiply(c,b))*.
% 213.29/213.54  6376[0:SpR:3.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(c),u)*.
% 213.29/213.54  6515[4:SpR:3.1,5925.0] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(c,c),u)*.
% 213.29/213.54  6548[4:SpR:5930.0,4109.0] ||  -> equal(inverse(multiply(b,multiply(c,b))),multiply(multiply(b,a),b))**.
% 213.29/213.54  6549[4:SpR:5930.0,155.0] ||  -> equal(multiply(inverse(u),multiply(b,a)),inverse(multiply(multiply(c,b),u)))**.
% 213.29/213.54  6570[4:Rew:16.0,6548.0] ||  -> equal(inverse(multiply(b,multiply(c,b))),multiply(b,multiply(a,b)))**.
% 213.29/213.54  6577[4:Rew:16.0,6549.0] ||  -> equal(multiply(inverse(u),multiply(b,a)),inverse(multiply(c,multiply(b,u))))**.
% 213.29/213.54  6591[5:Spt:13.0] || equal(multiply(c,c),a)** -> .
% 213.29/213.54  6603[4:SpR:5931.0,190.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(multiply(a,b),u)))**.
% 213.29/213.54  6609[4:SpR:5931.0,155.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(multiply(b,c),u)))**.
% 213.29/213.54  6633[4:Rew:16.0,6603.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(a,multiply(b,u))))**.
% 213.29/213.54  6637[4:Rew:16.0,6609.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(b,multiply(c,u))))**.
% 213.29/213.54  6661[4:SpR:6271.0,4109.0] ||  -> equal(inverse(multiply(b,multiply(a,b))),multiply(multiply(b,c),b))**.
% 213.29/213.54  6672[4:SpR:3.1,6271.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(multiply(b,c),inverse(c))**.
% 213.29/213.54  6681[4:Rew:16.0,6661.0] ||  -> equal(inverse(multiply(b,multiply(a,b))),multiply(b,multiply(c,b)))**.
% 213.29/213.54  6702[4:Rew:5754.0,6672.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(multiply(b,c),a)**.
% 213.29/213.54  6779[4:SpR:5931.0,5926.0] ||  -> equal(inverse(multiply(a,multiply(b,c))),multiply(multiply(a,b),c))**.
% 213.29/213.54  6785[4:SpR:5924.0,5926.0] ||  -> equal(inverse(multiply(a,a)),multiply(c,c))**.
% 213.29/213.54  6796[4:Rew:16.0,6779.0] ||  -> equal(inverse(multiply(a,multiply(b,c))),multiply(a,multiply(b,c)))**.
% 213.29/213.54  6866[4:SpR:6785.0,50.0] ||  -> equal(inverse(multiply(c,c)),multiply(a,a))**.
% 213.29/213.54  6874[4:SpR:6785.0,5926.0] ||  -> equal(inverse(multiply(a,multiply(a,a))),multiply(multiply(c,c),c))**.
% 213.29/213.54  6895[4:Rew:16.0,6874.0] ||  -> equal(inverse(multiply(a,multiply(a,a))),multiply(c,multiply(c,c)))**.
% 213.29/213.54  6927[4:SpR:6866.0,4109.0] ||  -> equal(inverse(multiply(b,multiply(c,c))),multiply(multiply(a,a),b))**.
% 213.29/213.54  6943[4:SpR:3.1,6866.0] ||  -> equal(multiply(c,c),identity) equal(multiply(c,c),b)** equal(multiply(c,c),a) equal(multiply(a,a),inverse(c)).
% 213.29/213.54  6953[4:Rew:16.0,6927.0] ||  -> equal(inverse(multiply(b,multiply(c,c))),multiply(a,multiply(a,b)))**.
% 213.29/213.54  6975[4:Rew:5754.0,6943.3] ||  -> equal(multiply(c,c),identity) equal(multiply(c,c),b)** equal(multiply(c,c),a) equal(multiply(a,a),a).
% 213.29/213.54  6976[5:MRR:6975.0,6975.2,4506.0,6591.0] ||  -> equal(multiply(c,c),b)** equal(multiply(a,a),a).
% 213.29/213.54  7002[4:SpR:5930.0,5927.0] ||  -> equal(inverse(multiply(multiply(c,b),c)),multiply(a,multiply(b,a)))**.
% 213.29/213.54  7020[4:Rew:16.0,7002.0] ||  -> equal(inverse(multiply(c,multiply(b,c))),multiply(a,multiply(b,a)))**.
% 213.29/213.54  7205[6:Spt:6976.0] ||  -> equal(multiply(c,c),b)**.
% 213.29/213.54  7209[6:Rew:7205.0,6866.0] ||  -> equal(multiply(a,a),inverse(b))**.
% 213.29/213.54  7214[6:Rew:7205.0,6953.0] ||  -> equal(multiply(a,multiply(a,b)),inverse(multiply(b,b)))**.
% 213.29/213.54  7216[6:Rew:7205.0,6895.0] ||  -> equal(inverse(multiply(a,multiply(a,a))),multiply(c,b))**.
% 213.29/213.54  7222[6:Rew:3819.0,7209.0] ||  -> equal(multiply(a,a),b)**.
% 213.29/213.54  7223[6:Rew:7222.0,11.0] || equal(b,b) equal(multiply(a,multiply(a,a)),c) equal(multiply(a,multiply(a,multiply(a,a))),identity)** -> .
% 213.29/213.54  7236[6:Rew:21.0,7214.0,3782.0,7214.0] ||  -> equal(multiply(a,multiply(a,b)),identity)**.
% 213.29/213.54  7238[6:Rew:7222.0,7216.0] ||  -> equal(inverse(multiply(a,b)),multiply(c,b))**.
% 213.29/213.54  7239[6:Rew:6271.0,7238.0] ||  -> equal(multiply(c,b),multiply(b,c))**.
% 213.29/213.54  7291[6:Obv:7223.0] || equal(multiply(a,multiply(a,a)),c) equal(multiply(a,multiply(a,multiply(a,a))),identity)** -> .
% 213.29/213.54  7292[6:Rew:7236.0,7291.1,7222.0,7291.1,7222.0,7291.0] || equal(multiply(a,b),c)** equal(identity,identity) -> .
% 213.29/213.54  7293[6:Obv:7292.1] || equal(multiply(a,b),c)** -> .
% 213.29/213.54  7298[6:SpR:7205.0,138.0] ||  -> equal(multiply(c,inverse(b)),inverse(c))**.
% 213.29/213.54  7318[6:Rew:3819.0,7298.0,5754.0,7298.0] ||  -> equal(multiply(c,b),a)**.
% 213.29/213.54  7319[6:Rew:7239.0,7318.0] ||  -> equal(multiply(b,c),a)**.
% 213.29/213.54  7320[6:Rew:7319.0,5931.0] ||  -> equal(multiply(a,b),inverse(a))**.
% 213.29/213.54  7336[6:Rew:5924.0,7320.0] ||  -> equal(multiply(a,b),c)**.
% 213.29/213.54  7337[6:MRR:7336.0,7293.0] ||  -> .
% 213.29/213.54  7365[6:Spt:7337.0,6976.0,7205.0] || equal(multiply(c,c),b)** -> .
% 213.29/213.54  7366[6:Spt:7337.0,6976.1] ||  -> equal(multiply(a,a),a)**.
% 213.29/213.54  7400[6:SpR:7366.0,154.0] ||  -> equal(multiply(a,multiply(inverse(a),u)),multiply(inverse(a),u))**.
% 213.29/213.54  7419[6:Rew:5923.0,7400.0,5924.0,7400.0] ||  -> equal(multiply(c,u),u)**.
% 213.29/213.54  7421[6:Rew:7419.0,5925.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.54  7544[6:Rew:7421.0,5921.0] ||  -> equal(c,identity)**.
% 213.29/213.54  7623[6:MRR:7544.0,9.0] ||  -> .
% 213.29/213.54  8067[5:Spt:7623.0,13.0,6591.0] ||  -> equal(multiply(c,c),a)**.
% 213.29/213.54  8068[5:Spt:7623.0,13.1,13.2] || equal(multiply(c,multiply(c,c)),b) equal(multiply(c,multiply(c,multiply(c,c))),identity)** -> .
% 213.29/213.54  8070[5:Rew:8067.0,6866.0] ||  -> equal(multiply(a,a),inverse(a))**.
% 213.29/213.54  8071[5:Rew:5924.0,8070.0] ||  -> equal(multiply(a,a),c)**.
% 213.29/213.54  8090[5:Rew:8067.0,6515.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(a,u).
% 213.29/213.54  8091[5:Rew:8090.3,6702.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(multiply(a,c),a)**.
% 213.29/213.54  8092[5:Rew:5921.0,8091.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a) equal(a,identity).
% 213.29/213.54  8093[5:MRR:8092.3,6.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.54  8143[5:SpR:8067.0,16.0] ||  -> equal(multiply(c,multiply(c,u)),multiply(a,u))**.
% 213.29/213.54  8163[5:SpR:8071.0,16.0] ||  -> equal(multiply(a,multiply(a,u)),multiply(c,u))**.
% 213.29/213.54  8386[5:SpR:3.1,8067.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,u),a)**.
% 213.29/213.54  8679[5:SpR:3.1,8143.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),b)** equal(multiply(c,u),a) equal(multiply(c,c),multiply(a,u))*.
% 213.29/213.54  8716[5:Rew:8067.0,8679.3] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),b)** equal(multiply(c,u),a) equal(multiply(a,u),a).
% 213.29/213.54  8954[5:SpR:8386.3,173.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(inverse(a),u),inverse(u))**.
% 213.29/213.54  8975[5:Rew:5924.0,8954.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(c,u),inverse(u))**.
% 213.29/213.54  8976[5:Rew:4507.0,8975.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(c,u),a)**.
% 213.29/213.54  9137[4:SpR:7020.0,4109.0] ||  -> equal(inverse(multiply(b,multiply(c,multiply(b,c)))),multiply(multiply(a,multiply(b,a)),b))**.
% 213.29/213.54  9169[4:Rew:16.0,9137.0,16.0,9137.0] ||  -> equal(inverse(multiply(b,multiply(c,multiply(b,c)))),multiply(a,multiply(b,multiply(a,b))))**.
% 213.29/213.54  9256[5:SpR:72.3,8143.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(c,identity),multiply(a,u))*.
% 213.29/213.54  9290[5:Rew:1.0,9256.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(a,u),c)**.
% 213.29/213.54  9399[4:SpR:3.1,6796.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(multiply(a,multiply(b,u))),multiply(a,multiply(b,u)))**.
% 213.29/213.54  9403[4:SpR:3.1,6796.0] ||  -> equal(multiply(a,multiply(b,c)),identity) equal(multiply(a,multiply(b,c)),b)** equal(multiply(a,multiply(b,c)),a) equal(inverse(c),c).
% 213.29/213.54  9433[4:Rew:5754.0,9403.3] ||  -> equal(multiply(a,multiply(b,c)),identity) equal(multiply(a,multiply(b,c)),b)** equal(multiply(a,multiply(b,c)),a) equal(c,a).
% 213.29/213.54  9434[4:MRR:9433.3,5.0] ||  -> equal(multiply(a,multiply(b,c)),identity) equal(multiply(a,multiply(b,c)),b)** equal(multiply(a,multiply(b,c)),a).
% 213.29/213.54  9518[4:SpR:6637.0,1799.3] ||  -> equal(inverse(u),b) equal(inverse(u),a) equal(inverse(u),c) equal(inverse(multiply(b,multiply(c,u))),multiply(a,b))**.
% 213.29/213.54  9749[4:SpR:6796.0,6633.0] ||  -> equal(inverse(multiply(a,multiply(b,multiply(a,multiply(b,c))))),multiply(multiply(a,multiply(b,c)),multiply(b,c)))**.
% 213.29/213.54  9788[4:Rew:16.0,9749.0,16.0,9749.0] ||  -> equal(inverse(multiply(a,multiply(b,multiply(a,multiply(b,c))))),multiply(a,multiply(b,multiply(c,multiply(b,c)))))**.
% 213.29/213.54  10690[4:SpR:78.5,6681.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,b),identity) equal(multiply(a,b),u)* equal(multiply(a,b),a) equal(multiply(b,multiply(c,b)),inverse(multiply(b,b)))**.
% 213.29/213.54  11083[4:Rew:21.0,10690.6,3782.0,10690.6] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,b),identity) equal(multiply(a,b),u)* equal(multiply(a,b),a) equal(multiply(b,multiply(c,b)),identity)**.
% 213.29/213.54  11084[5:Rew:8093.1,11083.4] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a) equal(multiply(b,multiply(c,b)),identity)**.
% 213.29/213.54  11085[5:Obv:11084.1] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a) equal(multiply(b,multiply(c,b)),identity)**.
% 213.29/213.54  11526[4:SpR:5934.0,1799.3] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(inverse(multiply(c,u)),c) equal(multiply(inverse(u),multiply(a,v)),v)**.
% 213.29/213.54  12020[4:SpR:68.3,6570.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b) equal(multiply(b,c),a) equal(multiply(b,multiply(a,b)),inverse(multiply(c,b)))**.
% 213.29/213.54  12044[0:SpR:155.0,68.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(multiply(w,v))),multiply(c,inverse(w)))**.
% 213.29/213.54  12063[4:SpR:5925.0,68.3] ||  -> equal(multiply(u,c),identity) equal(multiply(u,c),b)** equal(multiply(u,c),a) equal(multiply(u,v),multiply(c,multiply(a,v)))*.
% 213.29/213.54  12089[4:Rew:5925.0,12063.3] ||  -> equal(multiply(u,c),identity) equal(multiply(u,c),b)** equal(multiply(u,c),a) equal(multiply(u,v),v)**.
% 213.29/213.54  12096[4:Rew:5930.0,12020.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b) equal(multiply(b,c),a) equal(multiply(b,multiply(a,b)),multiply(b,a))**.
% 213.29/213.54  12097[4:Rew:12089.3,12096.3,12089.3,12096.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(b,c),a) equal(multiply(a,b),a).
% 213.29/213.54  12202[4:SpR:6052.3,6796.0] ||  -> equal(multiply(a,multiply(b,c)),b) equal(multiply(a,multiply(b,c)),c)** equal(multiply(a,multiply(b,c)),identity) equal(multiply(a,multiply(b,c)),c)**.
% 213.29/213.54  12205[4:SpR:6052.3,5931.0] ||  -> equal(multiply(b,c),b) equal(multiply(b,c),c)** equal(multiply(b,c),identity) equal(multiply(a,b),c).
% 213.29/213.54  12238[4:Obv:12202.1] ||  -> equal(multiply(a,multiply(b,c)),b) equal(multiply(a,multiply(b,c)),identity) equal(multiply(a,multiply(b,c)),c)**.
% 213.29/213.54  12239[4:Rew:9434.2,12238.2] ||  -> equal(multiply(a,multiply(b,c)),b)** equal(multiply(a,multiply(b,c)),identity) equal(c,a).
% 213.29/213.54  12240[4:MRR:12239.2,5.0] ||  -> equal(multiply(a,multiply(b,c)),b)** equal(multiply(a,multiply(b,c)),identity).
% 213.29/213.54  12691[5:SpR:9290.3,138.0] ||  -> equal(inverse(inverse(multiply(u,a))),identity) equal(inverse(inverse(multiply(u,a))),b)** equal(inverse(inverse(multiply(u,a))),a) equal(inverse(u),c).
% 213.29/213.54  12741[5:Rew:50.0,12691.2,50.0,12691.1,50.0,12691.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(inverse(u),c).
% 213.29/213.54  12775[4:SpR:4507.0,6633.0] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(inverse(multiply(a,multiply(b,u))),multiply(a,multiply(b,c)))**.
% 213.29/213.54  12823[4:Rew:9399.3,12775.3] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(a,multiply(b,u)),multiply(a,multiply(b,c)))*.
% 213.29/213.54  12850[4:SpR:4159.3,5932.0] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(inverse(multiply(c,u)),multiply(b,a))**.
% 213.29/213.54  12887[4:SpR:4159.3,6271.0] ||  -> equal(multiply(a,b),a) equal(multiply(a,b),c) equal(multiply(a,b),identity) equal(multiply(b,c),b)**.
% 213.29/213.54  12902[5:Rew:8093.1,12887.1] ||  -> equal(multiply(a,b),a) equal(c,b) equal(multiply(a,b),identity) equal(multiply(b,c),b)**.
% 213.29/213.54  12903[5:MRR:12902.1,7.0] ||  -> equal(multiply(a,b),a) equal(multiply(a,b),identity) equal(multiply(b,c),b)**.
% 213.29/213.54  13037[6:Spt:12240.0] ||  -> equal(multiply(a,multiply(b,c)),b)**.
% 213.29/213.54  13048[6:Rew:13037.0,12823.3] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(a,multiply(b,u)),b)**.
% 213.29/213.54  13067[6:SpR:13037.0,5925.0] ||  -> equal(multiply(c,b),multiply(b,c))**.
% 213.29/213.54  13072[6:SpR:13037.0,16.0] ||  -> equal(multiply(a,multiply(multiply(b,c),u)),multiply(b,u))**.
% 213.29/213.54  13075[6:SpR:13037.0,180.0] ||  -> equal(multiply(inverse(multiply(b,c)),u),multiply(inverse(b),multiply(a,u)))**.
% 213.29/213.54  13098[6:Rew:13067.0,5930.0] ||  -> equal(inverse(multiply(b,c)),multiply(b,a))**.
% 213.29/213.54  13113[6:Rew:13067.0,11085.5] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a) equal(multiply(b,multiply(b,c)),identity)**.
% 213.29/213.54  13127[6:Rew:13067.0,6280.3] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(u,b),multiply(b,c))*.
% 213.29/213.54  13143[6:Rew:5931.0,13098.0] ||  -> equal(multiply(b,a),multiply(a,b))**.
% 213.29/213.54  13204[6:Rew:16.0,13072.0] ||  -> equal(multiply(a,multiply(b,multiply(c,u))),multiply(b,u))**.
% 213.29/213.54  13228[6:Rew:16.0,13075.0,5931.0,13075.0,3819.0,13075.0] ||  -> equal(multiply(b,multiply(a,u)),multiply(a,multiply(b,u)))**.
% 213.29/213.54  13353[6:Rew:4091.0,13113.5] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a)** equal(c,identity).
% 213.29/213.54  13354[6:MRR:13353.5,9.0] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a)**.
% 213.29/213.54  13510[6:SpR:13067.0,16.0] ||  -> equal(multiply(multiply(b,c),u),multiply(c,multiply(b,u)))**.
% 213.29/213.54  13534[6:Rew:16.0,13510.0] ||  -> equal(multiply(c,multiply(b,u)),multiply(b,multiply(c,u)))**.
% 213.29/213.54  13644[6:SpR:3.1,13204.0] ||  -> equal(multiply(b,multiply(c,u)),identity) equal(multiply(b,multiply(c,u)),b)** equal(multiply(b,multiply(c,u)),a) equal(multiply(b,u),multiply(a,c)).
% 213.29/213.54  13682[6:Rew:5921.0,13644.3] ||  -> equal(multiply(b,multiply(c,u)),identity) equal(multiply(b,multiply(c,u)),b)** equal(multiply(b,multiply(c,u)),a) equal(multiply(b,u),identity).
% 213.29/213.54  14518[5:SpR:6049.3,8143.0] ||  -> equal(b,u) equal(c,u) equal(identity,u) equal(multiply(c,identity),multiply(a,u))*.
% 213.29/213.54  14552[6:SpR:6049.3,13534.0] ||  -> equal(multiply(b,u),b) equal(multiply(b,u),c) equal(multiply(b,u),identity) equal(multiply(b,multiply(c,u)),identity)**.
% 213.29/213.54  14566[5:Rew:1.0,14518.3] ||  -> equal(b,u) equal(c,u) equal(identity,u) equal(multiply(a,u),c)**.
% 213.29/213.54  15393[4:SpR:6046.2,5936.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),multiply(u,a)),inverse(multiply(c,multiply(c,v))))**.
% 213.29/213.54  15402[4:SpR:6046.2,5926.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(a,u)),multiply(c,c))**.
% 213.29/213.54  15432[4:SpR:6046.2,6271.0] ||  -> equal(multiply(a,b),c) equal(multiply(a,b),identity) equal(inverse(multiply(a,b)),b)** equal(multiply(b,c),c).
% 213.29/213.54  15448[5:Rew:8067.0,15402.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(a,u)),a)**.
% 213.29/213.54  15453[4:Rew:6271.0,15432.2] ||  -> equal(multiply(a,b),c) equal(multiply(a,b),identity) equal(multiply(b,c),b) equal(multiply(b,c),c)**.
% 213.29/213.54  15454[5:Rew:12903.0,15453.0] ||  -> equal(c,a) equal(multiply(a,b),identity) equal(multiply(b,c),b) equal(multiply(b,c),c)**.
% 213.29/213.54  15455[5:MRR:15454.0,5.0] ||  -> equal(multiply(a,b),identity) equal(multiply(b,c),b) equal(multiply(b,c),c)**.
% 213.29/213.54  15456[5:Rew:15455.0,12205.3] ||  -> equal(multiply(b,c),b) equal(multiply(b,c),c)** equal(multiply(b,c),identity) equal(c,identity).
% 213.29/213.54  15457[5:MRR:15456.3,9.0] ||  -> equal(multiply(b,c),b) equal(multiply(b,c),c)** equal(multiply(b,c),identity).
% 213.29/213.54  15459[5:Rew:15457.1,12097.2] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(c,a) equal(multiply(a,b),a).
% 213.29/213.54  15461[5:MRR:15459.2,5.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(a,b),a).
% 213.29/213.54  15478[5:Rew:8143.0,15393.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),multiply(u,a)),inverse(multiply(a,v)))**.
% 213.29/213.54  15618[4:SpR:5759.2,6637.0] ||  -> equal(u,identity) equal(inverse(u),a) equal(a,u) equal(inverse(multiply(b,multiply(c,u))),multiply(b,multiply(a,b)))**.
% 213.29/213.54  15669[6:Rew:1.0,15618.3,3782.0,15618.3,13228.0,15618.3] ||  -> equal(u,identity) equal(inverse(u),a) equal(a,u) equal(inverse(multiply(b,multiply(c,u))),a)**.
% 213.29/213.54  15720[4:SpR:3828.2,6637.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(multiply(b,multiply(c,u))),multiply(b,multiply(a,b)))**.
% 213.29/213.54  15772[6:Rew:1.0,15720.3,3782.0,15720.3,13228.0,15720.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(multiply(b,multiply(c,u))),a)**.
% 213.29/213.54  15826[5:SpR:8716.1,4224.0] ||  -> equal(multiply(c,b),identity) equal(multiply(c,b),a) equal(multiply(a,b),a) equal(multiply(b,multiply(inverse(c),u)),multiply(inverse(b),u))**.
% 213.29/213.54  15869[6:Rew:13228.0,15826.3,5754.0,15826.3,3819.0,15826.3,13067.0,15826.1,13067.0,15826.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),a) equal(multiply(a,b),a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  15870[6:Rew:15461.1,15869.1] ||  -> equal(multiply(b,c),identity) equal(b,a) equal(multiply(a,b),a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  15871[6:MRR:15870.1,4.0] ||  -> equal(multiply(b,c),identity) equal(multiply(a,b),a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  16027[4:SpR:5207.2,6633.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(b,u) equal(inverse(multiply(a,multiply(b,u))),multiply(a,multiply(b,c)))**.
% 213.29/213.54  16078[6:Rew:13037.0,16027.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(b,u) equal(inverse(multiply(a,multiply(b,u))),b)**.
% 213.29/213.54  16147[4:SpR:6042.3,6277.0] ||  -> equal(inverse(u),c) equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(inverse(b),multiply(u,c)),inverse(multiply(a,identity)))**.
% 213.29/213.54  16180[4:Rew:3819.0,16147.3,5924.0,16147.3,1.0,16147.3] ||  -> equal(inverse(u),c) equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(b,multiply(u,c)),c)**.
% 213.29/213.54  16204[6:SpR:6043.3,13534.0] ||  -> equal(c,u) equal(identity,u) equal(a,u) equal(multiply(b,multiply(c,u)),multiply(c,identity))**.
% 213.29/213.54  16231[4:SpR:6043.3,4091.0] ||  -> equal(multiply(b,u),c)** equal(multiply(b,u),identity) equal(multiply(b,u),a) equal(identity,u).
% 213.29/213.54  16256[6:Rew:1.0,16204.3] ||  -> equal(c,u) equal(identity,u) equal(a,u) equal(multiply(b,multiply(c,u)),c)**.
% 213.29/213.54  16290[4:SpR:6201.1,50.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u) equal(multiply(a,u),inverse(b)).
% 213.29/213.54  16294[4:SpR:6201.1,5936.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a) equal(identity,u) equal(multiply(inverse(v),multiply(multiply(a,u),a)),inverse(multiply(c,multiply(b,v))))**.
% 213.29/213.54  16320[4:SpR:6201.1,138.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u) equal(multiply(u,b),inverse(a)).
% 213.29/213.54  16327[4:SpR:6201.1,4224.0] ||  -> equal(inverse(multiply(a,b)),identity) equal(inverse(multiply(a,b)),a) equal(b,identity) equal(multiply(b,multiply(inverse(a),u)),multiply(b,u))**.
% 213.29/213.54  16370[4:Rew:5924.0,16320.3] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u) equal(multiply(u,b),c).
% 213.29/213.54  16371[4:Rew:3819.0,16290.3] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u) equal(multiply(a,u),b).
% 213.29/213.54  16384[4:Rew:5924.0,16327.3,6271.0,16327.1,6271.0,16327.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),a) equal(b,identity) equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.54  16385[4:MRR:16384.2,8.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),a) equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.54  16554[6:SpR:8976.3,13204.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,multiply(b,a)),multiply(b,u))*.
% 213.29/213.54  16611[6:Rew:13067.0,16554.3,8163.0,16554.3,13143.0,16554.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,c),multiply(b,u))*.
% 213.29/213.54  16652[5:SpR:14566.3,157.0] ||  -> equal(inverse(u),b) equal(inverse(u),c) equal(inverse(u),identity) equal(multiply(u,inverse(a)),inverse(c))**.
% 213.29/213.54  16700[5:Rew:5924.0,16652.3,5754.0,16652.3] ||  -> equal(inverse(u),b) equal(inverse(u),c) equal(inverse(u),identity) equal(multiply(u,c),a)**.
% 213.29/213.54  16852[4:SpR:6152.1,270.0] ||  -> equal(multiply(inverse(u),multiply(v,inverse(w))),identity) equal(multiply(inverse(u),multiply(v,inverse(w))),a)** equal(inverse(u),inverse(multiply(multiply(v,inverse(w)),a))) equal(inverse(multiply(w,multiply(inverse(v),u))),b).
% 213.29/213.54  17061[4:Rew:16.0,16852.2,157.0,16852.2,5932.0,16852.2,16.0,16852.2,270.0,16852.1,270.0,16852.0] ||  -> equal(inverse(multiply(u,multiply(inverse(v),w))),identity) equal(inverse(multiply(u,multiply(inverse(v),w))),a) equal(inverse(w),multiply(c,multiply(u,inverse(v)))) equal(inverse(multiply(u,multiply(inverse(v),w))),b)**.
% 213.29/213.54  17074[7:Spt:8093.0] ||  -> equal(multiply(a,b),identity)**.
% 213.29/213.54  17076[7:Rew:17074.0,6271.0] ||  -> equal(multiply(b,c),inverse(identity))**.
% 213.29/213.54  17077[7:Rew:17074.0,6637.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),multiply(inverse(u),identity))**.
% 213.29/213.54  17085[7:Rew:17074.0,6125.3] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,b),identity)**.
% 213.29/213.54  17121[7:Rew:21.0,17076.0] ||  -> equal(multiply(b,c),identity)**.
% 213.29/213.54  17122[7:Rew:17121.0,6633.0] ||  -> equal(inverse(multiply(a,multiply(b,u))),multiply(inverse(u),identity))**.
% 213.29/213.54  17144[7:Rew:17121.0,13127.3] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(u,b),identity)**.
% 213.29/213.54  17169[7:Rew:1.0,17077.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),inverse(u))**.
% 213.29/213.54  17174[7:Rew:17169.0,15772.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(u),a)**.
% 213.29/213.54  17191[7:Rew:1.0,17122.0] ||  -> equal(inverse(multiply(a,multiply(b,u))),inverse(u))**.
% 213.29/213.54  17202[7:Rew:17191.0,16078.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(b,u) equal(inverse(u),b)**.
% 213.29/213.54  17207[7:Rew:3828.2,17174.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(b,a).
% 213.29/213.54  17208[7:MRR:17207.3,4.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 213.29/213.54  17209[7:Rew:17208.0,4159.3] ||  -> equal(u,a) equal(c,u)* equal(identity,u) equal(b,identity).
% 213.29/213.54  17213[7:Rew:17208.2,5905.1] ||  -> equal(inverse(multiply(u,multiply(v,w))),identity)** equal(inverse(c),a) equal(multiply(u,multiply(v,w)),a) equal(multiply(w,b),inverse(multiply(u,v))).
% 213.29/213.54  17218[7:MRR:17209.3,8.0] ||  -> equal(u,a) equal(c,u)* equal(identity,u).
% 213.29/213.54  17242[7:Rew:17218.0,6069.0] ||  -> equal(b,a) equal(inverse(u),c)** equal(inverse(u),identity) equal(c,u).
% 213.29/213.54  17348[7:Rew:17218.1,4561.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.54  17458[7:Rew:17218.1,12741.1] ||  -> equal(multiply(u,a),identity) equal(c,b) equal(multiply(u,a),a)** equal(inverse(u),c).
% 213.29/213.54  17543[7:Rew:17218.2,1848.0] ||  -> equal(b,identity) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.54  17544[7:Rew:17218.2,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.54  17581[7:Rew:5207.2,17202.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(b,u) equal(b,a).
% 213.29/213.54  17582[7:MRR:17581.3,4.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(b,u).
% 213.29/213.54  17583[7:Rew:17582.1,16371.1] ||  -> equal(inverse(multiply(a,u)),identity)** equal(inverse(a),a) equal(identity,u) equal(multiply(a,u),b).
% 213.29/213.54  17587[7:MRR:17242.0,4.0] ||  -> equal(inverse(u),c)** equal(inverse(u),identity) equal(c,u).
% 213.29/213.54  17588[7:Rew:17587.1,6046.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c)** equal(b,identity).
% 213.29/213.54  17589[7:MRR:17588.3,8.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.54  17594[7:Rew:17589.2,15448.2] ||  -> equal(c,u) equal(identity,u) equal(c,b) equal(inverse(multiply(a,u)),a)**.
% 213.29/213.54  17616[7:MRR:17544.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.54  17659[7:MRR:17594.2,7.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(multiply(a,u)),a)**.
% 213.29/213.54  17669[7:Rew:17616.1,17085.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a) equal(multiply(u,b),identity)**.
% 213.29/213.54  17670[7:MRR:17669.1,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,b),identity)**.
% 213.29/213.54  17684[7:Rew:17670.1,17144.2,17670.1,17144.1] ||  -> equal(identity,u) equal(c,a) equal(b,a) equal(multiply(u,b),identity)**.
% 213.29/213.54  17685[7:MRR:17684.1,17684.2,5.0,4.0] ||  -> equal(identity,u) equal(multiply(u,b),identity)**.
% 213.29/213.54  17686[7:Rew:17685.1,16370.3] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u) equal(c,identity).
% 213.29/213.54  17705[7:MRR:17543.0,8.0] ||  -> equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.54  17714[7:MRR:17458.1,7.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),a)** equal(inverse(u),c).
% 213.29/213.54  17737[7:MRR:17348.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.54  17746[7:Rew:5924.0,17583.1] ||  -> equal(inverse(multiply(a,u)),identity)** equal(c,a) equal(identity,u) equal(multiply(a,u),b).
% 213.29/213.54  17747[7:MRR:17746.1,5.0] ||  -> equal(inverse(multiply(a,u)),identity)** equal(identity,u) equal(multiply(a,u),b).
% 213.29/213.54  17759[7:Rew:17747.2,17686.1] ||  -> equal(inverse(multiply(a,u)),identity)** equal(inverse(b),a) equal(identity,u) equal(c,identity).
% 213.29/213.54  17760[7:Rew:3819.0,17759.1] ||  -> equal(inverse(multiply(a,u)),identity)** equal(b,a) equal(identity,u) equal(c,identity).
% 213.29/213.54  17761[7:MRR:17760.1,17760.3,4.0,9.0] ||  -> equal(inverse(multiply(a,u)),identity)** equal(identity,u).
% 213.29/213.54  17762[7:Rew:17761.0,17659.2] ||  -> equal(c,u)* equal(identity,u) equal(a,identity).
% 213.29/213.54  17763[7:MRR:17762.2,6.0] ||  -> equal(c,u)* equal(identity,u).
% 213.29/213.54  17765[7:Rew:17763.0,17737.1] ||  -> equal(inverse(u),identity) equal(c,a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.54  17812[7:Rew:17763.0,17714.1] ||  -> equal(multiply(u,a),identity)** equal(c,a) equal(inverse(u),c).
% 213.29/213.54  17835[7:Rew:17763.1,17705.0] ||  -> equal(a,identity) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.54  17867[7:MRR:17812.1,5.0] ||  -> equal(multiply(u,a),identity)** equal(inverse(u),c).
% 213.29/213.54  17868[7:MRR:17835.0,6.0] ||  -> equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.54  17869[7:Rew:17868.1,17867.0] ||  -> equal(a,identity) equal(inverse(u),c)**.
% 213.29/213.54  17870[7:MRR:17869.0,6.0] ||  -> equal(inverse(u),c)**.
% 213.29/213.54  17901[7:Rew:17870.0,15.0] ||  -> equal(multiply(c,u),identity)**.
% 213.29/213.54  17938[7:Rew:17901.0,8143.0] ||  -> equal(multiply(a,u),identity)**.
% 213.29/213.54  18045[7:Rew:17938.0,17765.2,17870.0,17765.0] ||  -> equal(c,identity) equal(c,a) equal(multiply(u,v),identity)**.
% 213.29/213.54  18046[7:MRR:18045.0,18045.1,9.0,5.0] ||  -> equal(multiply(u,v),identity)**.
% 213.29/213.54  18216[7:Rew:18046.0,17213.3,17870.0,17213.3,18046.0,17213.2,17870.0,17213.1,17870.0,17213.0] ||  -> equal(c,identity) equal(c,a)** equal(a,identity) equal(c,identity).
% 213.29/213.54  18217[7:Obv:18216.0] ||  -> equal(c,a)** equal(a,identity) equal(c,identity).
% 213.29/213.54  18218[7:MRR:18217.0,18217.1,18217.2,5.0,6.0,9.0] ||  -> .
% 213.29/213.54  18224[7:Spt:18218.0,8093.0,17074.0] || equal(multiply(a,b),identity)** -> .
% 213.29/213.54  18225[7:Spt:18218.0,8093.1,8093.2] ||  -> equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.54  18228[7:Rew:18225.0,12903.1] ||  -> equal(multiply(a,b),a) equal(b,identity) equal(multiply(b,c),b)**.
% 213.29/213.54  18229[7:MRR:18228.1,8.0] ||  -> equal(multiply(a,b),a) equal(multiply(b,c),b)**.
% 213.29/213.54  18232[7:Rew:18225.0,13354.2] ||  -> equal(u,identity) equal(u,a) equal(b,identity) equal(b,u)* equal(multiply(a,b),a)**.
% 213.29/213.54  18233[7:MRR:18232.2,8.0] ||  -> equal(u,identity) equal(u,a) equal(b,u)* equal(multiply(a,b),a)**.
% 213.29/213.54  18237[7:Rew:18229.1,15871.0] ||  -> equal(b,identity) equal(multiply(a,b),a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  18238[7:MRR:18237.0,8.0] ||  -> equal(multiply(a,b),a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  18253[8:Spt:18225.0] ||  -> equal(multiply(a,b),b)**.
% 213.29/213.54  18256[8:Rew:18253.0,6271.0] ||  -> equal(multiply(b,c),inverse(b))**.
% 213.29/213.54  18258[8:Rew:18253.0,18238.0] ||  -> equal(b,a) equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  18259[8:Rew:18253.0,18233.3] ||  -> equal(u,identity) equal(u,a) equal(b,u)* equal(b,a)**.
% 213.29/213.54  18261[8:Rew:18253.0,6637.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),multiply(inverse(u),b))**.
% 213.29/213.54  18283[8:Rew:3819.0,18256.0] ||  -> equal(multiply(b,c),b)**.
% 213.29/213.54  18303[8:Rew:18283.0,6279.3] ||  -> equal(identity,u) equal(inverse(u),c) equal(inverse(u),b) equal(multiply(b,u),b)**.
% 213.29/213.54  18331[8:Rew:4109.0,18261.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),inverse(multiply(b,u)))**.
% 213.29/213.54  18352[8:Rew:18331.0,15669.3] ||  -> equal(u,identity) equal(inverse(u),a) equal(a,u) equal(inverse(multiply(b,u)),a)**.
% 213.29/213.54  18369[8:MRR:18258.0,4.0] ||  -> equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.54  18381[8:Rew:18369.0,13204.0] ||  -> equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.54  18394[8:Rew:18381.0,13682.0] ||  -> equal(multiply(b,u),identity) equal(multiply(b,multiply(c,u)),b)** equal(multiply(b,multiply(c,u)),a) equal(multiply(b,u),identity).
% 213.29/213.54  18396[8:Rew:18381.0,14552.3] ||  -> equal(multiply(b,u),b) equal(multiply(b,u),c)** equal(multiply(b,u),identity) equal(multiply(b,u),identity).
% 213.29/213.54  18399[8:MRR:18259.3,4.0] ||  -> equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.54  18418[8:Rew:18399.0,1746.3] ||  -> equal(multiply(inverse(u),v),identity)** equal(multiply(inverse(v),u),b)** equal(multiply(inverse(v),u),a) equal(c,identity).
% 213.29/213.54  18429[8:Rew:18399.0,11526.2] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(c,identity) equal(multiply(inverse(u),multiply(a,v)),v)**.
% 213.29/213.54  18434[8:Rew:18399.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  18439[8:Rew:18399.1,6099.1] ||  -> equal(multiply(inverse(u),v),b)** equal(c,a) equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  18514[8:Rew:18399.2,16231.0] ||  -> equal(c,b) equal(multiply(b,u),identity) equal(multiply(b,u),a)** equal(identity,u).
% 213.29/213.54  18535[8:MRR:18434.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.54  18549[8:Rew:18535.1,3304.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,b) equal(multiply(b,u),identity)**.
% 213.29/213.54  18598[8:MRR:18549.2,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(b,u),identity)**.
% 213.29/213.54  18605[8:Rew:18535.2,18303.1] ||  -> equal(identity,u) equal(c,a) equal(inverse(u),b) equal(multiply(b,u),b)**.
% 213.29/213.54  18606[8:MRR:18605.1,5.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(multiply(b,u),b)**.
% 213.29/213.54  18610[8:Rew:21.0,18352.3,18598.2,18352.3] ||  -> equal(u,identity) equal(inverse(u),a)** equal(a,u) equal(a,identity).
% 213.29/213.54  18611[8:MRR:18610.3,6.0] ||  -> equal(u,identity) equal(inverse(u),a)** equal(a,u).
% 213.29/213.54  18619[8:MRR:18514.0,7.0] ||  -> equal(multiply(b,u),identity) equal(multiply(b,u),a)** equal(identity,u).
% 213.29/213.54  18674[8:Obv:18396.2] ||  -> equal(multiply(b,u),b) equal(multiply(b,u),c)** equal(multiply(b,u),identity).
% 213.29/213.54  18697[8:MRR:18418.3,9.0] ||  -> equal(multiply(inverse(u),v),identity)** equal(multiply(inverse(v),u),b)** equal(multiply(inverse(v),u),a).
% 213.29/213.54  18698[8:Rew:18697.1,4037.3] ||  -> equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),a)** equal(multiply(inverse(u),v),b)** equal(c,b).
% 213.29/213.54  18700[8:MRR:18439.1,5.0] ||  -> equal(multiply(inverse(u),v),b)** equal(multiply(inverse(u),v),identity) equal(multiply(inverse(v),u),c)**.
% 213.29/213.54  18724[8:Rew:18700.2,18698.1] ||  -> equal(multiply(inverse(u),v),identity) equal(c,a) equal(multiply(inverse(u),v),b)** equal(c,b).
% 213.29/213.54  18725[8:MRR:18724.1,18724.3,5.0,7.0] ||  -> equal(multiply(inverse(u),v),identity) equal(multiply(inverse(u),v),b)**.
% 213.29/213.54  18765[8:MRR:18429.2,9.0] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(multiply(inverse(u),multiply(a,v)),v)**.
% 213.29/213.54  18804[8:Obv:18394.0] ||  -> equal(multiply(b,multiply(c,u)),b)** equal(multiply(b,multiply(c,u)),a) equal(multiply(b,u),identity).
% 213.29/213.54  18805[8:Rew:18674.1,18804.1,18381.0,18804.1,18381.0,18804.0] ||  -> equal(multiply(b,u),b)** equal(c,a) equal(multiply(b,u),identity).
% 213.29/213.54  18806[8:MRR:18805.1,5.0] ||  -> equal(multiply(b,u),b)** equal(multiply(b,u),identity).
% 213.29/213.54  18808[8:Rew:18806.0,18619.1] ||  -> equal(multiply(b,u),identity)** equal(b,a) equal(identity,u).
% 213.29/213.54  18810[8:MRR:18808.1,4.0] ||  -> equal(multiply(b,u),identity)** equal(identity,u).
% 213.29/213.54  18811[8:Rew:18810.0,18606.2] ||  -> equal(identity,u) equal(inverse(u),b)** equal(b,identity).
% 213.29/213.54  18812[8:MRR:18811.2,8.0] ||  -> equal(identity,u) equal(inverse(u),b)**.
% 213.29/213.54  18832[8:Rew:18812.0,18765.1] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(identity),a) equal(multiply(inverse(u),multiply(a,v)),v)**.
% 213.29/213.54  18845[8:Rew:18812.1,18611.1] ||  -> equal(u,identity) equal(b,a)** equal(a,u)*.
% 213.29/213.55  18848[8:MRR:18845.1,4.0] ||  -> equal(u,identity) equal(a,u)*.
% 213.29/213.55  18866[8:Rew:18848.1,18725.1] ||  -> equal(multiply(inverse(u),v),identity)** equal(b,a).
% 213.29/213.55  18942[8:MRR:18866.1,4.0] ||  -> equal(multiply(inverse(u),v),identity)**.
% 213.29/213.55  18951[8:Rew:18942.0,180.0] ||  -> equal(multiply(inverse(multiply(u,v)),multiply(u,w)),identity)**.
% 213.29/213.55  18976[8:Rew:18942.0,173.0] ||  -> equal(inverse(u),identity)**.
% 213.29/213.55  19056[8:Rew:14.0,18951.0,18976.0,18951.0] ||  -> equal(multiply(u,v),identity)**.
% 213.29/213.55  19143[8:Rew:19056.0,18832.2,18976.0,18832.1,18976.0,18832.0] ||  -> equal(b,identity)** equal(a,identity) equal(identity,u)*.
% 213.29/213.55  19144[8:MRR:19143.0,19143.1,8.0,6.0] ||  -> equal(identity,u)*.
% 213.29/213.55  19145[8:UnC:19144.0,6.0] ||  -> .
% 213.29/213.55  19156[8:Spt:19145.0,18225.0,18253.0] || equal(multiply(a,b),b)** -> .
% 213.29/213.55  19157[8:Spt:19145.0,18225.1] ||  -> equal(multiply(a,b),a)**.
% 213.29/213.55  19160[8:Rew:19157.0,13143.0] ||  -> equal(multiply(b,a),a)**.
% 213.29/213.55  19162[8:Rew:5924.0,6271.0,19157.0,6271.0] ||  -> equal(multiply(b,c),c)**.
% 213.29/213.55  19169[8:Rew:5926.0,6633.0,19162.0,6633.0] ||  -> equal(inverse(multiply(a,multiply(b,u))),inverse(multiply(a,u)))**.
% 213.29/213.55  19171[8:Rew:19162.0,16611.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,u),c)**.
% 213.29/213.55  19173[8:Rew:5921.0,13048.3,19171.3,13048.3] ||  -> equal(u,identity) equal(u,a) equal(b,u)* equal(b,identity)**.
% 213.29/213.55  19174[8:MRR:19173.3,8.0] ||  -> equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  19175[8:Rew:19174.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  19178[8:MRR:19175.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  19180[8:Rew:19178.2,6046.2] ||  -> equal(c,u) equal(identity,u) equal(c,a) equal(inverse(u),b)**.
% 213.29/213.55  19184[8:MRR:19180.2,5.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b)**.
% 213.29/213.55  19186[8:Rew:19184.2,6035.2] ||  -> equal(c,u) equal(identity,u) equal(c,b) equal(multiply(b,u),identity)**.
% 213.29/213.55  19192[8:MRR:19186.2,7.0] ||  -> equal(c,u) equal(identity,u) equal(multiply(b,u),identity)**.
% 213.29/213.55  19237[8:Rew:19162.0,16385.1,19162.0,16385.0] ||  -> equal(c,identity) equal(c,a) equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  19238[8:MRR:19237.0,19237.1,9.0,5.0] ||  -> equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  19239[8:Rew:19238.0,13204.0] ||  -> equal(multiply(a,multiply(b,u)),multiply(b,u))**.
% 213.29/213.55  19240[8:Rew:19238.0,13534.0] ||  -> equal(multiply(c,multiply(b,u)),multiply(b,u))**.
% 213.29/213.55  19242[8:Rew:19238.0,16256.3] ||  -> equal(c,u) equal(identity,u) equal(a,u) equal(multiply(b,u),c)**.
% 213.29/213.55  19244[8:Rew:19239.0,19169.0] ||  -> equal(inverse(multiply(b,u)),inverse(multiply(a,u)))**.
% 213.29/213.55  19264[8:Rew:19192.2,19242.3] ||  -> equal(c,u)* equal(identity,u) equal(a,u) equal(c,identity)**.
% 213.29/213.55  19265[8:MRR:19264.3,9.0] ||  -> equal(c,u)* equal(identity,u) equal(a,u).
% 213.29/213.55  19270[8:Rew:19265.2,16700.0] ||  -> equal(b,a) equal(inverse(u),c) equal(inverse(u),identity) equal(multiply(u,c),a)**.
% 213.29/213.55  19285[8:MRR:19270.0,4.0] ||  -> equal(inverse(u),c) equal(inverse(u),identity) equal(multiply(u,c),a)**.
% 213.29/213.55  19292[8:Rew:19160.0,16180.3,19285.2,16180.3] ||  -> equal(inverse(u),c)** equal(inverse(u),identity) equal(inverse(u),a) equal(c,a).
% 213.29/213.55  19293[8:MRR:19292.3,5.0] ||  -> equal(inverse(u),c)** equal(inverse(u),identity) equal(inverse(u),a).
% 213.29/213.55  19370[8:Rew:19293.1,9518.3,5923.0,9518.3,19244.0,9518.3,19157.0,9518.3,19293.1,9518.0] ||  -> equal(b,identity) equal(inverse(u),a) equal(inverse(u),c)** equal(a,identity).
% 213.29/213.55  19371[8:MRR:19370.0,19370.3,8.0,6.0] ||  -> equal(inverse(u),a) equal(inverse(u),c)**.
% 213.29/213.55  19388[8:Rew:19371.1,19178.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)**.
% 213.29/213.55  19396[8:MRR:19388.1,7.0] ||  -> equal(identity,u) equal(inverse(u),a)**.
% 213.29/213.55  19405[8:Rew:19396.1,19184.2] ||  -> equal(c,u)* equal(identity,u) equal(b,a).
% 213.29/213.55  19406[8:MRR:19405.2,4.0] ||  -> equal(c,u)* equal(identity,u).
% 213.29/213.55  19420[8:Rew:19406.1,19371.0] ||  -> equal(a,identity) equal(inverse(u),c)**.
% 213.29/213.55  19421[8:MRR:19420.0,6.0] ||  -> equal(inverse(u),c)**.
% 213.29/213.55  19465[8:Rew:19421.0,15.0] ||  -> equal(multiply(c,u),identity)**.
% 213.29/213.55  19489[8:Rew:19465.0,19240.0] ||  -> equal(multiply(b,u),identity)**.
% 213.29/213.55  19655[8:Rew:19489.0,5852.3,19421.0,5852.3,19421.0,5852.1,19421.0,5852.0] ||  -> equal(c,identity) equal(c,a) equal(multiply(u,v),a)** equal(c,identity).
% 213.29/213.55  19656[8:Obv:19655.0] ||  -> equal(c,a) equal(multiply(u,v),a)** equal(c,identity).
% 213.29/213.55  19657[8:MRR:19656.0,19656.2,5.0,9.0] ||  -> equal(multiply(u,v),a)**.
% 213.29/213.55  19911[8:Rew:19421.0,17061.3,19421.0,17061.2,19657.0,17061.2,19421.0,17061.1,19421.0,17061.0] ||  -> equal(c,identity) equal(c,a) equal(c,a) equal(c,b)**.
% 213.29/213.55  19912[8:Obv:19911.1] ||  -> equal(c,identity) equal(c,a) equal(c,b)**.
% 213.29/213.55  19913[8:MRR:19912.0,19912.1,19912.2,9.0,5.0,7.0] ||  -> .
% 213.29/213.55  19914[6:Spt:19913.0,12240.0,13037.0] || equal(multiply(a,multiply(b,c)),b)** -> .
% 213.29/213.55  19915[6:Spt:19913.0,12240.1] ||  -> equal(multiply(a,multiply(b,c)),identity)**.
% 213.29/213.55  19934[6:Rew:6271.0,9788.0,1.0,9788.0,19915.0,9788.0] ||  -> equal(multiply(a,multiply(b,multiply(c,multiply(b,c)))),multiply(b,c))**.
% 213.29/213.55  19972[4:Rew:16.0,16294.3] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a) equal(identity,u) equal(multiply(inverse(v),multiply(a,multiply(u,a))),inverse(multiply(c,multiply(b,v))))**.
% 213.29/213.55  20016[6:SpR:19915.0,5925.0] ||  -> equal(multiply(c,identity),multiply(b,c))**.
% 213.29/213.55  20021[6:Rew:1.0,20016.0] ||  -> equal(multiply(b,c),c)**.
% 213.29/213.55  20023[6:Rew:20021.0,5931.0] ||  -> equal(multiply(a,b),inverse(c))**.
% 213.29/213.55  20027[6:Rew:20021.0,9169.0] ||  -> equal(multiply(a,multiply(b,multiply(a,b))),inverse(multiply(b,multiply(c,c))))**.
% 213.29/213.55  20054[6:Rew:20021.0,16385.0] ||  -> equal(c,identity) equal(multiply(b,c),a) equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  20069[6:Rew:20021.0,19934.0] ||  -> equal(multiply(a,multiply(b,multiply(c,c))),c)**.
% 213.29/213.55  20078[6:Rew:5754.0,20023.0] ||  -> equal(multiply(a,b),a)**.
% 213.29/213.55  20104[6:Rew:20078.0,6637.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),multiply(inverse(u),a))**.
% 213.29/213.55  20125[6:Rew:8067.0,20069.0] ||  -> equal(multiply(a,multiply(b,a)),c)**.
% 213.29/213.55  20158[6:Rew:5932.0,20104.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),inverse(multiply(c,u)))**.
% 213.29/213.55  20173[6:Rew:8067.0,20027.0] ||  -> equal(multiply(a,multiply(b,multiply(a,b))),inverse(multiply(b,a)))**.
% 213.29/213.55  20174[6:Rew:20125.0,20173.0,20078.0,20173.0,6272.0,20173.0] ||  -> equal(multiply(c,b),c)**.
% 213.29/213.55  20176[6:Rew:20174.0,5930.0] ||  -> equal(multiply(b,a),inverse(c))**.
% 213.29/213.55  20204[6:Rew:5754.0,20176.0] ||  -> equal(multiply(b,a),a)**.
% 213.29/213.55  20213[6:Rew:20204.0,6577.0] ||  -> equal(inverse(multiply(c,multiply(b,u))),multiply(inverse(u),a))**.
% 213.29/213.55  20216[6:Rew:20204.0,12850.3] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(inverse(multiply(c,u)),a)**.
% 213.29/213.55  20238[6:Rew:5932.0,20213.0] ||  -> equal(inverse(multiply(c,multiply(b,u))),inverse(multiply(c,u)))**.
% 213.29/213.55  20245[6:Rew:20238.0,19972.3] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a) equal(identity,u) equal(multiply(inverse(v),multiply(a,multiply(u,a))),inverse(multiply(c,v)))**.
% 213.29/213.55  20278[6:Rew:20021.0,20054.1] ||  -> equal(c,identity) equal(c,a) equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  20279[6:MRR:20278.0,20278.1,9.0,5.0] ||  -> equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  20283[6:Rew:20279.0,20158.0] ||  -> equal(inverse(multiply(c,u)),inverse(multiply(b,u)))**.
% 213.29/213.55  20294[6:Rew:20283.0,5936.0] ||  -> equal(inverse(multiply(b,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,a)))**.
% 213.29/213.55  20295[6:Rew:20283.0,20238.0] ||  -> equal(inverse(multiply(b,multiply(b,u))),inverse(multiply(c,u)))**.
% 213.29/213.55  20302[6:Rew:20283.0,5995.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),u),inverse(multiply(b,v)))**.
% 213.29/213.55  20326[6:Rew:20283.0,20216.3] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(inverse(multiply(b,u)),a)**.
% 213.29/213.55  20335[6:Rew:4091.0,20295.0,20283.0,20295.0] ||  -> equal(inverse(multiply(b,u)),inverse(u))**.
% 213.29/213.55  20435[6:Rew:190.0,20294.0,20335.0,20294.0] ||  -> equal(multiply(inverse(u),multiply(v,a)),multiply(inverse(u),v))**.
% 213.29/213.55  20455[6:Rew:20435.0,15478.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),u),inverse(multiply(a,v)))**.
% 213.29/213.55  20465[6:Rew:4159.3,20326.3,20335.0,20326.3] ||  -> equal(u,a) equal(c,u)* equal(identity,u) equal(b,a).
% 213.29/213.55  20466[6:MRR:20465.3,4.0] ||  -> equal(u,a) equal(c,u)* equal(identity,u).
% 213.29/213.55  20517[6:Rew:20466.0,6069.0] ||  -> equal(b,a) equal(inverse(u),c)** equal(inverse(u),identity) equal(c,u).
% 213.29/213.55  20551[6:Rew:20466.1,12741.1] ||  -> equal(multiply(u,a),identity) equal(c,b) equal(multiply(u,a),a)** equal(inverse(u),c).
% 213.29/213.55  20708[6:Rew:20466.1,4561.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.55  20729[6:Rew:20466.2,1806.0] ||  -> equal(b,identity) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  20742[6:Rew:20466.2,1848.0] ||  -> equal(b,identity) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  20743[6:Rew:20466.2,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  20744[6:MRR:20517.0,4.0] ||  -> equal(inverse(u),c)** equal(inverse(u),identity) equal(c,u).
% 213.29/213.55  20746[6:Rew:20744.1,6046.3] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c)** equal(b,identity).
% 213.29/213.55  20755[6:MRR:20746.3,8.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  20777[6:Rew:20755.2,15448.2] ||  -> equal(c,u) equal(identity,u) equal(c,b) equal(inverse(multiply(a,u)),a)**.
% 213.29/213.55  20792[6:MRR:20743.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.55  20811[6:Rew:20792.1,1684.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.55  20836[6:MRR:20777.2,7.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(multiply(a,u)),a)**.
% 213.29/213.55  20869[6:MRR:20742.0,8.0] ||  -> equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  20878[6:MRR:20551.1,7.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),a)** equal(inverse(u),c).
% 213.29/213.55  20882[6:MRR:20729.0,8.0] ||  -> equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  20883[6:MRR:20811.1,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.55  20915[6:MRR:20708.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.55  20972[6:Rew:20335.0,20302.3,20755.2,20302.2] ||  -> equal(c,u) equal(identity,u) equal(c,b) equal(multiply(inverse(v),u),inverse(v))**.
% 213.29/213.55  20973[6:MRR:20972.2,7.0] ||  -> equal(c,u) equal(identity,u) equal(multiply(inverse(v),u),inverse(v))**.
% 213.29/213.55  20980[6:Rew:20973.2,20455.3,20755.2,20455.2] ||  -> equal(c,u)* equal(identity,u) equal(c,b) equal(inverse(multiply(a,v)),inverse(v))**.
% 213.29/213.55  20981[6:MRR:20980.2,7.0] ||  -> equal(c,u)* equal(identity,u) equal(inverse(multiply(a,v)),inverse(v))**.
% 213.29/213.55  20983[6:Rew:20981.2,20836.2] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),a)**.
% 213.29/213.55  20984[6:Rew:20755.2,20983.2] ||  -> equal(c,u)* equal(identity,u) equal(c,a)**.
% 213.29/213.55  20985[6:MRR:20984.2,5.0] ||  -> equal(c,u)* equal(identity,u).
% 213.29/213.55  20995[6:Rew:20985.0,20878.1] ||  -> equal(multiply(u,a),identity)** equal(c,a) equal(inverse(u),c).
% 213.29/213.55  21025[6:Rew:20985.0,20915.1] ||  -> equal(inverse(u),identity) equal(c,a) equal(multiply(u,v),multiply(a,v))*.
% 213.29/213.55  21039[6:Rew:20985.1,20882.0] ||  -> equal(a,identity) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  21044[6:Rew:20985.1,20869.0] ||  -> equal(a,identity) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  21045[6:Rew:20985.1,20792.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(a,identity).
% 213.29/213.55  21049[6:MRR:21045.2,6.0] ||  -> equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  21053[6:Rew:21049.1,20883.1] ||  -> equal(identity,u) equal(c,a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.55  21073[6:MRR:20995.1,5.0] ||  -> equal(multiply(u,a),identity)** equal(inverse(u),c).
% 213.29/213.55  21078[6:MRR:21039.0,6.0] ||  -> equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  21080[6:MRR:21044.0,6.0] ||  -> equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  21081[6:Rew:21080.1,21073.0] ||  -> equal(a,identity) equal(inverse(u),c)**.
% 213.29/213.55  21082[6:MRR:21081.0,6.0] ||  -> equal(inverse(u),c)**.
% 213.29/213.55  21085[6:Rew:21082.0,15.0] ||  -> equal(multiply(c,u),identity)**.
% 213.29/213.55  21105[6:Rew:21082.0,21078.1] ||  -> equal(multiply(u,v),c)** equal(u,c).
% 213.29/213.55  21252[6:Rew:21085.0,21053.2] ||  -> equal(identity,u) equal(c,a) equal(multiply(u,identity),v)*.
% 213.29/213.55  21253[6:Rew:1.0,21252.2] ||  -> equal(identity,u)* equal(c,a)** equal(u,v)*.
% 213.29/213.55  21254[6:MRR:21253.1,5.0] ||  -> equal(identity,u)* equal(u,v)*.
% 213.29/213.55  21257[6:Rew:21254.0,21105.0] ||  -> equal(multiply(u,v),identity)** equal(u,c).
% 213.29/213.55  21268[6:Rew:21257.0,21025.2,21082.0,21025.0] ||  -> equal(c,identity) equal(c,a) equal(multiply(u,v),identity)**.
% 213.29/213.55  21269[6:MRR:21268.0,21268.1,9.0,5.0] ||  -> equal(multiply(u,v),identity)**.
% 213.29/213.55  21429[6:Rew:21269.0,20245.3,21082.0,20245.3,21082.0,20245.1,21082.0,20245.0] ||  -> equal(c,identity) equal(c,a)** equal(identity,u)* equal(c,identity).
% 213.29/213.55  21430[6:Obv:21429.0] ||  -> equal(c,a)** equal(identity,u)* equal(c,identity).
% 213.29/213.55  21431[6:MRR:21430.0,21430.2,5.0,9.0] ||  -> equal(identity,u)*.
% 213.29/213.55  21432[6:UnC:21431.0,6.0] ||  -> .
% 213.29/213.55  21436[2:Spt:21432.0,3793.0,4506.0] ||  -> equal(multiply(c,c),identity)**.
% 213.29/213.55  21437[2:Spt:21432.0,3793.1] || equal(multiply(a,a),identity)** -> .
% 213.29/213.55  21657[2:SpR:21436.0,37.0] ||  -> equal(multiply(inverse(c),identity),c)**.
% 213.29/213.55  21667[2:Rew:1.0,21657.0] ||  -> equal(inverse(c),c)**.
% 213.29/213.55  21733[2:Rew:21667.0,3827.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u) equal(b,u).
% 213.29/213.55  21738[2:Rew:21667.0,3823.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(c,u) equal(b,u).
% 213.29/213.55  21888[2:Rew:21733.1,2734.3] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u) equal(multiply(a,a),identity)**.
% 213.29/213.55  21920[2:MRR:21888.3,21437.0] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u).
% 213.29/213.55  21921[2:Rew:21920.0,21738.1] ||  -> equal(identity,u) equal(a,identity) equal(c,u)* equal(b,u).
% 213.29/213.55  21922[2:MRR:21921.1,6.0] ||  -> equal(identity,u) equal(c,u)* equal(b,u).
% 213.29/213.55  22878[2:SpL:21922.1,5.0] || equal(u,a) -> equal(identity,u) equal(b,u)*.
% 213.29/213.55  23530[2:SpL:22878.2,4.0] || equal(u,a)* equal(u,a)* -> equal(identity,u).
% 213.29/213.55  23540[2:Obv:23530.0] || equal(u,a)* -> equal(identity,u).
% 213.29/213.55  23545[2:EqR:23540.0] ||  -> equal(a,identity)**.
% 213.29/213.55  23546[2:MRR:23545.0,6.0] ||  -> .
% 213.29/213.55  23547[1:Spt:23546.0,709.3,3782.0] || equal(multiply(b,b),identity)** -> .
% 213.29/213.55  23548[1:Spt:23546.0,709.0,709.1,709.2,709.4,709.5] || equal(multiply(b,b),c) equal(multiply(c,b),a) equal(multiply(c,c),identity)** -> equal(multiply(b,b),b) equal(multiply(b,b),a).
% 213.29/213.55  23556[2:Spt:23548.3] ||  -> equal(multiply(b,b),b)**.
% 213.29/213.55  23564[2:SpR:23556.0,37.0] ||  -> equal(multiply(inverse(b),b),b)**.
% 213.29/213.55  23568[2:Rew:15.0,23564.0] ||  -> equal(b,identity)**.
% 213.29/213.55  23569[2:MRR:23568.0,8.0] ||  -> .
% 213.29/213.55  24578[2:Spt:23569.0,23548.3,23556.0] || equal(multiply(b,b),b)** -> .
% 213.29/213.55  24579[2:Spt:23569.0,23548.0,23548.1,23548.2,23548.4] || equal(multiply(b,b),c) equal(multiply(c,b),a) equal(multiply(c,c),identity)** -> equal(multiply(b,b),a).
% 213.29/213.55  24767[3:Spt:13.0] || equal(multiply(c,c),a)** -> .
% 213.29/213.55  25036[4:Spt:11.0] || equal(multiply(a,a),b)** -> .
% 213.29/213.55  25284[5:Spt:12.0] || equal(multiply(b,b),c)** -> .
% 213.29/213.55  25286[5:SpL:3.1,25284.0] || equal(c,c) -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  25287[5:Obv:25286.0] ||  -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  25288[5:MRR:25287.0,25287.1,23547.0,24578.0] ||  -> equal(multiply(b,b),a)**.
% 213.29/213.55  25294[5:SpR:25288.0,138.0] ||  -> equal(multiply(b,inverse(a)),inverse(b))**.
% 213.29/213.55  25295[5:SpR:25288.0,154.0] ||  -> equal(multiply(b,multiply(inverse(a),u)),multiply(inverse(b),u))**.
% 213.29/213.55  25297[5:SpR:25288.0,37.0] ||  -> equal(multiply(inverse(b),a),b)**.
% 213.29/213.55  25298[5:SpR:25288.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(a,u))**.
% 213.29/213.55  25299[5:SpR:25288.0,173.0] ||  -> equal(multiply(inverse(a),b),inverse(b))**.
% 213.29/213.55  25300[5:SpR:25288.0,180.0] ||  -> equal(multiply(inverse(a),multiply(b,u)),multiply(inverse(b),u))**.
% 213.29/213.55  25302[5:SpR:25288.0,180.0] ||  -> equal(multiply(inverse(multiply(b,u)),a),multiply(inverse(u),b))**.
% 213.29/213.55  25306[5:SpR:25297.0,164.0] ||  -> equal(multiply(a,inverse(multiply(u,b))),inverse(multiply(u,inverse(b))))**.
% 213.29/213.55  25311[5:SpR:25297.0,1799.3] ||  -> equal(inverse(b),b) equal(inverse(b),a) equal(inverse(b),c)** equal(b,a).
% 213.29/213.55  25323[5:Rew:157.0,25306.0] ||  -> equal(multiply(a,inverse(multiply(u,b))),multiply(b,inverse(u)))**.
% 213.29/213.55  25326[5:MRR:25311.3,4.0] ||  -> equal(inverse(b),b) equal(inverse(b),a) equal(inverse(b),c)**.
% 213.29/213.55  25364[5:SpR:3.1,25294.0] ||  -> equal(inverse(a),identity) equal(inverse(a),b) equal(inverse(a),a) equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  25423[5:SpR:25299.0,1799.3] ||  -> equal(inverse(a),b) equal(inverse(a),a) equal(inverse(a),c) equal(inverse(b),b)**.
% 213.29/213.55  25752[5:SpR:73.3,25300.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(inverse(b),c),multiply(inverse(a),identity))**.
% 213.29/213.55  25788[5:Rew:1.0,25752.3] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(inverse(b),c),inverse(a))**.
% 213.29/213.55  25789[5:Rew:25326.2,25788.3,25326.2,25788.0] ||  -> equal(c,identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  25790[5:MRR:25789.0,9.0] ||  -> equal(inverse(b),b) equal(inverse(b),a) equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  26586[5:SpR:1725.0,25302.0] ||  -> equal(multiply(b,u),b) equal(multiply(b,u),a) equal(multiply(b,u),c) equal(multiply(inverse(u),b),multiply(identity,a))**.
% 213.29/213.55  26626[5:Rew:14.0,26586.3] ||  -> equal(multiply(b,u),b) equal(multiply(b,u),a) equal(multiply(b,u),c) equal(multiply(inverse(u),b),a)**.
% 213.29/213.55  26666[5:SpR:1725.0,25323.0] ||  -> equal(multiply(u,b),b) equal(multiply(u,b),a) equal(multiply(u,b),c) equal(multiply(b,inverse(u)),multiply(a,identity))**.
% 213.29/213.55  26695[5:Rew:1.0,26666.3] ||  -> equal(multiply(u,b),b) equal(multiply(u,b),a) equal(multiply(u,b),c) equal(multiply(b,inverse(u)),a)**.
% 213.29/213.55  26959[6:Spt:25326.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  27136[6:Rew:26959.0,1426.0] ||  -> equal(inverse(u),b) equal(inverse(a),inverse(u))* equal(inverse(u),identity) equal(c,u).
% 213.29/213.55  27137[6:Rew:26959.0,1171.2] ||  -> equal(u,identity) equal(inverse(c),inverse(u))* equal(inverse(u),b) equal(a,u).
% 213.29/213.55  27138[6:Rew:26959.0,3384.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),b)** equal(c,u).
% 213.29/213.55  27173[6:Rew:26959.0,3532.3] ||  -> equal(u,a) equal(c,u) equal(identity,u) equal(c,b) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  27256[6:Rew:26959.0,1362.0] ||  -> equal(multiply(inverse(multiply(u,v)),w),b) equal(multiply(inverse(multiply(u,v)),w),inverse(a))** equal(multiply(inverse(multiply(u,v)),w),identity) equal(multiply(v,inverse(c)),multiply(inverse(u),w)).
% 213.29/213.55  27294[6:Rew:27138.2,3422.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(multiply(b,b),identity)**.
% 213.29/213.55  27300[6:Rew:25288.0,27294.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(a,identity).
% 213.29/213.55  27301[6:MRR:27300.3,6.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 213.29/213.55  27316[6:Rew:27301.0,27173.5,27301.0,27173.4] ||  -> equal(u,a) equal(c,u)* equal(identity,u) equal(c,b)** equal(b,identity) equal(a,identity).
% 213.29/213.55  27317[6:MRR:27316.3,27316.4,27316.5,7.0,8.0,6.0] ||  -> equal(u,a) equal(c,u)* equal(identity,u).
% 213.29/213.55  27332[6:Rew:27317.1,918.2] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(c,b) equal(inverse(u),identity).
% 213.29/213.55  27443[6:Rew:27317.1,2918.4] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(v),identity) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27492[6:Rew:27317.1,1743.3] ||  -> equal(inverse(c),b)** equal(inverse(c),a) equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27493[6:Rew:27317.1,1628.3] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27501[6:Rew:27317.1,6376.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(inverse(c),u)*.
% 213.29/213.55  27507[6:Rew:27317.2,26695.0] ||  -> equal(b,identity) equal(multiply(u,b),a) equal(multiply(u,b),c) equal(multiply(b,inverse(u)),a)**.
% 213.29/213.55  27516[6:Rew:27317.2,26626.0] ||  -> equal(b,identity) equal(multiply(b,u),a) equal(multiply(b,u),c) equal(multiply(inverse(u),b),a)**.
% 213.29/213.55  27527[6:Rew:27317.2,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  27528[6:MRR:27527.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.55  27529[6:Rew:27528.1,2913.4] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(identity,v) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27540[6:Rew:27528.1,2914.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)** equal(inverse(a),v)* equal(identity,v) equal(inverse(v),b)** equal(u,v)*.
% 213.29/213.55  27558[6:Rew:27528.1,1683.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)** equal(inverse(c),u)*.
% 213.29/213.55  27577[6:Rew:27528.2,1554.2] ||  -> equal(identity,u) equal(inverse(u),c) equal(b,a) equal(multiply(a,u),identity)**.
% 213.29/213.55  27578[6:Rew:27528.2,1487.3] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),c)** equal(b,a).
% 213.29/213.55  27579[6:MRR:27558.1,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(c),u)*.
% 213.29/213.55  27586[6:MRR:27578.3,4.0] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  27601[6:Rew:27586.2,1964.2] ||  -> equal(inverse(a),u)* equal(identity,u) equal(c,b) equal(u,c) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  27616[6:MRR:27501.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(c),u)*.
% 213.29/213.55  27622[6:MRR:27577.2,4.0] ||  -> equal(identity,u) equal(inverse(u),c) equal(multiply(a,u),identity)**.
% 213.29/213.55  27634[6:MRR:27332.2,7.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(inverse(u),identity).
% 213.29/213.55  27654[6:MRR:27507.0,8.0] ||  -> equal(multiply(u,b),a) equal(multiply(u,b),c) equal(multiply(b,inverse(u)),a)**.
% 213.29/213.55  27656[6:MRR:27516.0,8.0] ||  -> equal(multiply(b,u),a) equal(multiply(b,u),c) equal(multiply(inverse(u),b),a)**.
% 213.29/213.55  27714[6:MRR:27601.2,7.0] ||  -> equal(inverse(a),u)* equal(identity,u) equal(u,c) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  27735[6:MRR:27492.3,7.0] ||  -> equal(inverse(c),b)** equal(inverse(c),a) equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27736[6:MRR:27493.3,7.0] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27802[6:Rew:27528.1,27529.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)** equal(identity,v) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27803[6:Obv:27802.1] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27804[6:MRR:27803.3,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27811[6:Rew:27804.3,27540.5] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)** equal(inverse(a),v)* equal(identity,v) equal(b,a) equal(u,v)*.
% 213.29/213.55  27812[6:MRR:27811.1,27811.5,7.0,4.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(a),v)* equal(identity,v) equal(u,v)*.
% 213.29/213.55  27813[6:Rew:27812.0,27714.3] ||  -> equal(inverse(a),u)* equal(identity,u) equal(u,c) equal(inverse(identity),b) equal(inverse(c),a)**.
% 213.29/213.55  27814[6:Rew:21.0,27813.3] ||  -> equal(inverse(a),u)* equal(identity,u) equal(u,c) equal(b,identity) equal(inverse(c),a)**.
% 213.29/213.55  27815[6:MRR:27814.3,8.0] ||  -> equal(inverse(a),u)* equal(identity,u) equal(u,c) equal(inverse(c),a)**.
% 213.29/213.55  27855[6:Rew:27528.1,27443.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a)** equal(inverse(v),identity) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27856[6:Obv:27855.1] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(v),identity) equal(c,b) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27857[6:MRR:27856.3,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(v),identity) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  27858[6:Rew:27857.0,27735.0] ||  -> equal(inverse(identity),b) equal(inverse(c),a)** equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27859[6:Rew:21.0,27858.0] ||  -> equal(b,identity) equal(inverse(c),a)** equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27860[6:MRR:27859.0,8.0] ||  -> equal(inverse(c),a)** equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27861[6:Rew:27860.0,27736.1] ||  -> equal(inverse(a),c)** equal(b,a) equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  27862[6:MRR:27861.1,4.0] ||  -> equal(inverse(a),c)** equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  28014[6:SpR:26959.0,38.0] ||  -> equal(multiply(b,multiply(b,u)),u)**.
% 213.29/213.55  28015[6:SpR:26959.0,190.0] ||  -> equal(multiply(inverse(u),b),inverse(multiply(b,u)))**.
% 213.29/213.55  28017[6:SpR:26959.0,155.0] ||  -> equal(multiply(b,inverse(u)),inverse(multiply(u,b)))**.
% 213.29/213.55  28018[6:SpR:26959.0,215.0] ||  -> equal(multiply(inverse(multiply(u,b)),v),multiply(b,multiply(inverse(u),v)))**.
% 213.29/213.55  28032[6:Rew:25298.0,28014.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.55  28056[6:Rew:28032.0,27622.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(u,identity).
% 213.29/213.55  28113[6:Rew:28015.0,27656.2] ||  -> equal(multiply(b,u),a) equal(multiply(b,u),c) equal(inverse(multiply(b,u)),a)**.
% 213.29/213.55  28121[6:Rew:28017.0,27654.2] ||  -> equal(multiply(u,b),a) equal(multiply(u,b),c) equal(inverse(multiply(u,b)),a)**.
% 213.29/213.55  28125[6:Obv:28056.0] ||  -> equal(inverse(u),c)** equal(u,identity).
% 213.29/213.55  28136[6:Rew:28125.0,27804.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v)* equal(c,a) equal(u,v)*.
% 213.29/213.55  28151[6:Rew:28125.0,27137.1] ||  -> equal(u,identity) equal(inverse(c),c)** equal(inverse(u),b)** equal(a,u).
% 213.29/213.55  28184[6:Rew:28125.0,27579.1] ||  -> equal(identity,u) equal(c,a) equal(inverse(c),u)*.
% 213.29/213.55  28198[6:Rew:28125.1,27862.2] ||  -> equal(inverse(a),c)** equal(inverse(u),identity)** equal(inverse(u),identity)** equal(c,u).
% 213.29/213.55  28204[6:MRR:28184.1,5.0] ||  -> equal(identity,u) equal(inverse(c),u)*.
% 213.29/213.55  28212[6:Rew:28204.0,27815.0] ||  -> equal(inverse(identity),u)* equal(identity,u) equal(u,c) equal(inverse(c),a)**.
% 213.29/213.55  28231[6:Rew:28204.1,27634.1] ||  -> equal(multiply(c,u),identity)** equal(inverse(c),a) equal(inverse(u),identity).
% 213.29/213.55  28258[6:Rew:28204.1,27256.0] ||  -> equal(inverse(c),b) equal(multiply(inverse(multiply(u,v)),w),inverse(a))** equal(multiply(inverse(multiply(u,v)),w),identity) equal(multiply(v,inverse(c)),multiply(inverse(u),w)).
% 213.29/213.55  28386[6:Rew:28125.0,28151.2] ||  -> equal(u,identity) equal(inverse(c),c)** equal(c,b) equal(a,u)*.
% 213.29/213.55  28387[6:MRR:28386.2,7.0] ||  -> equal(u,identity) equal(inverse(c),c)** equal(a,u)*.
% 213.29/213.55  28389[6:Rew:28387.1,27616.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  28391[6:Rew:28389.1,27136.0] ||  -> equal(b,a) equal(inverse(a),inverse(u))* equal(inverse(u),identity) equal(c,u).
% 213.29/213.55  28397[6:Rew:21.0,28212.0] ||  -> equal(identity,u) equal(identity,u) equal(u,c)* equal(inverse(c),a)**.
% 213.29/213.55  28398[6:Obv:28397.0] ||  -> equal(identity,u) equal(u,c)* equal(inverse(c),a)**.
% 213.29/213.55  28417[6:Obv:28198.1] ||  -> equal(inverse(a),c)** equal(inverse(u),identity)** equal(c,u).
% 213.29/213.55  28425[6:Rew:28417.0,28391.1,28389.1,28391.1] ||  -> equal(b,a) equal(c,a) equal(inverse(u),identity)** equal(c,u).
% 213.29/213.55  28426[6:MRR:28425.0,28425.1,4.0,5.0] ||  -> equal(inverse(u),identity)** equal(c,u).
% 213.29/213.55  28432[6:Rew:28426.0,28113.2] ||  -> equal(multiply(b,u),a) equal(multiply(b,u),c)** equal(a,identity).
% 213.29/213.55  28433[6:MRR:28432.2,6.0] ||  -> equal(multiply(b,u),a) equal(multiply(b,u),c)**.
% 213.29/213.55  28436[6:Rew:28426.0,28121.2] ||  -> equal(multiply(u,b),a) equal(multiply(u,b),c)** equal(a,identity).
% 213.29/213.55  28437[6:MRR:28436.2,6.0] ||  -> equal(multiply(u,b),a) equal(multiply(u,b),c)**.
% 213.29/213.55  28438[6:Rew:28125.0,28136.1] ||  -> equal(identity,u)* equal(c,a)** equal(identity,v)* equal(c,a)** equal(u,v)*.
% 213.29/213.55  28439[6:Obv:28438.1] ||  -> equal(identity,u)* equal(identity,v)* equal(c,a)** equal(u,v)*.
% 213.29/213.55  28440[6:MRR:28439.2,5.0] ||  -> equal(identity,u)* equal(identity,v)* equal(u,v)*.
% 213.29/213.55  28469[6:Rew:28440.0,28398.2] ||  -> equal(identity,u) equal(u,c)* equal(inverse(identity),a)**.
% 213.29/213.55  28507[6:Rew:21.0,28469.2] ||  -> equal(identity,u) equal(u,c)* equal(a,identity).
% 213.29/213.55  28508[6:MRR:28507.2,6.0] ||  -> equal(identity,u) equal(u,c)*.
% 213.29/213.55  28511[6:Rew:28508.0,28437.0] ||  -> equal(a,identity) equal(multiply(u,b),c)**.
% 213.29/213.55  28520[6:Rew:28508.0,28433.0] ||  -> equal(a,identity) equal(multiply(b,u),c)**.
% 213.29/213.55  28555[6:MRR:28511.0,6.0] ||  -> equal(multiply(u,b),c)**.
% 213.29/213.55  28558[6:Rew:28555.0,28017.0] ||  -> equal(multiply(b,inverse(u)),inverse(c))**.
% 213.29/213.55  28559[6:Rew:28555.0,28018.0] ||  -> equal(multiply(b,multiply(inverse(u),v)),multiply(inverse(c),v))**.
% 213.29/213.55  28563[6:MRR:28520.0,6.0] ||  -> equal(multiply(b,u),c)**.
% 213.29/213.55  28564[6:Rew:28563.0,28558.0] ||  -> equal(inverse(c),c)**.
% 213.29/213.55  28592[6:Rew:28564.0,28231.1] ||  -> equal(multiply(c,u),identity)** equal(c,a) equal(inverse(u),identity).
% 213.29/213.55  28600[6:Rew:28563.0,28559.0,28564.0,28559.0] ||  -> equal(multiply(c,u),c)**.
% 213.29/213.55  28661[6:Rew:28600.0,28592.0] ||  -> equal(c,identity) equal(c,a) equal(inverse(u),identity)**.
% 213.29/213.55  28662[6:MRR:28661.0,28661.1,9.0,5.0] ||  -> equal(inverse(u),identity)**.
% 213.29/213.55  28677[6:Rew:28662.0,38.0] ||  -> equal(multiply(u,multiply(identity,v)),v)**.
% 213.29/213.55  28713[6:Rew:14.0,28677.0] ||  -> equal(multiply(u,v),v)**.
% 213.29/213.55  28954[6:Rew:28662.0,28258.3,28713.0,28258.3,28713.0,28258.3,28713.0,28258.2,28713.0,28258.1,28662.0,28258.1,28662.0,28258.0] ||  -> equal(b,identity)** equal(u,identity)* equal(u,identity)* equal(identity,u)*.
% 213.29/213.55  28955[6:Obv:28954.2] ||  -> equal(b,identity)** equal(identity,u)*.
% 213.29/213.55  28956[6:MRR:28955.0,8.0] ||  -> equal(identity,u)*.
% 213.29/213.55  28957[6:UnC:28956.0,6.0] ||  -> .
% 213.29/213.55  28971[6:Spt:28957.0,25326.0,26959.0] || equal(inverse(b),b)** -> .
% 213.29/213.55  28972[6:Spt:28957.0,25326.1,25326.2] ||  -> equal(inverse(b),a) equal(inverse(b),c)**.
% 213.29/213.55  28977[6:Rew:28972.1,25790.0] ||  -> equal(c,b) equal(inverse(b),a) equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  28978[6:MRR:28977.0,7.0] ||  -> equal(inverse(b),a) equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  28983[6:MRR:25423.3,28971.0] ||  -> equal(inverse(a),b) equal(inverse(a),a) equal(inverse(a),c)**.
% 213.29/213.55  28990[6:Rew:28983.2,25364.0] ||  -> equal(c,identity) equal(inverse(a),b) equal(inverse(a),a) equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  28991[6:MRR:28990.0,9.0] ||  -> equal(inverse(a),b) equal(inverse(a),a) equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  29050[7:Spt:28972.0] ||  -> equal(inverse(b),a)**.
% 213.29/213.55  29053[7:Rew:29050.0,25297.0] ||  -> equal(multiply(a,a),b)**.
% 213.29/213.55  29352[7:MRR:29053.0,25036.0] ||  -> .
% 213.29/213.55  29449[7:Spt:29352.0,28972.0,29050.0] || equal(inverse(b),a)** -> .
% 213.29/213.55  29450[7:Spt:29352.0,28972.1] ||  -> equal(inverse(b),c)**.
% 213.29/213.55  29453[7:Rew:29450.0,25297.0] ||  -> equal(multiply(c,a),b)**.
% 213.29/213.55  29462[7:Rew:29450.0,28978.0] ||  -> equal(c,a) equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  29463[7:MRR:29462.0,5.0] ||  -> equal(multiply(c,c),inverse(a))**.
% 213.29/213.55  29464[7:Rew:29463.0,24767.0] || equal(inverse(a),a)** -> .
% 213.29/213.55  29468[7:MRR:28983.1,29464.0] ||  -> equal(inverse(a),b) equal(inverse(a),c)**.
% 213.29/213.55  29484[7:Rew:29450.0,25295.0] ||  -> equal(multiply(b,multiply(inverse(a),u)),multiply(c,u))**.
% 213.29/213.55  29486[7:Rew:29450.0,28991.2,29468.1,28991.1] ||  -> equal(inverse(a),b) equal(c,a) equal(multiply(b,c),c)**.
% 213.29/213.55  29487[7:MRR:29486.1,5.0] ||  -> equal(inverse(a),b) equal(multiply(b,c),c)**.
% 213.29/213.55  30908[7:SpR:29450.0,2.0] ||  -> equal(multiply(b,c),identity)**.
% 213.29/213.55  30912[7:Rew:30908.0,29487.1] ||  -> equal(inverse(a),b)** equal(c,identity).
% 213.29/213.55  30921[7:MRR:30912.1,9.0] ||  -> equal(inverse(a),b)**.
% 213.29/213.55  30926[7:Rew:30921.0,29484.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(c,u))**.
% 213.29/213.55  30980[7:Rew:25298.0,30926.0] ||  -> equal(multiply(c,u),multiply(a,u))**.
% 213.29/213.55  30981[7:Rew:30980.0,29453.0] ||  -> equal(multiply(a,a),b)**.
% 213.29/213.55  31078[7:MRR:30981.0,25036.0] ||  -> .
% 213.29/213.55  31178[5:Spt:31078.0,12.0,25284.0] ||  -> equal(multiply(b,b),c)**.
% 213.29/213.55  31179[5:Spt:31078.0,12.1,12.2] || equal(multiply(b,multiply(b,b)),a) equal(multiply(b,multiply(b,multiply(b,b))),identity)** -> .
% 213.29/213.55  31182[5:Rew:31178.0,31179.1,31178.0,31179.0] || equal(multiply(b,c),a) equal(multiply(b,multiply(b,c)),identity)** -> .
% 213.29/213.55  31213[5:SpR:31178.0,37.0] ||  -> equal(multiply(inverse(b),c),b)**.
% 213.29/213.55  31229[5:SpR:31178.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(c,u))**.
% 213.29/213.55  31233[5:Rew:31229.0,31182.1] || equal(multiply(b,c),a) equal(multiply(c,c),identity)** -> .
% 213.29/213.55  31241[5:SpR:31213.0,16.0] ||  -> equal(multiply(inverse(b),multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  31263[5:SpR:31229.0,31229.0] ||  -> equal(multiply(c,multiply(b,u)),multiply(b,multiply(c,u)))**.
% 213.29/213.55  31268[5:SpR:2.0,31229.0] ||  -> equal(multiply(c,inverse(b)),multiply(b,identity))**.
% 213.29/213.55  31269[5:SpR:38.0,31229.0] ||  -> equal(multiply(c,multiply(inverse(b),u)),multiply(b,u))**.
% 213.29/213.55  31280[5:Rew:1.0,31268.0] ||  -> equal(multiply(c,inverse(b)),b)**.
% 213.29/213.55  31284[5:SpR:31280.0,37.0] ||  -> equal(multiply(inverse(c),b),inverse(b))**.
% 213.29/213.55  31318[5:SpR:3.1,31213.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(inverse(b),u),b)**.
% 213.29/213.55  31367[5:SpR:31178.0,138.0] ||  -> equal(multiply(b,inverse(c)),inverse(b))**.
% 213.29/213.55  31395[5:SpR:31367.0,16.0] ||  -> equal(multiply(b,multiply(inverse(c),u)),multiply(inverse(b),u))**.
% 213.29/213.55  31454[5:SpR:31229.0,173.0] ||  -> equal(multiply(inverse(multiply(c,u)),b),inverse(multiply(b,u)))**.
% 213.29/213.55  31513[5:SpR:72.3,31241.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(inverse(b),identity),multiply(b,u))*.
% 213.29/213.55  31528[5:SpL:72.3,31233.1] || equal(multiply(b,c),a)** equal(identity,identity) -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a).
% 213.29/213.55  31532[5:Rew:1.0,31513.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(b,u),inverse(b))**.
% 213.29/213.55  31534[5:Obv:31528.1] || equal(multiply(b,c),a)** -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a).
% 213.29/213.55  31535[5:Rew:31532.3,31534.0] || equal(inverse(b),a) -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  31543[5:SpR:31269.0,173.0] ||  -> equal(multiply(inverse(multiply(b,u)),c),inverse(multiply(inverse(b),u)))**.
% 213.29/213.55  31564[5:Rew:190.0,31543.0] ||  -> equal(multiply(inverse(multiply(b,u)),c),multiply(inverse(u),b))**.
% 213.29/213.55  33801[5:SpR:1799.3,31213.0] ||  -> equal(inverse(b),b) equal(inverse(b),a) equal(inverse(b),c)** equal(c,b).
% 213.29/213.55  33802[5:SpR:1799.3,31284.0] ||  -> equal(inverse(c),b) equal(inverse(c),a) equal(inverse(c),c)** equal(inverse(b),b).
% 213.29/213.55  33808[5:SpR:1799.3,31454.0] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(inverse(multiply(c,u)),c)** equal(inverse(multiply(b,u)),b).
% 213.29/213.55  33809[5:SpR:1799.3,31564.0] ||  -> equal(inverse(multiply(b,u)),b) equal(inverse(multiply(b,u)),a) equal(inverse(multiply(b,u)),c) equal(multiply(inverse(u),b),c)**.
% 213.29/213.55  33824[5:MRR:33801.3,7.0] ||  -> equal(inverse(b),b) equal(inverse(b),a) equal(inverse(b),c)**.
% 213.29/213.55  33855[6:Spt:33824.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  34911[6:SpR:33855.0,15.0] ||  -> equal(multiply(b,b),identity)**.
% 213.29/213.55  34928[6:Rew:31178.0,34911.0] ||  -> equal(c,identity)**.
% 213.29/213.55  34929[6:MRR:34928.0,9.0] ||  -> .
% 213.29/213.55  35405[6:Spt:34929.0,33824.0,33855.0] || equal(inverse(b),b)** -> .
% 213.29/213.55  35406[6:Spt:34929.0,33824.1,33824.2] ||  -> equal(inverse(b),a) equal(inverse(b),c)**.
% 213.29/213.55  35409[6:MRR:33802.3,35405.0] ||  -> equal(inverse(c),b) equal(inverse(c),a) equal(inverse(c),c)**.
% 213.29/213.55  35412[6:Rew:35409.2,31535.1] || equal(inverse(b),a) -> equal(c,identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  35413[6:MRR:35412.1,9.0] || equal(inverse(b),a) -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  35462[7:Spt:35406.0] ||  -> equal(inverse(b),a)**.
% 213.29/213.55  35464[7:Rew:35462.0,31280.0] ||  -> equal(multiply(c,a),b)**.
% 213.29/213.55  35468[7:Rew:35462.0,35413.0] || equal(a,a) -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  35473[7:Rew:35462.0,31395.0] ||  -> equal(multiply(b,multiply(inverse(c),u)),multiply(a,u))**.
% 213.29/213.55  35478[7:Rew:35462.0,31318.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,u),b)**.
% 213.29/213.55  35588[7:Rew:35462.0,2937.1] ||  -> equal(inverse(c),u)* equal(a,u) equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u).
% 213.29/213.55  35767[7:Obv:35468.0] ||  -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  35813[7:Obv:35588.1] ||  -> equal(inverse(c),u)* equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u).
% 213.29/213.55  35814[7:Rew:35767.0,35813.0] ||  -> equal(b,u)* equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u)*.
% 213.29/213.55  35815[7:Obv:35814.0] ||  -> equal(u,identity) equal(u,a) equal(inverse(c),a)** equal(b,u)*.
% 213.29/213.55  35818[7:Rew:35815.2,868.3] ||  -> equal(u,identity) equal(u,a) equal(b,u) equal(multiply(a,u),identity)**.
% 213.29/213.55  35867[7:Rew:35478.3,35818.3] ||  -> equal(u,identity) equal(u,a) equal(b,u)* equal(b,identity)**.
% 213.29/213.55  35868[7:MRR:35867.3,8.0] ||  -> equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  35891[7:Rew:35868.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  35896[7:MRR:35891.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  35914[7:Rew:35896.1,3305.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,b) equal(multiply(u,multiply(b,v)),v)**.
% 213.29/213.55  35916[7:Rew:35896.1,3303.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,b) equal(multiply(u,b),identity)**.
% 213.29/213.55  35933[7:Rew:35896.2,1554.1] ||  -> equal(identity,u) equal(c,a) equal(inverse(u),b) equal(multiply(a,u),identity)**.
% 213.29/213.55  35986[7:MRR:35916.2,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,b),identity)**.
% 213.29/213.55  35989[7:MRR:35933.1,5.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(multiply(a,u),identity)**.
% 213.29/213.55  36007[7:MRR:35914.2,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,multiply(b,v)),v)**.
% 213.29/213.55  36145[7:SpR:35462.0,37.0] ||  -> equal(multiply(a,multiply(b,u)),u)**.
% 213.29/213.55  36146[7:SpR:35462.0,38.0] ||  -> equal(multiply(b,multiply(a,u)),u)**.
% 213.29/213.55  36337[7:SpR:35464.0,138.0] ||  -> equal(multiply(a,inverse(b)),inverse(c))**.
% 213.29/213.55  36347[7:Rew:35462.0,36337.0] ||  -> equal(multiply(a,a),inverse(c))**.
% 213.29/213.55  36348[7:Rew:36347.0,25036.0] || equal(inverse(c),b)** -> .
% 213.29/213.55  36349[7:MRR:35767.0,36348.0] ||  -> equal(inverse(c),a)**.
% 213.29/213.55  36350[7:Rew:36349.0,35473.0] ||  -> equal(multiply(b,multiply(a,u)),multiply(a,u))**.
% 213.29/213.55  36403[7:Rew:36146.0,36350.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.55  36430[7:Rew:36403.0,36145.0] ||  -> equal(multiply(b,u),u)**.
% 213.29/213.55  36433[7:Rew:36403.0,35989.2] ||  -> equal(identity,u) equal(inverse(u),b)** equal(u,identity).
% 213.29/213.55  36449[7:Rew:36430.0,36007.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,v),v)**.
% 213.29/213.55  36531[7:Obv:36433.0] ||  -> equal(inverse(u),b)** equal(u,identity).
% 213.29/213.55  36535[7:Rew:36531.0,35986.1] ||  -> equal(identity,u) equal(b,a) equal(multiply(u,b),identity)**.
% 213.29/213.55  36555[7:MRR:36535.1,4.0] ||  -> equal(identity,u) equal(multiply(u,b),identity)**.
% 213.29/213.55  36556[7:Rew:36531.0,36449.1] ||  -> equal(identity,u) equal(b,a) equal(multiply(u,v),v)**.
% 213.29/213.55  36557[7:MRR:36556.1,4.0] ||  -> equal(identity,u) equal(multiply(u,v),v)**.
% 213.29/213.55  36558[7:Rew:36557.1,36555.1] ||  -> equal(identity,u)* equal(b,identity)**.
% 213.29/213.55  36559[7:AED:4.0,36558.0] ||  -> equal(b,identity)**.
% 213.29/213.55  36560[7:MRR:36559.0,8.0] ||  -> .
% 213.29/213.55  36638[7:Spt:36560.0,35406.0,35462.0] || equal(inverse(b),a)** -> .
% 213.29/213.55  36639[7:Spt:36560.0,35406.1] ||  -> equal(inverse(b),c)**.
% 213.29/213.55  36642[7:Rew:36639.0,31213.0] ||  -> equal(multiply(c,c),b)**.
% 213.29/213.55  36647[7:Rew:36639.0,31241.0] ||  -> equal(multiply(c,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  36654[7:Rew:36639.0,1320.0] ||  -> equal(c,u) equal(inverse(a),u)* equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  36655[7:Rew:36639.0,2858.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(c),u)* equal(c,u).
% 213.29/213.55  36656[7:Rew:36639.0,2998.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,u) equal(inverse(u),c)**.
% 213.29/213.55  36664[7:Rew:36639.0,805.3] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(c),u)* equal(c,u).
% 213.29/213.55  36669[7:Rew:36639.0,1317.0] ||  -> equal(c,u) equal(inverse(a),u) equal(identity,u) equal(multiply(u,c),identity)**.
% 213.29/213.55  36670[7:Rew:36639.0,1318.0] ||  -> equal(c,u) equal(inverse(a),u) equal(identity,u) equal(multiply(c,u),identity)**.
% 213.29/213.55  36676[7:Rew:36639.0,1171.2] ||  -> equal(u,identity) equal(inverse(c),inverse(u))* equal(inverse(u),c) equal(a,u).
% 213.29/213.55  36801[7:Rew:36639.0,1431.0] ||  -> equal(inverse(u),c) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  36872[7:Rew:36639.0,3410.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),c)**.
% 213.29/213.55  36907[7:Rew:36639.0,2990.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),inverse(c))** equal(multiply(u,inverse(v)),c) equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  37019[7:SpR:36639.0,50.0] ||  -> equal(inverse(c),b)**.
% 213.29/213.55  37021[7:SpR:36639.0,15.0] ||  -> equal(multiply(c,b),identity)**.
% 213.29/213.55  37022[7:SpR:36639.0,37.0] ||  -> equal(multiply(c,multiply(b,u)),u)**.
% 213.29/213.55  37024[7:SpR:36639.0,190.0] ||  -> equal(multiply(inverse(u),b),inverse(multiply(c,u)))**.
% 213.29/213.55  37025[7:SpR:36639.0,155.0] ||  -> equal(multiply(c,inverse(u)),inverse(multiply(u,b)))**.
% 213.29/213.55  37027[7:SpR:36639.0,157.0] ||  -> equal(multiply(b,inverse(u)),inverse(multiply(u,c)))**.
% 213.29/213.55  37028[7:SpR:36639.0,155.0] ||  -> equal(multiply(inverse(u),c),inverse(multiply(b,u)))**.
% 213.29/213.55  37029[7:SpR:36639.0,215.0] ||  -> equal(multiply(inverse(multiply(b,u)),v),multiply(inverse(u),multiply(c,v)))**.
% 213.29/213.55  37061[7:Rew:37019.0,36676.1] ||  -> equal(u,identity) equal(inverse(u),b) equal(inverse(u),c)** equal(a,u).
% 213.29/213.55  37128[7:Rew:37019.0,36664.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(b,u) equal(c,u).
% 213.29/213.55  37131[7:Rew:37019.0,36655.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(b,u) equal(c,u).
% 213.29/213.55  37186[7:Rew:37019.0,36907.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  37226[7:Rew:31263.0,37022.0] ||  -> equal(multiply(b,multiply(c,u)),u)**.
% 213.29/213.55  37227[7:Rew:37226.0,31263.0] ||  -> equal(multiply(c,multiply(b,u)),u)**.
% 213.29/213.55  37248[7:Rew:37024.0,33809.3] ||  -> equal(inverse(multiply(b,u)),b) equal(inverse(multiply(b,u)),a) equal(inverse(multiply(b,u)),c) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  37256[7:Rew:37025.0,12044.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(multiply(w,v))),inverse(multiply(w,b)))**.
% 213.29/213.55  37267[7:Rew:37025.0,3121.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(u,inverse(multiply(v,b)))*.
% 213.29/213.55  37311[7:Rew:37028.0,1700.3] ||  -> equal(identity,u) equal(inverse(u),b) equal(inverse(u),a) equal(inverse(multiply(b,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  37392[7:Rew:37128.1,1612.0] ||  -> equal(inverse(a),a)** equal(inverse(u),identity)** equal(u,b) equal(c,u).
% 213.29/213.55  37986[7:SpR:190.0,37024.0] ||  -> equal(inverse(multiply(c,multiply(inverse(u),v))),multiply(multiply(inverse(v),u),b))**.
% 213.29/213.55  38004[7:Rew:16.0,37986.0] ||  -> equal(inverse(multiply(c,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,b)))**.
% 213.29/213.55  38035[0:SpR:72.3,38.0] ||  -> equal(inverse(multiply(inverse(c),u)),identity) equal(inverse(multiply(inverse(c),u)),b)** equal(inverse(multiply(inverse(c),u)),a) equal(identity,u).
% 213.29/213.55  38057[0:Rew:190.0,38035.2,190.0,38035.1,190.0,38035.0] ||  -> equal(multiply(inverse(u),c),identity) equal(multiply(inverse(u),c),b)** equal(multiply(inverse(u),c),a) equal(identity,u).
% 213.29/213.55  39916[8:Spt:37392.1,37392.2,37392.3] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u).
% 213.29/213.55  39917[8:Rew:39916.0,37131.1] ||  -> equal(identity,u) equal(a,identity) equal(b,u) equal(c,u)*.
% 213.29/213.55  39928[8:MRR:39917.1,6.0] ||  -> equal(identity,u) equal(b,u) equal(c,u)*.
% 213.29/213.55  40838[8:SpL:39928.2,5.0] || equal(u,a) -> equal(identity,u) equal(b,u)*.
% 213.29/213.55  41557[8:SpL:40838.2,4.0] || equal(u,a)* equal(u,a)* -> equal(identity,u).
% 213.29/213.55  41566[8:Obv:41557.0] || equal(u,a)* -> equal(identity,u).
% 213.29/213.55  41571[8:EqR:41566.0] ||  -> equal(a,identity)**.
% 213.29/213.55  41572[8:MRR:41571.0,6.0] ||  -> .
% 213.29/213.55  41573[8:Spt:41572.0,37392.0] ||  -> equal(inverse(a),a)**.
% 213.29/213.55  41584[8:Rew:41573.0,36654.1] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  41589[8:Rew:41573.0,36670.1] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(c,u),identity)**.
% 213.29/213.55  41590[8:Rew:41573.0,36669.1] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(u,c),identity)**.
% 213.29/213.55  41660[8:Rew:41573.0,36801.1] ||  -> equal(inverse(u),c) equal(inverse(u),a) equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  41803[8:SpR:41573.0,2.0] ||  -> equal(multiply(a,a),identity)**.
% 213.29/213.55  41805[8:SpR:41573.0,37.0] ||  -> equal(multiply(a,multiply(a,u)),u)**.
% 213.29/213.55  41807[8:SpR:41573.0,190.0] ||  -> equal(multiply(inverse(u),a),inverse(multiply(a,u)))**.
% 213.29/213.55  41808[8:SpR:41573.0,155.0] ||  -> equal(multiply(a,inverse(u)),inverse(multiply(u,a)))**.
% 213.29/213.55  41810[8:SpR:41573.0,37024.0] ||  -> equal(inverse(multiply(c,a)),multiply(a,b))**.
% 213.29/213.55  41811[8:SpR:41573.0,37025.0] ||  -> equal(inverse(multiply(a,b)),multiply(c,a))**.
% 213.29/213.55  41812[8:SpR:41573.0,37027.0] ||  -> equal(inverse(multiply(a,c)),multiply(b,a))**.
% 213.29/213.55  41813[8:SpR:41573.0,37028.0] ||  -> equal(inverse(multiply(b,a)),multiply(a,c))**.
% 213.29/213.55  42093[8:SpR:41810.0,37025.0] ||  -> equal(inverse(multiply(multiply(c,a),b)),multiply(c,multiply(a,b)))**.
% 213.29/213.55  42097[8:SpR:41810.0,155.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(multiply(c,a),u)))**.
% 213.29/213.55  42116[8:Rew:16.0,42093.0] ||  -> equal(inverse(multiply(c,multiply(a,b))),multiply(c,multiply(a,b)))**.
% 213.29/213.55  42129[8:Rew:16.0,42097.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(c,multiply(a,u))))**.
% 213.29/213.55  42146[8:SpR:41811.0,37028.0] ||  -> equal(inverse(multiply(b,multiply(a,b))),multiply(multiply(c,a),c))**.
% 213.29/213.55  42167[8:Rew:16.0,42146.0] ||  -> equal(inverse(multiply(b,multiply(a,b))),multiply(c,multiply(a,c)))**.
% 213.29/213.55  42250[8:SpR:41812.0,190.0] ||  -> equal(multiply(inverse(u),multiply(a,c)),inverse(multiply(multiply(b,a),u)))**.
% 213.29/213.55  42256[8:SpR:41812.0,37028.0] ||  -> equal(inverse(multiply(b,multiply(a,c))),multiply(multiply(b,a),c))**.
% 213.29/213.55  42258[8:SpR:41812.0,155.0] ||  -> equal(multiply(inverse(u),multiply(b,a)),inverse(multiply(multiply(a,c),u)))**.
% 213.29/213.55  42279[8:Rew:16.0,42256.0] ||  -> equal(inverse(multiply(b,multiply(a,c))),multiply(b,multiply(a,c)))**.
% 213.29/213.55  42283[8:Rew:16.0,42250.0] ||  -> equal(multiply(inverse(u),multiply(a,c)),inverse(multiply(b,multiply(a,u))))**.
% 213.29/213.55  42290[8:Rew:16.0,42258.0] ||  -> equal(multiply(inverse(u),multiply(b,a)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  42545[8:SpR:3.1,42116.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(inverse(multiply(c,c)),multiply(c,c))**.
% 213.29/213.55  42574[8:Rew:36639.0,42545.3,36642.0,42545.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a) equal(c,b).
% 213.29/213.55  42575[8:MRR:42574.3,7.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.55  42653[8:SpR:42167.0,41808.0] ||  -> equal(inverse(multiply(multiply(b,multiply(a,b)),a)),multiply(a,multiply(c,multiply(a,c))))**.
% 213.29/213.55  42679[8:Rew:16.0,42653.0,16.0,42653.0] ||  -> equal(inverse(multiply(b,multiply(a,multiply(b,a)))),multiply(a,multiply(c,multiply(a,c))))**.
% 213.29/213.55  42721[8:SpR:3.1,42279.0] ||  -> equal(multiply(b,multiply(a,c)),identity) equal(multiply(b,multiply(a,c)),b)** equal(multiply(b,multiply(a,c)),a) equal(inverse(c),c).
% 213.29/213.55  42747[8:Rew:37019.0,42721.3] ||  -> equal(multiply(b,multiply(a,c)),identity) equal(multiply(b,multiply(a,c)),b)** equal(multiply(b,multiply(a,c)),a) equal(c,b).
% 213.29/213.55  42748[8:MRR:42747.3,7.0] ||  -> equal(multiply(b,multiply(a,c)),identity) equal(multiply(b,multiply(a,c)),b)** equal(multiply(b,multiply(a,c)),a).
% 213.29/213.55  44519[8:SpR:42279.0,42283.0] ||  -> equal(inverse(multiply(b,multiply(a,multiply(b,multiply(a,c))))),multiply(multiply(b,multiply(a,c)),multiply(a,c)))**.
% 213.29/213.55  44556[8:Rew:16.0,44519.0,16.0,44519.0] ||  -> equal(inverse(multiply(b,multiply(a,multiply(b,multiply(a,c))))),multiply(b,multiply(a,multiply(c,multiply(a,c)))))**.
% 213.29/213.55  44587[8:SpR:42290.0,68.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(multiply(a,multiply(c,v)))),multiply(c,multiply(b,a)))**.
% 213.29/213.55  44669[8:Rew:37227.0,44587.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(multiply(a,multiply(c,v)))),a)**.
% 213.29/213.55  45110[8:SpR:41584.3,42279.0] ||  -> equal(multiply(b,multiply(a,c)),c)** equal(multiply(b,multiply(a,c)),a) equal(multiply(b,multiply(a,c)),identity) equal(multiply(b,multiply(a,c)),c)**.
% 213.29/213.55  45141[8:Obv:45110.0] ||  -> equal(multiply(b,multiply(a,c)),a) equal(multiply(b,multiply(a,c)),identity) equal(multiply(b,multiply(a,c)),c)**.
% 213.29/213.55  45142[8:Rew:42748.1,45141.2] ||  -> equal(multiply(b,multiply(a,c)),a)** equal(multiply(b,multiply(a,c)),identity) equal(c,b).
% 213.29/213.55  45143[8:MRR:45142.2,7.0] ||  -> equal(multiply(b,multiply(a,c)),a)** equal(multiply(b,multiply(a,c)),identity).
% 213.29/213.55  46012[9:Spt:45143.0] ||  -> equal(multiply(b,multiply(a,c)),a)**.
% 213.29/213.55  46042[9:SpR:46012.0,37227.0] ||  -> equal(multiply(c,a),multiply(a,c))**.
% 213.29/213.55  46051[9:SpR:46012.0,180.0] ||  -> equal(multiply(inverse(multiply(b,u)),a),multiply(inverse(u),multiply(a,c)))**.
% 213.29/213.55  46070[9:Rew:46042.0,41810.0] ||  -> equal(inverse(multiply(a,c)),multiply(a,b))**.
% 213.29/213.55  46071[9:Rew:46042.0,41811.0] ||  -> equal(inverse(multiply(a,b)),multiply(a,c))**.
% 213.29/213.55  46110[9:Rew:41812.0,46070.0] ||  -> equal(multiply(b,a),multiply(a,b))**.
% 213.29/213.55  46113[9:Rew:46110.0,42290.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  46203[9:Rew:41807.0,46051.0] ||  -> equal(multiply(inverse(u),multiply(a,c)),inverse(multiply(a,multiply(b,u))))**.
% 213.29/213.55  46204[9:Rew:42129.0,46113.0] ||  -> equal(inverse(multiply(c,multiply(a,u))),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  46205[9:Rew:46204.0,42129.0] ||  -> equal(multiply(inverse(u),multiply(a,b)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  46591[9:SpR:46042.0,16.0] ||  -> equal(multiply(multiply(a,c),u),multiply(c,multiply(a,u)))**.
% 213.29/213.55  46597[9:SpR:46042.0,96.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,multiply(a,c)),a)**.
% 213.29/213.55  46616[9:Rew:16.0,46591.0] ||  -> equal(multiply(c,multiply(a,u)),multiply(a,multiply(c,u)))**.
% 213.29/213.55  46913[7:SpR:37267.1,37024.0] ||  -> equal(multiply(inverse(u),b),identity) equal(multiply(inverse(u),b),a)** equal(inverse(u),inverse(multiply(b,b))) equal(inverse(multiply(c,u)),b).
% 213.29/213.55  47007[7:Rew:37019.0,46913.2,31178.0,46913.2,37024.0,46913.1,37024.0,46913.0] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(multiply(c,u)),a) equal(inverse(u),b) equal(inverse(multiply(c,u)),b)**.
% 213.29/213.55  48131[9:SpR:37128.1,46205.0] ||  -> equal(inverse(u),identity) equal(b,u) equal(c,u) equal(inverse(multiply(a,multiply(c,u))),multiply(a,multiply(a,b)))**.
% 213.29/213.55  48176[9:Rew:41805.0,48131.3] ||  -> equal(inverse(u),identity) equal(b,u) equal(c,u) equal(inverse(multiply(a,multiply(c,u))),b)**.
% 213.29/213.55  48641[9:SpR:36656.3,46203.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,u) equal(inverse(multiply(a,multiply(b,u))),multiply(c,multiply(a,c)))**.
% 213.29/213.55  48694[9:Rew:36642.0,48641.3,46616.0,48641.3] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,u) equal(inverse(multiply(a,multiply(b,u))),multiply(a,b))**.
% 213.29/213.55  49070[7:SpR:3122.1,38004.0] ||  -> equal(multiply(inverse(u),inverse(v)),identity) equal(multiply(inverse(u),inverse(v)),a) equal(inverse(u),multiply(c,v)) equal(multiply(inverse(inverse(v)),multiply(u,b)),inverse(multiply(c,b)))**.
% 213.29/213.55  49081[0:SpR:3122.1,154.0] ||  -> equal(multiply(inverse(multiply(u,v)),inverse(w)),identity) equal(multiply(inverse(multiply(u,v)),inverse(w)),a)** equal(inverse(multiply(u,v)),multiply(c,w)) equal(multiply(v,b),multiply(inverse(u),inverse(w))).
% 213.29/213.55  49176[7:Rew:50.0,49070.3,21.0,49070.3,37021.0,49070.3,155.0,49070.1,155.0,49070.0] ||  -> equal(inverse(multiply(u,v)),identity) equal(inverse(multiply(u,v)),a) equal(inverse(v),multiply(c,u)) equal(multiply(u,multiply(v,b)),identity)**.
% 213.29/213.55  49192[0:Rew:155.0,49081.3,155.0,49081.1,155.0,49081.0] ||  -> equal(inverse(multiply(u,multiply(v,w))),identity) equal(inverse(multiply(u,multiply(v,w))),a)** equal(inverse(multiply(v,w)),multiply(c,u)) equal(multiply(w,b),inverse(multiply(u,v))).
% 213.29/213.55  49385[8:SpR:41589.3,36647.0] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(c,identity),multiply(b,u))*.
% 213.29/213.55  49438[8:Rew:1.0,49385.3] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(b,u),c)**.
% 213.29/213.55  49506[8:SpR:41590.3,37029.0] ||  -> equal(inverse(multiply(b,u)),c) equal(inverse(multiply(b,u)),a) equal(inverse(multiply(b,u)),identity) equal(multiply(inverse(u),multiply(c,c)),identity)**.
% 213.29/213.55  49557[8:Rew:37024.0,49506.3,36642.0,49506.3] ||  -> equal(inverse(multiply(b,u)),c) equal(inverse(multiply(b,u)),a) equal(inverse(multiply(b,u)),identity) equal(inverse(multiply(c,u)),identity)**.
% 213.29/213.55  51045[8:SpR:49438.3,138.0] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(u,inverse(c)),inverse(b))**.
% 213.29/213.55  51100[8:Rew:37019.0,51045.3,36639.0,51045.3] ||  -> equal(c,u) equal(a,u) equal(identity,u) equal(multiply(u,b),c)**.
% 213.29/213.55  51175[8:SpR:51100.3,173.0] ||  -> equal(inverse(multiply(b,u)),c)** equal(inverse(multiply(b,u)),a) equal(inverse(multiply(b,u)),identity) equal(inverse(u),c).
% 213.29/213.55  51454[0:SpR:173.0,126.3] ||  -> equal(inverse(multiply(u,inverse(multiply(c,v)))),identity) equal(inverse(multiply(u,inverse(multiply(c,v)))),b)** equal(inverse(multiply(u,inverse(multiply(c,v)))),a) equal(multiply(u,inverse(v)),identity).
% 213.29/213.55  51536[0:Rew:16.0,51454.2,157.0,51454.2,16.0,51454.1,157.0,51454.1,16.0,51454.0,157.0,51454.0] ||  -> equal(multiply(c,multiply(u,inverse(v))),identity) equal(multiply(c,multiply(u,inverse(v))),b)** equal(multiply(c,multiply(u,inverse(v))),a) equal(multiply(v,inverse(u)),identity).
% 213.29/213.55  51726[10:Spt:42575.0] ||  -> equal(multiply(a,b),identity)**.
% 213.29/213.55  51728[10:Rew:51726.0,46071.0] ||  -> equal(multiply(a,c),inverse(identity))**.
% 213.29/213.55  51730[10:Rew:51726.0,46205.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),multiply(inverse(u),identity))**.
% 213.29/213.55  51755[10:Rew:51726.0,48694.3] ||  -> equal(identity,u) equal(inverse(u),a) equal(c,u) equal(inverse(multiply(a,multiply(b,u))),identity)**.
% 213.29/213.55  51782[10:Rew:21.0,51728.0] ||  -> equal(multiply(a,c),identity)**.
% 213.29/213.55  51784[10:Rew:51782.0,46203.0] ||  -> equal(inverse(multiply(a,multiply(b,u))),multiply(inverse(u),identity))**.
% 213.29/213.55  51835[10:Rew:1.0,51730.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),inverse(u))**.
% 213.29/213.55  51836[10:Rew:51835.0,48176.3] ||  -> equal(inverse(u),identity) equal(b,u) equal(c,u) equal(inverse(u),b)**.
% 213.29/213.55  51854[10:Rew:1.0,51784.0] ||  -> equal(inverse(multiply(a,multiply(b,u))),inverse(u))**.
% 213.29/213.55  51874[10:Rew:37128.1,51836.3] ||  -> equal(inverse(u),identity)** equal(b,u) equal(c,u) equal(b,a).
% 213.29/213.55  51875[10:MRR:51874.3,4.0] ||  -> equal(inverse(u),identity)** equal(b,u) equal(c,u).
% 213.29/213.55  51876[10:Rew:51875.0,37131.1] ||  -> equal(identity,u) equal(a,identity) equal(b,u) equal(c,u)*.
% 213.29/213.55  51887[10:MRR:51876.1,6.0] ||  -> equal(identity,u) equal(b,u) equal(c,u)*.
% 213.29/213.55  51915[10:Rew:51887.0,1806.1] ||  -> equal(multiply(u,v),b) equal(a,identity) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  51925[10:Rew:51887.0,33808.1] ||  -> equal(inverse(multiply(c,u)),b) equal(a,identity) equal(inverse(multiply(c,u)),c)** equal(inverse(multiply(b,u)),b).
% 213.29/213.55  51927[10:Rew:51887.0,37248.1] ||  -> equal(inverse(multiply(b,u)),b) equal(a,identity) equal(inverse(multiply(b,u)),c) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  51936[10:Rew:51887.0,1848.1] ||  -> equal(inverse(u),b) equal(a,identity) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  51937[10:Rew:51887.0,1556.3] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b) equal(a,identity).
% 213.29/213.55  51977[10:Rew:51887.1,51175.1] ||  -> equal(inverse(multiply(b,u)),c)** equal(b,a) equal(inverse(multiply(b,u)),identity) equal(inverse(u),c).
% 213.29/213.55  51978[10:Rew:51887.1,49557.1] ||  -> equal(inverse(multiply(b,u)),c) equal(b,a) equal(inverse(multiply(b,u)),identity) equal(inverse(multiply(c,u)),identity)**.
% 213.29/213.55  51996[10:Rew:51887.1,41660.1] ||  -> equal(inverse(u),c) equal(b,a) equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  52283[10:Rew:51887.2,47007.1] ||  -> equal(inverse(multiply(c,u)),identity) equal(c,a) equal(inverse(u),b) equal(inverse(multiply(c,u)),b)**.
% 213.29/213.55  52398[10:MRR:51937.3,6.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b).
% 213.29/213.55  52400[10:Rew:52398.2,36656.1] ||  -> equal(identity,u) equal(b,a) equal(c,u) equal(inverse(u),c)**.
% 213.29/213.55  52425[10:Rew:52398.1,37311.2] ||  -> equal(identity,u) equal(inverse(u),b) equal(c,a) equal(inverse(multiply(b,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  52461[10:MRR:52400.1,4.0] ||  -> equal(identity,u) equal(c,u) equal(inverse(u),c)**.
% 213.29/213.55  52561[10:MRR:51936.1,6.0] ||  -> equal(inverse(u),b) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  52607[10:MRR:51915.1,6.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  52620[10:Rew:52461.2,51755.3,51854.0,51755.3,52461.2,51755.1] ||  -> equal(identity,u) equal(c,a)** equal(c,u)* equal(c,identity).
% 213.29/213.55  52621[10:MRR:52620.1,52620.3,5.0,9.0] ||  -> equal(identity,u) equal(c,u)*.
% 213.29/213.55  52631[10:Rew:52621.0,52607.0] ||  -> equal(b,identity) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  52634[10:Rew:52621.0,52561.0] ||  -> equal(b,identity) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  52635[10:Rew:52621.0,52398.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity).
% 213.29/213.55  52725[10:Rew:52621.1,49176.1] ||  -> equal(inverse(multiply(u,v)),identity) equal(c,a) equal(inverse(v),multiply(c,u)) equal(multiply(u,multiply(v,b)),identity)**.
% 213.29/213.55  52736[10:MRR:52635.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  52766[10:MRR:52631.0,8.0] ||  -> equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  52768[10:MRR:52634.0,8.0] ||  -> equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  52817[10:MRR:51977.1,4.0] ||  -> equal(inverse(multiply(b,u)),c)** equal(inverse(multiply(b,u)),identity) equal(inverse(u),c).
% 213.29/213.55  52824[10:MRR:52283.1,5.0] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(u),b) equal(inverse(multiply(c,u)),b)**.
% 213.29/213.55  52836[10:Rew:52736.1,52425.1] ||  -> equal(identity,u) equal(c,b) equal(c,a) equal(inverse(multiply(b,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  52837[10:MRR:52836.1,52836.2,7.0,5.0] ||  -> equal(identity,u) equal(inverse(multiply(b,v)),inverse(multiply(u,v)))*.
% 213.29/213.55  52854[10:Rew:52768.1,51996.3] ||  -> equal(inverse(u),c)** equal(b,a) equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(v))**.
% 213.29/213.55  52855[10:MRR:52854.1,4.0] ||  -> equal(inverse(u),c)** equal(inverse(u),identity) equal(inverse(multiply(c,v)),inverse(v))**.
% 213.29/213.55  52929[10:MRR:51925.1,6.0] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),c)** equal(inverse(multiply(b,u)),b).
% 213.29/213.55  52930[10:MRR:51927.1,6.0] ||  -> equal(inverse(multiply(b,u)),b) equal(inverse(multiply(b,u)),c) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  52936[10:Rew:52817.2,51978.3,52855.2,51978.3] ||  -> equal(inverse(multiply(b,u)),c)** equal(b,a) equal(inverse(multiply(b,u)),identity) equal(c,identity).
% 213.29/213.55  52937[10:MRR:52936.1,52936.3,4.0,9.0] ||  -> equal(inverse(multiply(b,u)),c)** equal(inverse(multiply(b,u)),identity).
% 213.29/213.55  52940[10:Rew:52937.1,52930.0] ||  -> equal(b,identity) equal(inverse(multiply(b,u)),c) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  52943[10:MRR:52940.0,8.0] ||  -> equal(inverse(multiply(b,u)),c) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  52944[10:Rew:52943.0,52929.2] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),c)** equal(c,b).
% 213.29/213.55  52945[10:MRR:52944.2,7.0] ||  -> equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),c)**.
% 213.29/213.55  52949[10:Rew:52945.1,52824.0] ||  -> equal(c,identity) equal(inverse(u),b) equal(inverse(multiply(c,u)),b)**.
% 213.29/213.55  52954[10:Rew:52736.1,52949.2,52766.0,52949.2,52837.1,52949.2] ||  -> equal(c,identity) equal(inverse(u),b)** equal(c,b).
% 213.29/213.55  52955[10:MRR:52954.0,52954.2,9.0,7.0] ||  -> equal(inverse(u),b)**.
% 213.29/213.55  53054[10:Rew:52955.0,52768.0] ||  -> equal(c,b) equal(multiply(u,v),v)**.
% 213.29/213.55  53163[10:MRR:53054.0,7.0] ||  -> equal(multiply(u,v),v)**.
% 213.29/213.55  53258[10:Rew:53163.0,52725.3,53163.0,52725.3,52955.0,52725.2,53163.0,52725.2,52955.0,52725.0] ||  -> equal(b,identity) equal(c,a)** equal(b,u)* equal(b,identity).
% 213.29/213.55  53259[10:Obv:53258.0] ||  -> equal(c,a)** equal(b,u)* equal(b,identity).
% 213.29/213.55  53260[10:Con:53259.1] ||  -> equal(c,a)** equal(b,identity).
% 213.29/213.55  53261[10:MRR:53260.0,53260.1,5.0,8.0] ||  -> .
% 213.29/213.55  53316[10:Spt:53261.0,42575.0,51726.0] || equal(multiply(a,b),identity)** -> .
% 213.29/213.55  53317[10:Spt:53261.0,42575.1,42575.2] ||  -> equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.55  53346[11:Spt:53317.0] ||  -> equal(multiply(a,b),b)**.
% 213.29/213.55  53348[11:Rew:53346.0,46110.0] ||  -> equal(multiply(b,a),b)**.
% 213.29/213.55  53350[11:Rew:53346.0,46071.0] ||  -> equal(multiply(a,c),inverse(b))**.
% 213.29/213.55  53402[11:Rew:36639.0,53350.0] ||  -> equal(multiply(a,c),c)**.
% 213.29/213.55  53427[11:Rew:53402.0,46597.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,c),a)**.
% 213.29/213.55  53501[11:Rew:73.3,53427.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(a,identity).
% 213.29/213.55  53502[11:MRR:53501.3,6.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  53517[11:Rew:53502.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  53607[11:MRR:53517.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  53623[11:Rew:53607.1,36656.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(c,u) equal(c,b).
% 213.29/213.55  53638[11:Rew:53607.2,37061.2] ||  -> equal(u,identity) equal(inverse(u),b)** equal(c,a) equal(a,u).
% 213.29/213.55  53639[11:MRR:53623.3,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  53643[11:Rew:53639.1,41584.3] ||  -> equal(c,u)* equal(a,u) equal(identity,u) equal(c,a)**.
% 213.29/213.55  53646[11:MRR:53643.3,5.0] ||  -> equal(c,u)* equal(a,u) equal(identity,u).
% 213.29/213.55  53913[11:Rew:53646.0,53502.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)**.
% 213.29/213.55  53969[11:MRR:53913.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)**.
% 213.29/213.55  53970[11:Rew:53969.0,53607.1] ||  -> equal(identity,u) equal(b,identity) equal(inverse(u),a)**.
% 213.29/213.55  53973[11:MRR:53970.1,8.0] ||  -> equal(identity,u) equal(inverse(u),a)**.
% 213.29/213.55  54021[11:Rew:53973.1,53638.1] ||  -> equal(u,identity) equal(b,a) equal(c,a)** equal(a,u)*.
% 213.29/213.55  54022[11:MRR:54021.1,54021.2,4.0,5.0] ||  -> equal(u,identity) equal(a,u)*.
% 213.29/213.55  54374[11:SpR:54022.1,53348.0] ||  -> equal(b,identity) equal(multiply(a,a),a)**.
% 213.29/213.55  54443[11:Rew:41803.0,54374.1] ||  -> equal(b,identity)** equal(a,identity).
% 213.29/213.55  54444[11:MRR:54443.0,54443.1,8.0,6.0] ||  -> .
% 213.29/213.55  54506[11:Spt:54444.0,53317.0,53346.0] || equal(multiply(a,b),b)** -> .
% 213.29/213.55  54507[11:Spt:54444.0,53317.1] ||  -> equal(multiply(a,b),a)**.
% 213.29/213.55  54511[11:Rew:54507.0,46071.0] ||  -> equal(multiply(a,c),inverse(a))**.
% 213.29/213.55  54512[11:Rew:41573.0,54511.0] ||  -> equal(multiply(a,c),a)**.
% 213.29/213.55  55117[11:SpR:54512.0,41805.0] ||  -> equal(multiply(a,a),c)**.
% 213.29/213.55  55124[11:Rew:41803.0,55117.0] ||  -> equal(c,identity)**.
% 213.29/213.55  55125[11:MRR:55124.0,9.0] ||  -> .
% 213.29/213.55  55129[9:Spt:55125.0,45143.0,46012.0] || equal(multiply(b,multiply(a,c)),a)** -> .
% 213.29/213.55  55130[9:Spt:55125.0,45143.1] ||  -> equal(multiply(b,multiply(a,c)),identity)**.
% 213.29/213.55  55157[9:Rew:55130.0,44556.0] ||  -> equal(multiply(b,multiply(a,multiply(c,multiply(a,c)))),inverse(multiply(b,multiply(a,identity))))**.
% 213.29/213.55  55158[9:Rew:1.0,55157.0] ||  -> equal(multiply(b,multiply(a,multiply(c,multiply(a,c)))),inverse(multiply(b,a)))**.
% 213.29/213.55  55159[9:Rew:41813.0,55158.0] ||  -> equal(multiply(b,multiply(a,multiply(c,multiply(a,c)))),multiply(a,c))**.
% 213.29/213.55  55246[9:SpR:55130.0,37227.0] ||  -> equal(multiply(c,identity),multiply(a,c))**.
% 213.29/213.55  55249[9:Rew:1.0,55246.0] ||  -> equal(multiply(a,c),c)**.
% 213.29/213.55  55252[9:Rew:55249.0,41812.0] ||  -> equal(multiply(b,a),inverse(c))**.
% 213.29/213.55  55255[9:Rew:55249.0,42679.0] ||  -> equal(inverse(multiply(b,multiply(a,multiply(b,a)))),multiply(a,multiply(c,c)))**.
% 213.29/213.55  55288[9:Rew:55249.0,55159.0] ||  -> equal(multiply(b,multiply(a,multiply(c,c))),c)**.
% 213.29/213.55  55296[9:Rew:37019.0,55252.0] ||  -> equal(multiply(b,a),b)**.
% 213.29/213.55  55316[9:Rew:55296.0,42290.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),multiply(inverse(u),b))**.
% 213.29/213.55  55338[9:Rew:36642.0,55288.0] ||  -> equal(multiply(b,multiply(a,b)),c)**.
% 213.29/213.55  55366[9:Rew:37024.0,55316.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),inverse(multiply(c,u)))**.
% 213.29/213.55  55376[9:Rew:55366.0,44669.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(multiply(c,v))),a)**.
% 213.29/213.55  55381[9:Rew:36642.0,55255.0] ||  -> equal(inverse(multiply(b,multiply(a,multiply(b,a)))),multiply(a,b))**.
% 213.29/213.55  55382[9:Rew:55338.0,55381.0,55296.0,55381.0] ||  -> equal(multiply(a,b),inverse(c))**.
% 213.29/213.55  55383[9:Rew:37019.0,55382.0] ||  -> equal(multiply(a,b),b)**.
% 213.29/213.55  55384[9:Rew:55383.0,41811.0] ||  -> equal(multiply(c,a),inverse(b))**.
% 213.29/213.55  55413[9:Rew:36639.0,55384.0] ||  -> equal(multiply(c,a),c)**.
% 213.29/213.55  55542[9:Rew:37256.3,55376.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(u,inverse(v)),a) equal(inverse(multiply(c,b)),a).
% 213.29/213.55  55543[9:Rew:21.0,55542.3,37021.0,55542.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(u,inverse(v)),a) equal(a,identity).
% 213.29/213.55  55544[9:MRR:55543.3,6.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(u,inverse(v)),a).
% 213.29/213.55  55546[9:Rew:55544.0,1747.3] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),b)** equal(multiply(v,inverse(u)),a) equal(c,identity).
% 213.29/213.55  55552[9:Rew:55544.2,37186.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(c,a) equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  55553[9:MRR:55546.3,9.0] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),b)** equal(multiply(v,inverse(u)),a).
% 213.29/213.55  55554[9:Rew:55553.1,36872.3] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a)** equal(multiply(u,inverse(v)),c)** equal(c,b).
% 213.29/213.55  55558[9:MRR:55552.2,5.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  55559[9:Rew:55558.1,55554.2] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),a)** equal(c,b) equal(c,b).
% 213.29/213.55  55560[9:Obv:55559.2] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),a)** equal(c,b).
% 213.29/213.55  55561[9:MRR:55560.2,7.0] ||  -> equal(multiply(u,inverse(v)),identity)** equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  55564[9:Rew:55561.1,51536.0] ||  -> equal(multiply(c,a),identity) equal(multiply(c,multiply(u,inverse(v))),b)** equal(multiply(c,multiply(u,inverse(v))),a) equal(multiply(v,inverse(u)),identity).
% 213.29/213.55  55583[9:Rew:55413.0,55564.2,55561.1,55564.2,55413.0,55564.1,55561.1,55564.1,55413.0,55564.0] ||  -> equal(c,identity) equal(c,b) equal(c,a) equal(multiply(u,inverse(v)),identity)**.
% 213.29/213.55  55584[9:MRR:55583.0,55583.1,55583.2,9.0,7.0,5.0] ||  -> equal(multiply(u,inverse(v)),identity)**.
% 213.29/213.55  55661[9:Rew:55584.0,138.0] ||  -> equal(inverse(u),identity)**.
% 213.29/213.55  55664[9:Rew:55661.0,38.0] ||  -> equal(multiply(u,multiply(identity,v)),v)**.
% 213.29/213.55  56011[9:Rew:55661.0,1705.1] ||  -> equal(multiply(u,multiply(v,w)),identity) equal(b,identity) equal(inverse(multiply(u,multiply(v,w))),a)** equal(multiply(w,c),inverse(multiply(u,v))).
% 213.29/213.55  56226[9:Rew:14.0,55664.0] ||  -> equal(multiply(u,v),v)**.
% 213.29/213.55  56603[9:Rew:56226.0,56011.3,55661.0,56011.3,55661.0,56011.2,56226.0,56011.0,56226.0,56011.0] ||  -> equal(u,identity)* equal(b,identity) equal(a,identity) equal(c,identity)**.
% 213.29/213.55  56604[9:Con:56603.0] ||  -> equal(b,identity) equal(a,identity) equal(c,identity)**.
% 213.29/213.55  56605[9:MRR:56604.0,56604.1,56604.2,8.0,6.0,9.0] ||  -> .
% 213.29/213.55  56657[4:Spt:56605.0,11.0,25036.0] ||  -> equal(multiply(a,a),b)**.
% 213.29/213.55  56658[4:Spt:56605.0,11.1,11.2] || equal(multiply(a,multiply(a,a)),c) equal(multiply(a,multiply(a,multiply(a,a))),identity)** -> .
% 213.29/213.55  56836[4:SpR:56657.0,16.0] ||  -> equal(multiply(a,multiply(a,u)),multiply(b,u))**.
% 213.29/213.55  56855[4:SpR:56657.0,37.0] ||  -> equal(multiply(inverse(a),b),a)**.
% 213.29/213.55  56876[4:SpR:56836.0,56836.0] ||  -> equal(multiply(b,multiply(a,u)),multiply(a,multiply(b,u)))**.
% 213.29/213.55  56879[4:SpR:56657.0,56836.0] ||  -> equal(multiply(b,a),multiply(a,b))**.
% 213.29/213.55  56881[4:SpR:2.0,56836.0] ||  -> equal(multiply(b,inverse(a)),multiply(a,identity))**.
% 213.29/213.55  56882[4:SpR:38.0,56836.0] ||  -> equal(multiply(b,multiply(inverse(a),u)),multiply(a,u))**.
% 213.29/213.55  56884[4:Rew:1.0,56881.0] ||  -> equal(multiply(b,inverse(a)),a)**.
% 213.29/213.55  56887[4:SpR:56884.0,37.0] ||  -> equal(multiply(inverse(b),a),inverse(a))**.
% 213.29/213.55  56906[4:SpR:3.1,56836.0] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b) equal(multiply(a,u),a) equal(multiply(b,u),multiply(a,c))**.
% 213.29/213.55  56994[5:Spt:12.0] || equal(multiply(b,b),c)** -> .
% 213.29/213.55  56995[5:SpL:3.1,56994.0] || equal(c,c) -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  56996[5:Obv:56995.0] ||  -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  56997[5:MRR:56996.0,56996.1,23547.0,24578.0] ||  -> equal(multiply(b,b),a)**.
% 213.29/213.55  57003[5:SpR:56997.0,138.0] ||  -> equal(multiply(b,inverse(a)),inverse(b))**.
% 213.29/213.55  57004[5:SpR:56997.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(a,u))**.
% 213.29/213.55  57005[5:SpR:56997.0,37.0] ||  -> equal(multiply(inverse(b),a),b)**.
% 213.29/213.55  57007[5:Rew:56887.0,57005.0] ||  -> equal(inverse(a),b)**.
% 213.29/213.55  57084[5:Rew:57007.0,2824.2] ||  -> equal(u,b) equal(c,u) equal(b,u) equal(identity,u) equal(inverse(a),c)** equal(inverse(u),b)**.
% 213.29/213.55  57140[5:Rew:57007.0,1894.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(c),u) equal(multiply(b,u),identity)**.
% 213.29/213.55  57147[5:Rew:57007.0,1266.2] ||  -> equal(inverse(u),identity) equal(inverse(b),u)* equal(b,u) equal(inverse(u),c)**.
% 213.29/213.55  57156[5:Rew:57007.0,1487.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b).
% 213.29/213.55  57159[5:Rew:57007.0,1320.1] ||  -> equal(inverse(b),u)* equal(b,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  57174[5:Rew:57007.0,1914.0] ||  -> equal(inverse(u),b) equal(inverse(u),identity) equal(inverse(c),inverse(u))* equal(b,u).
% 213.29/213.55  57206[5:Rew:57007.0,1311.2] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),b) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  57212[5:Rew:57007.0,1299.2] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),inverse(b)) equal(multiply(u,v),b) equal(v,inverse(u)).
% 213.29/213.55  57271[5:Rew:57007.0,1924.0] ||  -> equal(multiply(u,multiply(v,inverse(w))),b) equal(multiply(u,multiply(v,inverse(w))),identity) equal(multiply(u,multiply(v,inverse(w))),inverse(c))** equal(multiply(w,inverse(multiply(u,v))),b)**.
% 213.29/213.55  57279[5:Rew:57007.0,57003.0] ||  -> equal(multiply(b,b),inverse(b))**.
% 213.29/213.55  57280[5:Rew:56997.0,57279.0] ||  -> equal(inverse(b),a)**.
% 213.29/213.55  57353[5:Rew:57280.0,2958.2] ||  -> equal(identity,u) equal(inverse(c),u) equal(a,u) equal(multiply(a,u),identity)**.
% 213.29/213.55  57357[5:Rew:57280.0,2998.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(a,u) equal(inverse(u),c)**.
% 213.29/213.55  57358[5:Rew:57280.0,2858.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(c),u)* equal(a,u).
% 213.29/213.55  57360[5:Rew:57280.0,1171.2] ||  -> equal(u,identity) equal(inverse(c),inverse(u))* equal(inverse(u),a) equal(a,u).
% 213.29/213.55  57361[5:Rew:57280.0,3384.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),a)** equal(c,u).
% 213.29/213.55  57365[5:Rew:57280.0,3447.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(multiply(a,u),identity)**.
% 213.29/213.55  57429[5:Rew:57280.0,57159.0] ||  -> equal(a,u) equal(b,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  57443[5:Rew:57429.3,843.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(c),c)** equal(b,u)*.
% 213.29/213.55  57506[5:Rew:57280.0,57147.1] ||  -> equal(inverse(u),identity) equal(a,u) equal(b,u) equal(inverse(u),c)**.
% 213.29/213.55  57525[5:Rew:57357.3,57360.1] ||  -> equal(u,identity) equal(inverse(c),c)** equal(inverse(u),a)** equal(a,u).
% 213.29/213.55  57526[5:Rew:57525.1,57358.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(c,u) equal(a,u).
% 213.29/213.55  57575[5:Obv:57084.0] ||  -> equal(c,u) equal(b,u) equal(identity,u) equal(inverse(a),c)** equal(inverse(u),b)**.
% 213.29/213.55  57576[5:Rew:57007.0,57575.3] ||  -> equal(c,u) equal(b,u) equal(identity,u) equal(c,b) equal(inverse(u),b)**.
% 213.29/213.55  57577[5:MRR:57576.3,7.0] ||  -> equal(c,u) equal(b,u) equal(identity,u) equal(inverse(u),b)**.
% 213.29/213.55  57604[5:Rew:57280.0,57212.1] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),a) equal(multiply(u,v),b) equal(v,inverse(u)).
% 213.29/213.55  57605[5:Rew:57604.0,1807.2] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(inverse(c),c) equal(v,inverse(u)).
% 213.29/213.55  57606[5:Rew:57605.2,57604.0] ||  -> equal(multiply(u,v),c)** equal(multiply(u,v),a) equal(multiply(u,v),b) equal(v,inverse(u)).
% 213.29/213.55  57697[5:Rew:57280.0,57206.1] ||  -> equal(multiply(u,v),inverse(c))** equal(multiply(u,v),a) equal(multiply(u,v),b) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  57698[5:Rew:57697.0,1820.2] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(inverse(c),c) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  57699[5:Rew:57698.2,57697.0] ||  -> equal(multiply(u,v),c)** equal(multiply(u,v),a) equal(multiply(u,v),b) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  57815[5:SpR:57007.0,2.0] ||  -> equal(multiply(a,b),identity)**.
% 213.29/213.55  57816[5:SpR:57007.0,15.0] ||  -> equal(multiply(b,a),identity)**.
% 213.29/213.55  57817[5:SpR:57007.0,38.0] ||  -> equal(multiply(a,multiply(b,u)),u)**.
% 213.29/213.55  57818[5:SpR:57007.0,37.0] ||  -> equal(multiply(b,multiply(a,u)),u)**.
% 213.29/213.55  57871[5:SpR:138.0,57817.0] ||  -> equal(multiply(a,inverse(u)),inverse(multiply(u,b)))**.
% 213.29/213.55  57899[5:SpR:138.0,57818.0] ||  -> equal(multiply(b,inverse(u)),inverse(multiply(u,a)))**.
% 213.29/213.55  58001[5:SpR:57899.0,16.0] ||  -> equal(multiply(inverse(multiply(u,a)),v),multiply(b,multiply(inverse(u),v)))**.
% 213.29/213.55  58008[5:SpR:3.1,57899.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(inverse(multiply(u,a)),multiply(b,c))**.
% 213.29/213.55  58031[5:SpR:57817.0,173.0] ||  -> equal(multiply(inverse(u),a),inverse(multiply(b,u)))**.
% 213.29/213.55  58044[5:SpR:57818.0,173.0] ||  -> equal(multiply(inverse(u),b),inverse(multiply(a,u)))**.
% 213.29/213.55  58625[5:SpR:58044.0,16.0] ||  -> equal(multiply(inverse(multiply(a,u)),v),multiply(inverse(u),multiply(b,v)))**.
% 213.29/213.55  58791[5:SpR:190.0,58044.0] ||  -> equal(inverse(multiply(a,multiply(inverse(u),v))),multiply(multiply(inverse(v),u),b))**.
% 213.29/213.55  58848[5:Rew:16.0,58791.0] ||  -> equal(inverse(multiply(a,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,b)))**.
% 213.29/213.55  58889[4:SpR:56657.0,68.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b) equal(multiply(u,a),a) equal(multiply(u,b),multiply(c,a))*.
% 213.29/213.55  58938[6:Spt:57443.0,57443.1,57443.3] ||  -> equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  59233[6:SpL:58938.2,24767.0] || equal(multiply(b,b),a)** -> equal(c,identity) equal(c,a).
% 213.29/213.55  59240[6:Rew:56997.0,59233.0] || equal(a,a) -> equal(c,identity) equal(c,a)**.
% 213.29/213.55  59241[6:Obv:59240.0] ||  -> equal(c,identity) equal(c,a)**.
% 213.29/213.55  59242[6:MRR:59241.0,59241.1,9.0,5.0] ||  -> .
% 213.29/213.55  59283[6:Spt:59242.0,57443.2] ||  -> equal(inverse(c),c)**.
% 213.29/213.55  59323[6:Rew:59283.0,57140.2] ||  -> equal(b,u) equal(identity,u) equal(c,u) equal(multiply(b,u),identity)**.
% 213.29/213.55  59325[6:Rew:59283.0,57353.1] ||  -> equal(identity,u) equal(c,u) equal(a,u) equal(multiply(a,u),identity)**.
% 213.29/213.55  59327[6:Rew:59283.0,57174.2] ||  -> equal(inverse(u),b) equal(inverse(u),identity) equal(inverse(u),c)** equal(b,u).
% 213.29/213.55  59389[6:Rew:59283.0,57271.2] ||  -> equal(multiply(u,multiply(v,inverse(w))),b) equal(multiply(u,multiply(v,inverse(w))),identity) equal(multiply(u,multiply(v,inverse(w))),c)** equal(multiply(w,inverse(multiply(u,v))),b)**.
% 213.29/213.55  59392[6:SpR:59283.0,2.0] ||  -> equal(multiply(c,c),identity)**.
% 213.29/213.55  59394[6:SpR:59283.0,38.0] ||  -> equal(multiply(c,multiply(c,u)),u)**.
% 213.29/213.55  59395[6:SpR:59283.0,190.0] ||  -> equal(multiply(inverse(u),c),inverse(multiply(c,u)))**.
% 213.29/213.55  59397[6:SpR:59283.0,57871.0] ||  -> equal(inverse(multiply(c,b)),multiply(a,c))**.
% 213.29/213.55  59398[6:SpR:59283.0,57899.0] ||  -> equal(inverse(multiply(c,a)),multiply(b,c))**.
% 213.29/213.55  59399[6:SpR:59283.0,58031.0] ||  -> equal(inverse(multiply(b,c)),multiply(c,a))**.
% 213.29/213.55  59400[6:SpR:59283.0,58044.0] ||  -> equal(inverse(multiply(a,c)),multiply(c,b))**.
% 213.29/213.55  59401[6:SpR:59283.0,155.0] ||  -> equal(multiply(c,inverse(u)),inverse(multiply(u,c)))**.
% 213.29/213.55  59442[6:Rew:59401.0,3121.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(u,inverse(multiply(v,c)))*.
% 213.29/213.55  59495[6:SpR:59397.0,190.0] ||  -> equal(multiply(inverse(u),multiply(c,b)),inverse(multiply(multiply(a,c),u)))**.
% 213.29/213.55  59517[6:Rew:16.0,59495.0] ||  -> equal(multiply(inverse(u),multiply(c,b)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  59534[0:SpR:3.1,50.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(c),u)*.
% 213.29/213.55  59594[6:SpR:3.1,59392.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,u),identity)**.
% 213.29/213.55  59643[6:SpR:59398.0,190.0] ||  -> equal(multiply(inverse(u),multiply(c,a)),inverse(multiply(multiply(b,c),u)))**.
% 213.29/213.55  59647[6:SpR:59398.0,58031.0] ||  -> equal(inverse(multiply(b,multiply(c,a))),multiply(multiply(b,c),a))**.
% 213.29/213.55  59648[6:SpR:59398.0,58044.0] ||  -> equal(inverse(multiply(a,multiply(c,a))),multiply(multiply(b,c),b))**.
% 213.29/213.55  59650[6:SpR:59398.0,155.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(multiply(c,a),u)))**.
% 213.29/213.55  59655[6:SpR:3.1,59398.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(multiply(u,a)),multiply(b,u))**.
% 213.29/213.55  59666[6:Rew:16.0,59647.0] ||  -> equal(inverse(multiply(b,multiply(c,a))),multiply(b,multiply(c,a)))**.
% 213.29/213.55  59667[6:Rew:16.0,59648.0] ||  -> equal(inverse(multiply(a,multiply(c,a))),multiply(b,multiply(c,b)))**.
% 213.29/213.55  59668[6:Rew:16.0,59643.0] ||  -> equal(multiply(inverse(u),multiply(c,a)),inverse(multiply(b,multiply(c,u))))**.
% 213.29/213.55  59672[6:Rew:16.0,59650.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(c,multiply(a,u))))**.
% 213.29/213.55  59693[6:SpR:3.1,59399.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(multiply(b,u)),multiply(u,a))**.
% 213.29/213.55  59767[6:SpR:190.0,59395.0] ||  -> equal(inverse(multiply(c,multiply(inverse(u),v))),multiply(multiply(inverse(v),u),c))**.
% 213.29/213.55  59770[6:SpR:59399.0,59395.0] ||  -> equal(inverse(multiply(c,multiply(b,c))),multiply(multiply(c,a),c))**.
% 213.29/213.55  59788[6:Rew:16.0,59770.0] ||  -> equal(inverse(multiply(c,multiply(b,c))),multiply(c,multiply(a,c)))**.
% 213.29/213.55  59797[6:Rew:16.0,59767.0] ||  -> equal(inverse(multiply(c,multiply(inverse(u),v))),multiply(inverse(v),multiply(u,c)))**.
% 213.29/213.55  60049[6:SpR:59667.0,59395.0] ||  -> equal(inverse(multiply(c,multiply(a,multiply(c,a)))),multiply(multiply(b,multiply(c,b)),c))**.
% 213.29/213.55  60071[6:Rew:16.0,60049.0,16.0,60049.0] ||  -> equal(inverse(multiply(c,multiply(a,multiply(c,a)))),multiply(b,multiply(c,multiply(b,c))))**.
% 213.29/213.55  60101[6:SpR:3.1,59788.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b) equal(multiply(b,c),a) equal(multiply(c,multiply(a,c)),inverse(multiply(c,c)))**.
% 213.29/213.55  60122[6:Rew:21.0,60101.3,59392.0,60101.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b) equal(multiply(b,c),a) equal(multiply(c,multiply(a,c)),identity)**.
% 213.29/213.55  60761[6:SpR:78.5,59666.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(c,a),identity) equal(multiply(c,a),u)* equal(multiply(c,a),a) equal(inverse(multiply(b,b)),multiply(b,b))**.
% 213.29/213.55  60999[6:Rew:57007.0,60761.6,56997.0,60761.6] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(c,a),identity) equal(multiply(c,a),u)* equal(multiply(c,a),a)** equal(b,a).
% 213.29/213.55  61000[6:MRR:60999.6,4.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(c,a),identity) equal(multiply(c,a),u)* equal(multiply(c,a),a)**.
% 213.29/213.55  61328[6:SpR:59666.0,59668.0] ||  -> equal(inverse(multiply(b,multiply(c,multiply(b,multiply(c,a))))),multiply(multiply(b,multiply(c,a)),multiply(c,a)))**.
% 213.29/213.55  61359[6:Rew:16.0,61328.0,16.0,61328.0] ||  -> equal(inverse(multiply(b,multiply(c,multiply(b,multiply(c,a))))),multiply(b,multiply(c,multiply(a,multiply(c,a)))))**.
% 213.29/213.55  61402[6:SpR:59788.0,59672.0] ||  -> equal(inverse(multiply(c,multiply(a,multiply(c,multiply(b,c))))),multiply(multiply(c,multiply(a,c)),multiply(b,c)))**.
% 213.29/213.55  61444[6:Rew:16.0,61402.0,16.0,61402.0] ||  -> equal(inverse(multiply(c,multiply(a,multiply(c,multiply(b,c))))),multiply(c,multiply(a,multiply(c,multiply(b,c)))))**.
% 213.29/213.55  61560[6:SpR:68.3,59394.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),b)** equal(multiply(c,u),a) equal(multiply(c,multiply(c,v)),multiply(u,v))*.
% 213.29/213.55  61615[6:SpR:59394.0,68.3] ||  -> equal(multiply(u,c),identity) equal(multiply(u,c),b)** equal(multiply(u,c),a) equal(multiply(u,v),multiply(c,multiply(c,v)))*.
% 213.29/213.55  61633[6:Rew:59394.0,61615.3] ||  -> equal(multiply(u,c),identity) equal(multiply(u,c),b)** equal(multiply(u,c),a) equal(multiply(u,v),v)**.
% 213.29/213.55  61635[6:Rew:59394.0,61560.3] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),b)** equal(multiply(c,u),a) equal(multiply(u,v),v)**.
% 213.29/213.55  61715[5:SpR:16.0,58001.0] ||  -> equal(multiply(inverse(multiply(u,multiply(v,a))),w),multiply(b,multiply(inverse(multiply(u,v)),w)))**.
% 213.29/213.55  61924[5:SpR:3.1,58625.0] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b) equal(multiply(a,u),a) equal(multiply(inverse(u),multiply(b,v)),multiply(inverse(c),v))**.
% 213.29/213.55  61971[6:Rew:59283.0,61924.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b) equal(multiply(a,u),a) equal(multiply(inverse(u),multiply(b,v)),multiply(c,v))**.
% 213.29/213.55  62592[6:SpR:57526.1,59399.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),c) equal(multiply(b,c),a) equal(multiply(c,a),a)**.
% 213.29/213.55  62596[6:SpR:57526.1,59666.0] ||  -> equal(multiply(b,multiply(c,a)),identity) equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),a) equal(multiply(b,multiply(c,a)),a).
% 213.29/213.55  62622[6:Obv:62596.2] ||  -> equal(multiply(b,multiply(c,a)),identity) equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),a).
% 213.29/213.55  62762[6:SpR:57577.3,59666.0] ||  -> equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),b) equal(multiply(b,multiply(c,a)),identity) equal(multiply(b,multiply(c,a)),b).
% 213.29/213.55  62782[6:Obv:62762.1] ||  -> equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),identity) equal(multiply(b,multiply(c,a)),b).
% 213.29/213.55  62783[6:Rew:62622.2,62782.2] ||  -> equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),identity) equal(b,a).
% 213.29/213.55  62784[6:MRR:62783.2,4.0] ||  -> equal(multiply(b,multiply(c,a)),c)** equal(multiply(b,multiply(c,a)),identity).
% 213.29/213.55  62819[0:SpR:1725.0,157.0] ||  -> equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),a) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),identity)**.
% 213.29/213.55  62822[6:SpR:1725.0,59398.0] ||  -> equal(multiply(c,a),b) equal(multiply(c,a),a) equal(multiply(c,a),c)** equal(multiply(b,c),identity).
% 213.29/213.55  63198[6:SpR:59442.3,38.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(multiply(v,c),multiply(u,w)),w)**.
% 213.29/213.55  63265[6:Rew:16.0,63198.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(v,multiply(c,multiply(u,w))),w)**.
% 213.29/213.55  63713[0:SpR:1725.0,180.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(identity,multiply(u,w)),multiply(inverse(v),w))*.
% 213.29/213.55  63836[0:Rew:14.0,63713.3] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  64129[7:Spt:62784.0] ||  -> equal(multiply(b,multiply(c,a)),c)**.
% 213.29/213.55  64153[7:SpR:64129.0,57817.0] ||  -> equal(multiply(c,a),multiply(a,c))**.
% 213.29/213.55  64156[7:SpR:64129.0,138.0] ||  -> equal(multiply(multiply(c,a),inverse(c)),inverse(b))**.
% 213.29/213.55  64170[7:SpR:3.1,64129.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,multiply(u,a)),u)**.
% 213.29/213.55  64186[7:Rew:64153.0,59398.0] ||  -> equal(inverse(multiply(a,c)),multiply(b,c))**.
% 213.29/213.55  64187[7:Rew:64153.0,59399.0] ||  -> equal(inverse(multiply(b,c)),multiply(a,c))**.
% 213.29/213.55  64190[7:Rew:64153.0,59668.0] ||  -> equal(multiply(inverse(u),multiply(a,c)),inverse(multiply(b,multiply(c,u))))**.
% 213.29/213.55  64195[7:Rew:64153.0,58889.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b) equal(multiply(u,a),a) equal(multiply(u,b),multiply(a,c))*.
% 213.29/213.55  64219[7:Rew:64153.0,61000.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,c),identity) equal(multiply(c,a),u)* equal(multiply(c,a),a)**.
% 213.29/213.55  64221[7:Rew:64153.0,62822.0] ||  -> equal(multiply(a,c),b) equal(multiply(c,a),a) equal(multiply(c,a),c)** equal(multiply(b,c),identity).
% 213.29/213.55  64223[7:Rew:64153.0,62592.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),c)** equal(multiply(b,c),a) equal(multiply(a,c),a).
% 213.29/213.55  64233[7:Rew:59400.0,64186.0] ||  -> equal(multiply(c,b),multiply(b,c))**.
% 213.29/213.55  64235[7:Rew:64233.0,59400.0] ||  -> equal(inverse(multiply(a,c)),multiply(b,c))**.
% 213.29/213.55  64237[7:Rew:64233.0,59517.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  64276[7:Rew:16.0,64156.0,59283.0,64156.0,57280.0,64156.0] ||  -> equal(multiply(c,multiply(a,c)),a)**.
% 213.29/213.55  64284[7:Rew:64276.0,60122.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(b,c),a) equal(a,identity).
% 213.29/213.55  64333[7:Rew:59672.0,64237.0] ||  -> equal(inverse(multiply(c,multiply(a,u))),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  64334[7:Rew:64333.0,59672.0] ||  -> equal(multiply(inverse(u),multiply(b,c)),inverse(multiply(a,multiply(c,u))))**.
% 213.29/213.55  64386[7:MRR:64284.3,6.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(b,c),a).
% 213.29/213.55  64399[7:Rew:64153.0,64221.2,64153.0,64221.1] ||  -> equal(multiply(a,c),b) equal(multiply(a,c),a) equal(multiply(a,c),c) equal(multiply(b,c),identity)**.
% 213.29/213.55  64402[7:Rew:64386.1,64223.1] ||  -> equal(multiply(b,c),identity) equal(c,b) equal(multiply(b,c),a)** equal(multiply(a,c),a).
% 213.29/213.55  64403[7:MRR:64402.1,7.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),a)** equal(multiply(a,c),a).
% 213.29/213.55  64421[7:Rew:64153.0,64219.5,64153.0,64219.4] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,c),identity) equal(multiply(a,c),u)* equal(multiply(a,c),a)**.
% 213.29/213.55  64502[4:SpR:56906.3,173.0] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(inverse(multiply(a,c)),b),inverse(u))*.
% 213.29/213.55  64525[5:Rew:58031.0,64502.3,56997.0,64502.3,58625.0,64502.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(inverse(multiply(b,c)),inverse(u))*.
% 213.29/213.55  64526[7:Rew:64187.0,64525.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(a,c),inverse(u))*.
% 213.29/213.55  64565[7:SpR:64153.0,16.0] ||  -> equal(multiply(multiply(a,c),u),multiply(c,multiply(a,u)))**.
% 213.29/213.55  64588[7:Rew:16.0,64565.0] ||  -> equal(multiply(c,multiply(a,u)),multiply(a,multiply(c,u)))**.
% 213.29/213.55  64848[7:SpR:64195.3,59394.0] ||  -> equal(multiply(c,a),identity) equal(multiply(c,a),b) equal(multiply(c,a),a) equal(multiply(c,multiply(a,c)),b)**.
% 213.29/213.55  64857[7:SpR:64195.3,74.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(c,multiply(a,c)),b)**.
% 213.29/213.55  64879[7:SpR:64195.3,57818.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b) equal(multiply(u,a),a) equal(multiply(b,multiply(u,b)),c)**.
% 213.29/213.55  64905[7:Rew:64153.0,64848.2,64153.0,64848.1,64153.0,64848.0] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b) equal(multiply(a,c),a) equal(multiply(c,multiply(a,c)),b)**.
% 213.29/213.55  64906[7:Rew:61633.3,64905.3,64588.0,64905.3] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b) equal(multiply(a,c),a) equal(multiply(c,c),b)**.
% 213.29/213.55  64907[7:Rew:59392.0,64906.3] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b)** equal(multiply(a,c),a) equal(b,identity).
% 213.29/213.55  64908[7:MRR:64907.3,8.0] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b)** equal(multiply(a,c),a).
% 213.29/213.55  64909[7:Rew:64908.0,64399.2] ||  -> equal(multiply(a,c),b) equal(multiply(a,c),a) equal(c,identity) equal(multiply(b,c),identity)**.
% 213.29/213.55  64910[7:Rew:64908.1,64421.4] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(a,c),identity) equal(b,u)* equal(multiply(a,c),a)**.
% 213.29/213.55  64914[7:MRR:64909.2,9.0] ||  -> equal(multiply(a,c),b) equal(multiply(a,c),a) equal(multiply(b,c),identity)**.
% 213.29/213.55  64917[7:Obv:64910.1] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,c),identity) equal(b,u)* equal(multiply(a,c),a)**.
% 213.29/213.55  64967[7:Rew:64588.0,64857.6,1848.2,64857.3,57606.0,64857.0] ||  -> equal(c,identity) equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(c,identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(a,multiply(c,c)),b)**.
% 213.29/213.55  64968[7:Obv:64967.0] ||  -> equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(c,identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(a,multiply(c,c)),b)**.
% 213.29/213.55  64969[7:Rew:1.0,64968.5,59392.0,64968.5] ||  -> equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(c,identity) equal(inverse(u),b) equal(inverse(u),a) equal(b,a).
% 213.29/213.55  64970[7:MRR:64969.2,64969.5,9.0,4.0] ||  -> equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(inverse(u),b) equal(inverse(u),a).
% 213.29/213.55  65106[7:SpR:3.1,64588.0] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b) equal(multiply(a,u),a) equal(multiply(a,multiply(c,u)),multiply(c,c))**.
% 213.29/213.55  65139[7:Rew:59392.0,65106.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b) equal(multiply(a,u),a) equal(multiply(a,multiply(c,u)),identity)**.
% 213.29/213.55  66014[5:SpR:57156.2,57899.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(u,a)),multiply(b,c))**.
% 213.29/213.55  66016[5:SpR:57156.2,58044.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(a,u)),multiply(c,b))**.
% 213.29/213.55  66055[7:Rew:64233.0,66016.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(a,u)),multiply(b,c))**.
% 213.29/213.55  66199[7:SpR:57361.2,64334.0] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(multiply(a,multiply(c,u))),multiply(a,multiply(b,c)))**.
% 213.29/213.55  66240[7:Rew:57817.0,66199.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(multiply(a,multiply(c,u))),c)**.
% 213.29/213.55  66427[5:SpR:57506.3,58848.0] ||  -> equal(inverse(u),identity) equal(a,u) equal(b,u) equal(multiply(inverse(v),multiply(u,b)),inverse(multiply(a,multiply(c,v))))**.
% 213.29/213.55  66608[6:SpR:59323.3,57004.0] ||  -> equal(b,u) equal(identity,u) equal(c,u) equal(multiply(b,identity),multiply(a,u))*.
% 213.29/213.55  66639[6:SpR:59323.3,57818.0] ||  -> equal(multiply(a,u),b) equal(multiply(a,u),identity) equal(multiply(a,u),c)** equal(identity,u).
% 213.29/213.55  66655[6:Rew:1.0,66608.3] ||  -> equal(b,u) equal(identity,u) equal(c,u) equal(multiply(a,u),b)**.
% 213.29/213.55  66933[6:SpR:59325.3,56836.0] ||  -> equal(identity,u) equal(c,u) equal(a,u) equal(multiply(b,u),multiply(a,identity))**.
% 213.29/213.55  66968[6:Rew:1.0,66933.3] ||  -> equal(identity,u) equal(c,u) equal(a,u) equal(multiply(b,u),a)**.
% 213.29/213.55  67342[6:SpR:66655.3,138.0] ||  -> equal(b,u) equal(identity,u) equal(c,u) equal(multiply(u,inverse(b)),inverse(a))**.
% 213.29/213.55  67374[6:Rew:57280.0,67342.3,57007.0,67342.3] ||  -> equal(b,u) equal(identity,u) equal(c,u) equal(multiply(u,a),b)**.
% 213.29/213.55  67590[6:SpR:66968.3,138.0] ||  -> equal(identity,u) equal(c,u) equal(a,u) equal(multiply(u,inverse(a)),inverse(b))**.
% 213.29/213.55  67637[6:Rew:57007.0,67590.3,57280.0,67590.3] ||  -> equal(identity,u) equal(c,u) equal(a,u) equal(multiply(u,b),a)**.
% 213.29/213.55  67713[6:SpR:67374.3,16.0] ||  -> equal(multiply(u,v),b) equal(multiply(u,v),identity) equal(multiply(u,v),c) equal(multiply(u,multiply(v,a)),b)**.
% 213.29/213.55  67789[6:SpR:67637.3,59797.0] ||  -> equal(inverse(u),identity) equal(inverse(u),c) equal(inverse(u),a) equal(multiply(inverse(b),multiply(u,c)),inverse(multiply(c,a)))**.
% 213.29/213.55  67824[7:Rew:57280.0,67789.3,64235.0,67789.3,64153.0,67789.3] ||  -> equal(inverse(u),identity) equal(inverse(u),c) equal(inverse(u),a) equal(multiply(a,multiply(u,c)),multiply(b,c))**.
% 213.29/213.55  67891[6:SpR:59594.3,38.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(multiply(u,identity),inverse(u))**.
% 213.29/213.55  67917[6:Rew:1.0,67891.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(u),u)**.
% 213.29/213.55  68025[0:SpR:3066.3,15.0] ||  -> equal(multiply(multiply(c,u),v),identity) equal(multiply(multiply(c,u),v),b)** equal(multiply(multiply(c,u),v),a) equal(multiply(v,u),identity).
% 213.29/213.55  68155[7:SpR:64153.0,3066.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(multiply(inverse(u),multiply(a,c)),multiply(v,a))*.
% 213.29/213.55  68200[7:Rew:64190.0,68155.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(inverse(multiply(b,multiply(c,u))),multiply(v,a))*.
% 213.29/213.55  68211[0:Rew:16.0,68025.2,16.0,68025.1,16.0,68025.0] ||  -> equal(multiply(c,multiply(u,v)),identity) equal(multiply(c,multiply(u,v)),b)** equal(multiply(c,multiply(u,v)),a) equal(multiply(v,u),identity).
% 213.29/213.55  69133[8:Spt:64386.0] ||  -> equal(multiply(b,c),identity)**.
% 213.29/213.55  69135[8:Rew:69133.0,64187.0] ||  -> equal(multiply(a,c),inverse(identity))**.
% 213.29/213.55  69137[8:Rew:69133.0,64334.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),multiply(inverse(u),identity))**.
% 213.29/213.55  69143[8:Rew:69133.0,66014.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(u,a)),identity)**.
% 213.29/213.55  69144[8:Rew:69133.0,58008.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b) equal(inverse(u),a) equal(inverse(multiply(u,a)),identity)**.
% 213.29/213.55  69197[8:Rew:69133.0,67824.3] ||  -> equal(inverse(u),identity) equal(inverse(u),c) equal(inverse(u),a) equal(multiply(a,multiply(u,c)),identity)**.
% 213.29/213.55  69202[8:Rew:21.0,69135.0] ||  -> equal(multiply(a,c),identity)**.
% 213.29/213.55  69206[8:Rew:69202.0,64190.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),multiply(inverse(u),identity))**.
% 213.29/213.55  69265[8:Rew:1.0,69137.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),inverse(u))**.
% 213.29/213.55  69267[8:Rew:69265.0,66240.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(u),c)**.
% 213.29/213.55  69280[8:Rew:69265.0,66427.3] ||  -> equal(inverse(u),identity) equal(a,u) equal(b,u) equal(multiply(inverse(v),multiply(u,b)),inverse(v))**.
% 213.29/213.55  69287[8:Rew:1.0,69206.0] ||  -> equal(inverse(multiply(b,multiply(c,u))),inverse(u))**.
% 213.29/213.55  69310[8:Rew:69287.0,68200.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(inverse(u),multiply(v,a))*.
% 213.29/213.55  69311[8:Rew:57361.2,69267.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(c,a).
% 213.29/213.55  69312[8:MRR:69311.3,5.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 213.29/213.55  69313[8:Rew:69312.0,57526.1] ||  -> equal(identity,u) equal(a,identity) equal(c,u)* equal(a,u).
% 213.29/213.55  69324[8:MRR:69313.1,6.0] ||  -> equal(identity,u) equal(c,u)* equal(a,u).
% 213.29/213.55  69333[8:Rew:69324.1,73.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a) equal(multiply(u,c),identity)**.
% 213.29/213.55  69366[8:Rew:69324.0,1848.0] ||  -> equal(b,identity) equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  69367[8:Rew:69324.0,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  69461[8:Rew:69324.1,918.2] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(c,b) equal(inverse(u),identity).
% 213.29/213.55  69534[8:Rew:69324.1,63265.1] ||  -> equal(multiply(u,v),identity) equal(c,b) equal(multiply(u,v),a) equal(multiply(v,multiply(c,multiply(u,w))),w)**.
% 213.29/213.55  69720[8:Rew:69324.1,67917.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(inverse(u),u)**.
% 213.29/213.55  69772[8:Rew:69324.2,59389.0] ||  -> equal(b,a) equal(multiply(u,multiply(v,inverse(w))),identity) equal(multiply(u,multiply(v,inverse(w))),c)** equal(multiply(w,inverse(multiply(u,v))),b)**.
% 213.29/213.55  69802[8:Rew:69324.2,59327.0] ||  -> equal(b,a) equal(inverse(u),identity) equal(inverse(u),c)** equal(b,u).
% 213.29/213.55  69816[8:MRR:69367.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.55  69817[8:Rew:69816.2,57156.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),c)** equal(b,a).
% 213.29/213.55  69856[8:MRR:69817.3,4.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  69881[8:MRR:69802.0,4.0] ||  -> equal(inverse(u),identity) equal(inverse(u),c)** equal(b,u).
% 213.29/213.55  69884[8:MRR:69720.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(u),u)**.
% 213.29/213.55  69890[8:Rew:69856.2,69143.2] ||  -> equal(b,u) equal(identity,u) equal(c,b) equal(inverse(multiply(u,a)),identity)**.
% 213.29/213.55  69891[8:MRR:69890.2,7.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(multiply(u,a)),identity)**.
% 213.29/213.55  69892[8:Rew:69891.2,59655.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,u),identity)**.
% 213.29/213.55  69893[8:Rew:69892.3,59693.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,a),inverse(identity))**.
% 213.29/213.55  69904[8:Rew:21.0,69893.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,a),identity)**.
% 213.29/213.55  69906[8:Rew:69904.3,64170.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,identity),u)*.
% 213.29/213.55  69908[8:Rew:1.0,69906.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(b,u)*.
% 213.29/213.55  69909[8:Obv:69908.1] ||  -> equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  69910[8:Rew:69909.2,69884.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(b,u).
% 213.29/213.55  69911[8:Rew:69881.1,69910.1] ||  -> equal(inverse(u),identity)** equal(c,a) equal(b,u).
% 213.29/213.55  69912[8:MRR:69911.1,5.0] ||  -> equal(inverse(u),identity)** equal(b,u).
% 213.29/213.55  69913[8:Rew:69912.0,69856.2] ||  -> equal(b,u)* equal(identity,u) equal(c,identity)**.
% 213.29/213.55  69930[8:MRR:69913.2,9.0] ||  -> equal(b,u)* equal(identity,u).
% 213.29/213.55  70041[8:Rew:69930.1,64970.1] ||  -> equal(multiply(u,a),b)** equal(a,identity) equal(inverse(u),b) equal(inverse(u),a).
% 213.29/213.55  70081[8:MRR:69333.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(u,c),identity)**.
% 213.29/213.55  70083[8:MRR:69366.0,8.0] ||  -> equal(inverse(u),a) equal(inverse(u),c) equal(multiply(u,v),v)**.
% 213.29/213.55  70091[8:MRR:70041.1,6.0] ||  -> equal(multiply(u,a),b)** equal(inverse(u),b) equal(inverse(u),a).
% 213.29/213.55  70098[8:MRR:69461.2,7.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(inverse(u),identity).
% 213.29/213.55  70109[8:Rew:70091.0,69144.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(inverse(b),identity)**.
% 213.29/213.55  70110[8:Rew:57280.0,70109.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(a,identity).
% 213.29/213.55  70111[8:MRR:70110.3,6.0] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  70137[8:Rew:70081.2,69197.3,70111.1,69197.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(multiply(a,identity),identity)**.
% 213.29/213.55  70138[8:Rew:1.0,70137.3] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(a,identity).
% 213.29/213.55  70139[8:MRR:70138.1,70138.3,7.0,6.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)**.
% 213.29/213.55  70142[8:Rew:70139.0,70083.1] ||  -> equal(inverse(u),a) equal(c,identity) equal(multiply(u,v),v)**.
% 213.29/213.55  70143[8:Rew:70139.0,70091.1] ||  -> equal(multiply(u,a),b)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  70149[8:MRR:70142.1,9.0] ||  -> equal(inverse(u),a) equal(multiply(u,v),v)**.
% 213.29/213.55  70150[8:Rew:70149.1,70143.0] ||  -> equal(b,a) equal(b,identity) equal(inverse(u),a)**.
% 213.29/213.55  70151[8:MRR:70150.0,70150.1,4.0,8.0] ||  -> equal(inverse(u),a)**.
% 213.29/213.55  70180[8:Rew:70151.0,2.0] ||  -> equal(multiply(u,a),identity)**.
% 213.29/213.55  70181[8:Rew:70151.0,15.0] ||  -> equal(multiply(a,u),identity)**.
% 213.29/213.55  70214[8:Rew:70151.0,70098.2] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(a,identity).
% 213.29/213.55  70329[8:MRR:70214.2,6.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)**.
% 213.29/213.55  70343[8:Rew:70181.0,69280.3,70151.0,69280.3,70151.0,69280.0] ||  -> equal(a,identity) equal(a,u) equal(b,u)* equal(a,identity).
% 213.29/213.55  70344[8:Obv:70343.0] ||  -> equal(a,u) equal(b,u)* equal(a,identity).
% 213.29/213.55  70345[8:MRR:70344.2,6.0] ||  -> equal(a,u) equal(b,u)*.
% 213.29/213.55  70346[8:Rew:70345.1,70329.0] ||  -> equal(b,identity) equal(multiply(c,u),a)**.
% 213.29/213.55  70350[8:MRR:70346.0,8.0] ||  -> equal(multiply(c,u),a)**.
% 213.29/213.55  70432[8:Rew:70151.0,69310.3,70180.0,69310.3] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(a,identity).
% 213.29/213.55  70433[8:MRR:70432.3,6.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,v),a).
% 213.29/213.55  70456[8:Rew:70180.0,69534.3,70350.0,69534.3] ||  -> equal(multiply(u,v),identity) equal(c,b) equal(multiply(u,v),a)** equal(identity,w)*.
% 213.29/213.55  70457[8:MRR:70456.1,7.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),a)** equal(identity,w)*.
% 213.29/213.55  70460[8:Rew:70457.2,70433.1] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),identity) equal(multiply(u,v),a)**.
% 213.29/213.55  70461[8:Obv:70460.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),a)**.
% 213.29/213.55  70551[8:Rew:70180.0,69772.3,70151.0,69772.3,70461.1,69772.2,70180.0,69772.2,70151.0,69772.2,70180.0,69772.1,70151.0,69772.1] ||  -> equal(b,a) equal(multiply(u,identity),identity)** equal(c,a) equal(b,identity).
% 213.29/213.55  70552[8:Rew:1.0,70551.1] ||  -> equal(b,a) equal(u,identity)* equal(c,a)** equal(b,identity).
% 213.29/213.55  70553[8:Con:70552.1] ||  -> equal(b,a) equal(c,a)** equal(b,identity).
% 213.29/213.55  70554[8:MRR:70553.0,70553.1,70553.2,4.0,5.0,8.0] ||  -> .
% 213.29/213.55  70590[8:Spt:70554.0,64386.0,69133.0] || equal(multiply(b,c),identity)** -> .
% 213.29/213.55  70591[8:Spt:70554.0,64386.1,64386.2] ||  -> equal(multiply(b,c),b)** equal(multiply(b,c),a).
% 213.29/213.55  70594[8:Rew:70591.0,64403.0] ||  -> equal(b,identity) equal(multiply(b,c),a)** equal(multiply(a,c),a).
% 213.29/213.55  70595[8:MRR:70594.0,8.0] ||  -> equal(multiply(b,c),a)** equal(multiply(a,c),a).
% 213.29/213.55  70596[8:Rew:70595.0,64914.2] ||  -> equal(multiply(a,c),b)** equal(multiply(a,c),a) equal(a,identity).
% 213.29/213.55  70597[8:MRR:70596.2,6.0] ||  -> equal(multiply(a,c),b)** equal(multiply(a,c),a).
% 213.29/213.55  70598[8:Rew:70597.0,64917.2] ||  -> equal(u,identity) equal(u,a) equal(b,identity) equal(b,u)* equal(multiply(a,c),a)**.
% 213.29/213.55  70599[8:MRR:70598.2,8.0] ||  -> equal(u,identity) equal(u,a) equal(b,u)* equal(multiply(a,c),a)**.
% 213.29/213.55  70613[8:Rew:70599.3,64526.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(inverse(u),a).
% 213.29/213.55  70615[8:Rew:70599.3,64195.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b) equal(multiply(u,a),a) equal(multiply(u,b),a)**.
% 213.29/213.55  70616[8:Rew:70615.3,64879.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(multiply(b,a),c)**.
% 213.29/213.55  70618[8:Rew:57816.0,70616.3] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b)** equal(multiply(u,a),a) equal(c,identity).
% 213.29/213.55  70619[8:MRR:70618.3,9.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),b)** equal(multiply(u,a),a).
% 213.29/213.55  70623[8:Rew:57817.0,61971.3,70613.3,61971.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(c,v),v)**.
% 213.29/213.55  70626[8:Rew:70623.3,65139.3] ||  -> equal(multiply(a,u),identity) equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(a,u),identity).
% 213.29/213.55  70628[8:Obv:70626.0] ||  -> equal(multiply(a,u),b)** equal(multiply(a,u),a) equal(multiply(a,u),identity).
% 213.29/213.55  70632[8:Rew:70628.1,66639.2] ||  -> equal(multiply(a,u),b)** equal(multiply(a,u),identity) equal(c,a) equal(identity,u).
% 213.29/213.55  70635[8:MRR:70632.2,5.0] ||  -> equal(multiply(a,u),b)** equal(multiply(a,u),identity) equal(identity,u).
% 213.29/213.55  70715[9:Spt:70591.0] ||  -> equal(multiply(b,c),b)**.
% 213.29/213.55  70722[9:Rew:70715.0,64334.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),multiply(inverse(u),b))**.
% 213.29/213.55  70733[9:Rew:70715.0,66055.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b) equal(inverse(multiply(a,u)),b)**.
% 213.29/213.55  70787[9:Rew:58044.0,70722.0] ||  -> equal(inverse(multiply(a,multiply(c,u))),inverse(multiply(a,u)))**.
% 213.29/213.55  70802[9:Rew:70787.0,66240.3] ||  -> equal(inverse(u),identity) equal(u,a) equal(c,u) equal(inverse(multiply(a,u)),c)**.
% 213.29/213.55  70829[9:Rew:21.0,70802.3,57365.3,70802.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(c,identity).
% 213.29/213.55  70830[9:MRR:70829.3,9.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 213.29/213.55  70831[9:Rew:70830.0,57526.1] ||  -> equal(identity,u) equal(a,identity) equal(c,u)* equal(a,u).
% 213.29/213.55  70842[9:MRR:70831.1,6.0] ||  -> equal(identity,u) equal(c,u)* equal(a,u).
% 213.29/213.55  70852[9:Rew:70842.0,57699.2] ||  -> equal(multiply(u,v),c)** equal(multiply(u,v),a) equal(b,identity) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  70854[9:Rew:70842.0,1844.0] ||  -> equal(b,identity) equal(multiply(u,v),a) equal(multiply(u,v),c) equal(multiply(u,multiply(v,w)),w)**.
% 213.29/213.55  70870[9:Rew:70842.0,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  71021[9:Rew:70842.1,68211.1] ||  -> equal(multiply(c,multiply(u,v)),identity) equal(c,b) equal(multiply(c,multiply(u,v)),a)** equal(multiply(v,u),identity).
% 213.29/213.55  71032[9:Rew:70842.1,70619.1] ||  -> equal(multiply(u,a),identity) equal(c,b) equal(multiply(u,a),a)**.
% 213.29/213.55  71125[9:Rew:70842.1,61635.1] ||  -> equal(multiply(c,u),identity) equal(c,b) equal(multiply(c,u),a)** equal(multiply(u,v),v)**.
% 213.29/213.55  71129[9:Rew:70842.1,70628.0] ||  -> equal(c,b) equal(multiply(a,u),a)** equal(multiply(a,u),identity).
% 213.29/213.55  71260[9:Rew:70842.2,67713.0] ||  -> equal(b,a) equal(multiply(u,v),identity) equal(multiply(u,v),c) equal(multiply(u,multiply(v,a)),b)**.
% 213.29/213.55  71287[9:MRR:71032.1,7.0] ||  -> equal(multiply(u,a),identity) equal(multiply(u,a),a)**.
% 213.29/213.55  71291[9:MRR:71129.0,7.0] ||  -> equal(multiply(a,u),a)** equal(multiply(a,u),identity).
% 213.29/213.55  71296[9:Rew:71291.0,70635.0] ||  -> equal(b,a) equal(multiply(a,u),identity)** equal(identity,u).
% 213.29/213.55  71299[9:MRR:71296.0,4.0] ||  -> equal(multiply(a,u),identity)** equal(identity,u).
% 213.29/213.55  71302[9:Rew:71299.0,70733.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),b)** equal(inverse(identity),b)**.
% 213.29/213.55  71314[9:MRR:70870.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.55  71358[9:Rew:71314.2,57156.3] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),c)** equal(b,a).
% 213.29/213.55  71360[9:MRR:71358.3,4.0] ||  -> equal(b,u) equal(identity,u) equal(inverse(u),c)**.
% 213.29/213.55  71391[9:Rew:21.0,71302.3,71360.2,71302.2] ||  -> equal(b,u)* equal(identity,u) equal(c,b)** equal(b,identity).
% 213.29/213.55  71392[9:MRR:71391.2,71391.3,7.0,8.0] ||  -> equal(b,u)* equal(identity,u).
% 213.29/213.55  71453[9:Rew:71392.0,71287.1] ||  -> equal(multiply(u,a),identity)** equal(b,a).
% 213.29/213.55  71471[9:Rew:71392.0,71291.0] ||  -> equal(b,a) equal(multiply(a,u),identity)**.
% 213.29/213.55  71524[9:MRR:71453.1,4.0] ||  -> equal(multiply(u,a),identity)**.
% 213.29/213.55  71531[9:Rew:71524.0,61715.0] ||  -> equal(multiply(b,multiply(inverse(multiply(u,v)),w)),multiply(inverse(multiply(u,identity)),w))**.
% 213.29/213.55  71541[9:MRR:71471.0,4.0] ||  -> equal(multiply(a,u),identity)**.
% 213.29/213.55  71549[9:Rew:71541.0,56836.0] ||  -> equal(multiply(b,u),identity)**.
% 213.29/213.55  71594[9:Rew:1.0,71531.0] ||  -> equal(multiply(b,multiply(inverse(multiply(u,v)),w)),multiply(inverse(u),w))**.
% 213.29/213.55  71595[9:Rew:71549.0,71594.0] ||  -> equal(multiply(inverse(u),v),identity)**.
% 213.29/213.55  71635[9:MRR:71125.1,7.0] ||  -> equal(multiply(c,u),identity) equal(multiply(c,u),a)** equal(multiply(u,v),v)**.
% 213.29/213.55  71642[9:MRR:70854.0,8.0] ||  -> equal(multiply(u,v),a) equal(multiply(u,v),c) equal(multiply(u,multiply(v,w)),w)**.
% 213.29/213.55  71646[9:Rew:71524.0,71260.3] ||  -> equal(b,a) equal(multiply(u,v),identity) equal(multiply(u,v),c)** equal(multiply(u,identity),b)**.
% 213.29/213.55  71647[9:Rew:1.0,71646.3] ||  -> equal(b,a) equal(multiply(u,v),identity) equal(multiply(u,v),c)** equal(u,b).
% 213.29/213.55  71648[9:MRR:71647.0,4.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),c)** equal(u,b).
% 213.29/213.55  71666[9:Rew:71595.0,70852.3] ||  -> equal(multiply(u,v),c)** equal(multiply(u,v),a) equal(b,identity) equal(multiply(u,w),identity)**.
% 213.29/213.55  71667[9:MRR:71666.2,8.0] ||  -> equal(multiply(u,v),c)** equal(multiply(u,v),a) equal(multiply(u,w),identity)**.
% 213.29/213.55  71668[9:Rew:71667.2,71642.2] ||  -> equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(identity,w)*.
% 213.29/213.55  71669[9:AED:4.0,71668.2] ||  -> equal(multiply(u,v),a) equal(multiply(u,v),c)**.
% 213.29/213.55  71670[9:Rew:71669.0,71648.0] ||  -> equal(a,identity) equal(multiply(u,v),c)** equal(u,b).
% 213.29/213.55  71675[9:Rew:71669.1,71635.0] ||  -> equal(c,identity) equal(multiply(c,u),a)** equal(multiply(u,v),v)**.
% 213.29/213.55  71677[9:MRR:71670.0,6.0] ||  -> equal(multiply(u,v),c)** equal(u,b).
% 213.29/213.55  71684[9:MRR:71675.0,9.0] ||  -> equal(multiply(c,u),a)** equal(multiply(u,v),v)**.
% 213.29/213.55  71709[9:Rew:71677.0,71021.2,71677.0,71021.0] ||  -> equal(c,identity) equal(c,b) equal(c,a) equal(multiply(u,v),identity)**.
% 213.29/213.55  71710[9:MRR:71709.0,71709.1,71709.2,9.0,7.0,5.0] ||  -> equal(multiply(u,v),identity)**.
% 213.29/213.55  71721[9:Rew:71710.0,71684.1] ||  -> equal(multiply(c,u),a)** equal(identity,v)*.
% 213.29/213.55  71739[9:AED:4.0,71721.1] ||  -> equal(multiply(c,u),a)**.
% 213.29/213.55  71740[9:Rew:71710.0,71739.0] ||  -> equal(a,identity)**.
% 213.29/213.55  71741[9:MRR:71740.0,6.0] ||  -> .
% 213.29/213.55  71743[9:Spt:71741.0,70591.0,70715.0] || equal(multiply(b,c),b)** -> .
% 213.29/213.55  71744[9:Spt:71741.0,70591.1] ||  -> equal(multiply(b,c),a)**.
% 213.29/213.55  71748[9:Rew:57007.0,64187.0,71744.0,64187.0] ||  -> equal(multiply(a,c),b)**.
% 213.29/213.55  72076[9:SpR:71748.0,57818.0] ||  -> equal(multiply(b,b),c)**.
% 213.29/213.55  72081[9:Rew:56997.0,72076.0] ||  -> equal(c,a)**.
% 213.29/213.55  72082[9:MRR:72081.0,5.0] ||  -> .
% 213.29/213.55  72084[7:Spt:72082.0,62784.0,64129.0] || equal(multiply(b,multiply(c,a)),c)** -> .
% 213.29/213.55  72085[7:Spt:72082.0,62784.1] ||  -> equal(multiply(b,multiply(c,a)),identity)**.
% 213.29/213.55  72114[7:Rew:72085.0,61359.0] ||  -> equal(multiply(b,multiply(c,multiply(a,multiply(c,a)))),inverse(multiply(b,multiply(c,identity))))**.
% 213.29/213.55  72115[7:Rew:1.0,72114.0] ||  -> equal(multiply(b,multiply(c,multiply(a,multiply(c,a)))),inverse(multiply(b,c)))**.
% 213.29/213.55  72116[7:Rew:59399.0,72115.0] ||  -> equal(multiply(b,multiply(c,multiply(a,multiply(c,a)))),multiply(c,a))**.
% 213.29/213.55  72204[7:SpR:72085.0,57817.0] ||  -> equal(multiply(c,a),multiply(a,identity))**.
% 213.29/213.55  72206[7:Rew:1.0,72204.0] ||  -> equal(multiply(c,a),a)**.
% 213.29/213.55  72209[7:Rew:72206.0,59398.0] ||  -> equal(multiply(b,c),inverse(a))**.
% 213.29/213.55  72212[7:Rew:72206.0,60071.0] ||  -> equal(multiply(b,multiply(c,multiply(b,c))),inverse(multiply(c,multiply(a,a))))**.
% 213.29/213.55  72243[7:Rew:72206.0,72116.0] ||  -> equal(multiply(b,multiply(c,multiply(a,a))),a)**.
% 213.29/213.55  72253[7:Rew:57007.0,72209.0] ||  -> equal(multiply(b,c),b)**.
% 213.29/213.55  72260[7:Rew:72253.0,61444.0] ||  -> equal(inverse(multiply(c,multiply(a,multiply(c,b)))),multiply(c,multiply(a,multiply(c,b))))**.
% 213.29/213.55  72274[7:Rew:72253.0,59672.0] ||  -> equal(inverse(multiply(c,multiply(a,u))),multiply(inverse(u),b))**.
% 213.29/213.55  72291[7:Rew:56657.0,72243.0] ||  -> equal(multiply(b,multiply(c,b)),a)**.
% 213.29/213.55  72325[7:Rew:58044.0,72274.0] ||  -> equal(inverse(multiply(c,multiply(a,u))),inverse(multiply(a,u)))**.
% 213.29/213.55  72334[7:Rew:56657.0,72212.0] ||  -> equal(multiply(b,multiply(c,multiply(b,c))),inverse(multiply(c,b)))**.
% 213.29/213.55  72335[7:Rew:72291.0,72334.0,72253.0,72334.0,59397.0,72334.0] ||  -> equal(multiply(a,c),a)**.
% 213.29/213.55  72336[7:Rew:72335.0,59400.0] ||  -> equal(multiply(c,b),inverse(a))**.
% 213.29/213.55  72368[7:Rew:57007.0,72336.0] ||  -> equal(multiply(c,b),b)**.
% 213.29/213.55  72447[7:Rew:72325.0,72260.0,72368.0,72260.0] ||  -> equal(multiply(c,multiply(a,b)),inverse(multiply(a,b)))**.
% 213.29/213.55  72448[7:Rew:1.0,72447.0,21.0,72447.0,57815.0,72447.0] ||  -> equal(c,identity)**.
% 213.29/213.55  72449[7:MRR:72448.0,9.0] ||  -> .
% 213.29/213.55  72557[5:Spt:72449.0,12.0,56994.0] ||  -> equal(multiply(b,b),c)**.
% 213.29/213.55  72558[5:Spt:72449.0,12.1,12.2] || equal(multiply(b,multiply(b,b)),a) equal(multiply(b,multiply(b,multiply(b,b))),identity)** -> .
% 213.29/213.55  72570[5:Rew:72557.0,72558.1,72557.0,72558.0] || equal(multiply(b,c),a) equal(multiply(b,multiply(b,c)),identity)** -> .
% 213.29/213.55  72795[5:SpR:72557.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(c,u))**.
% 213.29/213.55  72798[5:Rew:72795.0,72570.1] || equal(multiply(b,c),a) equal(multiply(c,c),identity)** -> .
% 213.29/213.55  72863[5:SpR:72557.0,37.0] ||  -> equal(multiply(inverse(b),c),b)**.
% 213.29/213.55  72883[5:SpR:72863.0,16.0] ||  -> equal(multiply(inverse(b),multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  72886[5:SpR:3.1,72863.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(inverse(b),u),b)**.
% 213.29/213.55  72888[5:SpR:3.1,72863.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(c,c),b)**.
% 213.29/213.55  72934[5:SpR:2.0,72795.0] ||  -> equal(multiply(c,inverse(b)),multiply(b,identity))**.
% 213.29/213.55  72935[5:SpR:38.0,72795.0] ||  -> equal(multiply(c,multiply(inverse(b),u)),multiply(b,u))**.
% 213.29/213.55  72936[5:SpR:72557.0,72795.0] ||  -> equal(multiply(c,b),multiply(b,c))**.
% 213.29/213.55  72937[5:SpR:56884.0,72795.0] ||  -> equal(multiply(c,inverse(a)),multiply(b,a))**.
% 213.29/213.55  72938[5:SpR:56879.0,72795.0] ||  -> equal(multiply(b,multiply(a,b)),multiply(c,a))**.
% 213.29/213.55  72952[5:Rew:1.0,72934.0] ||  -> equal(multiply(c,inverse(b)),b)**.
% 213.29/213.55  72953[5:Rew:56879.0,72937.0] ||  -> equal(multiply(c,inverse(a)),multiply(a,b))**.
% 213.29/213.55  72955[5:Rew:56876.0,72938.0] ||  -> equal(multiply(a,multiply(b,b)),multiply(c,a))**.
% 213.29/213.55  72956[5:Rew:72557.0,72955.0] ||  -> equal(multiply(c,a),multiply(a,c))**.
% 213.29/213.55  72965[5:SpR:72952.0,37.0] ||  -> equal(multiply(inverse(c),b),inverse(b))**.
% 213.29/213.55  72968[5:SpR:3.1,72952.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,inverse(b)),b)**.
% 213.29/213.55  72982[5:SpR:72956.0,16.0] ||  -> equal(multiply(multiply(a,c),u),multiply(c,multiply(a,u)))**.
% 213.29/213.55  72983[5:SpR:72956.0,37.0] ||  -> equal(multiply(inverse(c),multiply(a,c)),a)**.
% 213.29/213.55  72987[5:Rew:16.0,72982.0] ||  -> equal(multiply(c,multiply(a,u)),multiply(a,multiply(c,u)))**.
% 213.29/213.55  72993[5:SpR:3.1,72965.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(inverse(u),b),inverse(b))**.
% 213.29/213.55  72995[5:SpR:3.1,72965.0] ||  -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a) equal(multiply(c,b),inverse(b))**.
% 213.29/213.55  72998[5:Rew:72936.0,72995.3] ||  -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a) equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  73000[5:SpR:72953.0,37.0] ||  -> equal(multiply(inverse(c),multiply(a,b)),inverse(a))**.
% 213.29/213.55  73012[5:SpR:3.1,72983.0] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b) equal(multiply(a,c),a) equal(multiply(inverse(c),c),a)**.
% 213.29/213.55  73019[5:Rew:15.0,73012.3] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b)** equal(multiply(a,c),a) equal(a,identity).
% 213.29/213.55  73020[5:MRR:73019.3,6.0] ||  -> equal(multiply(a,c),identity) equal(multiply(a,c),b)** equal(multiply(a,c),a).
% 213.29/213.55  73034[5:SpL:72.3,72798.1] || equal(multiply(b,c),a)** equal(identity,identity) -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a).
% 213.29/213.55  73037[5:Obv:73034.1] || equal(multiply(b,c),a)** -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a).
% 213.29/213.55  73038[5:Rew:72998.3,73037.0] || equal(inverse(b),a) -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  73074[5:SpR:72557.0,138.0] ||  -> equal(multiply(b,inverse(c)),inverse(b))**.
% 213.29/213.55  73081[5:SpR:72936.0,138.0] ||  -> equal(multiply(b,inverse(multiply(b,c))),inverse(c))**.
% 213.29/213.55  73082[5:SpR:72956.0,138.0] ||  -> equal(multiply(a,inverse(multiply(a,c))),inverse(c))**.
% 213.29/213.55  73139[5:SpR:3.1,73081.0] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b) equal(multiply(b,c),a) equal(multiply(b,inverse(c)),inverse(c))**.
% 213.29/213.55  73145[5:Rew:73074.0,73139.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(b,c),a) equal(inverse(c),inverse(b)).
% 213.29/213.55  73146[5:Rew:967.3,73145.3] ||  -> equal(multiply(b,c),identity) equal(multiply(b,c),b)** equal(multiply(b,c),a) equal(inverse(c),identity).
% 213.29/213.55  73177[5:SpR:73082.0,138.0] ||  -> equal(multiply(inverse(multiply(a,c)),inverse(inverse(c))),inverse(a))**.
% 213.29/213.55  73187[5:Rew:50.0,73177.0] ||  -> equal(multiply(inverse(multiply(a,c)),c),inverse(a))**.
% 213.29/213.55  73257[5:SpR:72953.0,173.0] ||  -> equal(multiply(inverse(multiply(a,b)),c),inverse(inverse(a)))**.
% 213.29/213.55  73266[5:SpR:73000.0,173.0] ||  -> equal(multiply(inverse(inverse(a)),inverse(c)),inverse(multiply(a,b)))**.
% 213.29/213.55  73287[5:Rew:50.0,73257.0] ||  -> equal(multiply(inverse(multiply(a,b)),c),a)**.
% 213.29/213.55  73295[5:Rew:50.0,73266.0] ||  -> equal(multiply(a,inverse(c)),inverse(multiply(a,b)))**.
% 213.29/213.55  73624[5:SpR:78.4,73187.0] ||  -> equal(inverse(multiply(a,c)),identity) equal(inverse(multiply(a,c)),b)** equal(inverse(multiply(a,c)),a) equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,c),inverse(a))**.
% 213.29/213.55  73687[5:SpR:78.5,73081.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,c),identity) equal(multiply(b,c),u)* equal(multiply(b,c),a) equal(multiply(b,inverse(b)),inverse(c))**.
% 213.29/213.55  73713[4:SpR:78.5,56855.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(a),identity) equal(inverse(a),u)* equal(inverse(a),a) equal(multiply(b,b),a)**.
% 213.29/213.55  73814[5:Rew:72557.0,73713.6] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(a),identity) equal(inverse(a),u)* equal(inverse(a),a)** equal(c,a).
% 213.29/213.55  73815[5:MRR:73814.6,5.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(a),identity) equal(inverse(a),u)* equal(inverse(a),a)**.
% 213.29/213.55  73914[5:Rew:2.0,73687.6] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(b,c),identity) equal(multiply(b,c),u)* equal(multiply(b,c),a)** equal(inverse(c),identity).
% 213.29/213.55  73915[5:Rew:73146.1,73914.4] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(b,c),identity) equal(b,u)* equal(multiply(b,c),a)** equal(inverse(c),identity).
% 213.29/213.55  73916[5:Obv:73915.1] ||  -> equal(u,identity) equal(u,a) equal(multiply(b,c),identity) equal(b,u)* equal(multiply(b,c),a)** equal(inverse(c),identity).
% 213.29/213.55  74060[5:SpR:3.1,73287.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(multiply(inverse(c),c),a)**.
% 213.29/213.55  74061[5:SpR:78.5,73287.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,b),identity) equal(multiply(a,b),u)* equal(multiply(a,b),a) equal(multiply(inverse(b),c),a)**.
% 213.29/213.55  74073[5:Rew:15.0,74060.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a) equal(a,identity).
% 213.29/213.55  74074[5:MRR:74073.3,6.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.55  74081[5:Rew:72863.0,74061.6] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,b),identity) equal(multiply(a,b),u)* equal(multiply(a,b),a)** equal(b,a).
% 213.29/213.55  74082[5:Rew:74074.1,74081.4] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a)** equal(b,a).
% 213.29/213.55  74083[5:Obv:74082.1] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a)** equal(b,a).
% 213.29/213.55  74084[5:MRR:74083.5,4.0] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,b),identity) equal(b,u)* equal(multiply(a,b),a)**.
% 213.29/213.55  74101[5:SpR:3.1,73295.0] ||  -> equal(inverse(c),identity) equal(inverse(c),b) equal(inverse(c),a) equal(inverse(multiply(a,b)),multiply(a,c))**.
% 213.29/213.55  75476[6:Spt:73038.1] ||  -> equal(inverse(c),identity)**.
% 213.29/213.55  76948[6:SpR:75476.0,15.0] ||  -> equal(multiply(identity,c),identity)**.
% 213.29/213.55  76959[6:Rew:14.0,76948.0] ||  -> equal(c,identity)**.
% 213.29/213.55  76960[6:MRR:76959.0,9.0] ||  -> .
% 213.29/213.55  77006[6:Spt:76960.0,73038.1,75476.0] || equal(inverse(c),identity)** -> .
% 213.29/213.55  77007[6:Spt:76960.0,73038.0,73038.2,73038.3] || equal(inverse(b),a) -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  77009[6:MRR:74101.0,77006.0] ||  -> equal(inverse(c),b) equal(inverse(c),a) equal(inverse(multiply(a,b)),multiply(a,c))**.
% 213.29/213.55  77011[6:MRR:73916.5,77006.0] ||  -> equal(u,identity) equal(u,a) equal(multiply(b,c),identity) equal(b,u)* equal(multiply(b,c),a)**.
% 213.29/213.55  77025[7:Spt:77007.1] ||  -> equal(inverse(c),b)**.
% 213.29/213.55  77027[7:Rew:77025.0,73074.0] ||  -> equal(multiply(b,b),inverse(b))**.
% 213.29/213.55  77149[7:Rew:77025.0,805.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(b,u) equal(inverse(b),u)*.
% 213.29/213.55  77156[7:Rew:77025.0,2858.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(b,u) equal(inverse(b),u)*.
% 213.29/213.55  77214[7:Rew:77025.0,2990.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),inverse(b))** equal(multiply(v,inverse(u)),a)**.
% 213.29/213.55  77216[7:Rew:77025.0,2948.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a) equal(multiply(u,inverse(v)),b)** equal(multiply(v,inverse(u)),b)**.
% 213.29/213.55  77243[7:Rew:72557.0,77027.0] ||  -> equal(inverse(b),c)**.
% 213.29/213.55  77246[7:Rew:77243.0,56887.0] ||  -> equal(multiply(c,a),inverse(a))**.
% 213.29/213.55  77390[7:Rew:77243.0,72968.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,c),b)**.
% 213.29/213.55  77477[7:Rew:77243.0,3410.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(v,inverse(u)),a) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),c)**.
% 213.29/213.55  77514[7:Rew:72956.0,77246.0] ||  -> equal(multiply(a,c),inverse(a))**.
% 213.29/213.55  77523[7:Rew:77514.0,73624.0] ||  -> equal(inverse(inverse(a)),identity) equal(inverse(multiply(a,c)),b)** equal(inverse(multiply(a,c)),a) equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,c),inverse(a))**.
% 213.29/213.55  77527[7:Rew:77514.0,73020.0] ||  -> equal(inverse(a),identity) equal(multiply(a,c),b)** equal(multiply(a,c),a).
% 213.29/213.55  77615[7:Rew:77243.0,77156.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(b,u) equal(c,u).
% 213.29/213.55  77633[7:Rew:77514.0,77527.2,77514.0,77527.1] ||  -> equal(inverse(a),identity) equal(inverse(a),b)** equal(inverse(a),a).
% 213.29/213.55  77634[7:Rew:77633.1,73815.4] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(inverse(a),identity) equal(b,u)* equal(inverse(a),a)**.
% 213.29/213.55  77649[7:Rew:77243.0,77149.3] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(b,u) equal(c,u).
% 213.29/213.55  77653[7:Rew:77649.1,2734.3] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u) equal(multiply(a,a),identity)**.
% 213.29/213.55  77673[7:Rew:56657.0,77653.3] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u) equal(b,identity).
% 213.29/213.55  77674[7:MRR:77673.3,8.0] ||  -> equal(inverse(u),identity)** equal(u,b) equal(c,u).
% 213.29/213.55  77675[7:Rew:77674.0,77615.1] ||  -> equal(identity,u) equal(a,identity) equal(b,u) equal(c,u)*.
% 213.29/213.55  77676[7:MRR:77675.1,6.0] ||  -> equal(identity,u) equal(b,u) equal(c,u)*.
% 213.29/213.55  77677[7:Rew:77676.0,62819.1] ||  -> equal(multiply(u,inverse(v)),b) equal(a,identity) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),identity)**.
% 213.29/213.55  77693[7:Rew:77676.0,1556.3] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b) equal(a,identity).
% 213.29/213.55  77840[7:Rew:77676.2,77633.2] ||  -> equal(inverse(a),identity) equal(inverse(a),b)** equal(c,a).
% 213.29/213.55  77900[7:MRR:77840.2,5.0] ||  -> equal(inverse(a),identity) equal(inverse(a),b)**.
% 213.29/213.55  77905[7:MRR:77693.3,6.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),b).
% 213.29/213.55  77913[7:Rew:77905.1,2912.2] ||  -> equal(identity,u) equal(inverse(u),b) equal(c,a) equal(multiply(inverse(v),multiply(w,u)),inverse(multiply(c,multiply(inverse(w),v))))*.
% 213.29/213.55  78140[7:Obv:77634.1] ||  -> equal(u,identity) equal(u,a) equal(inverse(a),identity) equal(b,u)* equal(inverse(a),a)**.
% 213.29/213.55  78141[7:Rew:77900.1,78140.4] ||  -> equal(u,identity) equal(u,a) equal(inverse(a),identity)** equal(b,u)* equal(b,a).
% 213.29/213.55  78142[7:MRR:78141.4,4.0] ||  -> equal(u,identity) equal(u,a) equal(inverse(a),identity)** equal(b,u)*.
% 213.29/213.55  78206[7:MRR:77677.1,6.0] ||  -> equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),identity)**.
% 213.29/213.55  78335[7:Rew:78206.1,77216.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(c,a) equal(multiply(u,inverse(v)),b)** equal(multiply(v,inverse(u)),b)**.
% 213.29/213.55  78336[7:MRR:78335.1,5.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(multiply(v,inverse(u)),b)**.
% 213.29/213.55  78374[7:Rew:78206.0,77477.1] ||  -> equal(multiply(u,inverse(v)),identity) equal(b,a) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),c)**.
% 213.29/213.55  78375[7:MRR:78374.1,4.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),c)** equal(multiply(v,inverse(u)),c)**.
% 213.29/213.55  78414[7:MRR:77913.2,5.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),multiply(w,u)),inverse(multiply(c,multiply(inverse(w),v))))*.
% 213.29/213.55  78447[7:Rew:78336.2,77214.3,77243.0,77214.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),c)** equal(b,a).
% 213.29/213.55  78448[7:MRR:78447.3,4.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b) equal(multiply(u,inverse(v)),c)**.
% 213.29/213.55  78745[7:Rew:50.0,77523.0] ||  -> equal(a,identity) equal(inverse(multiply(a,c)),b)** equal(inverse(multiply(a,c)),a) equal(u,identity) equal(u,b) equal(u,a) equal(multiply(u,c),inverse(a))**.
% 213.29/213.55  78746[7:Rew:77390.3,78745.6,78142.2,78745.6,78142.2,78745.2,77514.0,78745.2,78142.2,78745.1,77514.0,78745.1] ||  -> equal(a,identity) equal(inverse(identity),b)** equal(inverse(identity),a) equal(u,identity) equal(u,b)* equal(u,a) equal(b,identity).
% 213.29/213.55  78747[7:Rew:21.0,78746.2,21.0,78746.1] ||  -> equal(a,identity) equal(b,identity)** equal(a,identity) equal(u,identity) equal(u,b)* equal(u,a) equal(b,identity)**.
% 213.29/213.55  78748[7:Obv:78747.1] ||  -> equal(a,identity) equal(u,identity) equal(u,b)* equal(u,a) equal(b,identity)**.
% 213.29/213.55  78749[7:MRR:78748.0,78748.4,6.0,8.0] ||  -> equal(u,identity) equal(u,b)* equal(u,a).
% 213.29/213.55  78750[7:Rew:78749.2,78448.2] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)** equal(c,a).
% 213.29/213.55  78760[7:MRR:78750.2,5.0] ||  -> equal(multiply(u,inverse(v)),identity) equal(multiply(u,inverse(v)),b)**.
% 213.29/213.55  78761[7:Rew:78760.0,78206.1] ||  -> equal(multiply(u,inverse(v)),b)** equal(c,identity) equal(multiply(v,inverse(u)),identity)**.
% 213.29/213.55  78765[7:Rew:78760.1,78375.1] ||  -> equal(multiply(u,inverse(v)),identity)** equal(c,b) equal(multiply(v,inverse(u)),c)**.
% 213.29/213.55  78774[7:MRR:78761.1,9.0] ||  -> equal(multiply(u,inverse(v)),b)** equal(multiply(v,inverse(u)),identity)**.
% 213.29/213.55  78779[7:Rew:78774.0,78765.2] ||  -> equal(multiply(u,inverse(v)),identity)** equal(c,b) equal(c,b).
% 213.29/213.55  78780[7:Obv:78779.1] ||  -> equal(multiply(u,inverse(v)),identity)** equal(c,b).
% 213.29/213.55  78781[7:MRR:78780.1,7.0] ||  -> equal(multiply(u,inverse(v)),identity)**.
% 213.29/213.55  78784[7:Rew:78781.0,138.0] ||  -> equal(inverse(u),identity)**.
% 213.29/213.55  78860[7:Rew:78784.0,37.0] ||  -> equal(multiply(identity,multiply(u,v)),v)**.
% 213.29/213.55  78917[7:Rew:78784.0,78414.2] ||  -> equal(identity,u) equal(inverse(u),b) equal(multiply(inverse(v),multiply(w,u)),inverse(multiply(c,multiply(identity,v))))**.
% 213.29/213.55  79055[7:Rew:14.0,78860.0] ||  -> equal(multiply(u,v),v)**.
% 213.29/213.55  79267[7:Rew:79055.0,78917.2,79055.0,78917.2,78784.0,78917.2,78784.0,78917.1] ||  -> equal(identity,u)* equal(b,identity)** equal(u,identity)*.
% 213.29/213.55  79268[7:Obv:79267.0] ||  -> equal(b,identity)** equal(u,identity)*.
% 213.29/213.55  79269[7:Con:79268.1] ||  -> equal(b,identity)**.
% 213.29/213.55  79270[7:MRR:79269.0,8.0] ||  -> .
% 213.29/213.55  79360[7:Spt:79270.0,77007.1,77025.0] || equal(inverse(c),b)** -> .
% 213.29/213.55  79361[7:Spt:79270.0,77007.0,77007.2] || equal(inverse(b),a) -> equal(inverse(c),a)**.
% 213.29/213.55  79362[7:MRR:77009.0,79360.0] ||  -> equal(inverse(c),a) equal(inverse(multiply(a,b)),multiply(a,c))**.
% 213.29/213.55  79364[7:MRR:1889.0,79360.0] ||  -> equal(inverse(c),a) equal(inverse(c),c)** equal(u,a) equal(b,u)* equal(u,identity).
% 213.29/213.55  79457[7:SpR:79361.1,2.0] || equal(inverse(b),a) -> equal(multiply(c,a),identity)**.
% 213.29/213.55  79460[7:Rew:72956.0,79457.1] || equal(inverse(b),a) -> equal(multiply(a,c),identity)**.
% 213.29/213.55  79470[7:SpR:79361.1,72965.0] || equal(inverse(b),a) -> equal(multiply(a,b),inverse(b))**.
% 213.29/213.55  79918[7:SpR:79460.1,56836.0] || equal(inverse(b),a) -> equal(multiply(b,c),multiply(a,identity))**.
% 213.29/213.55  79928[7:Rew:1.0,79918.1] || equal(inverse(b),a) -> equal(multiply(b,c),a)**.
% 213.29/213.55  79933[7:SpR:79928.1,72795.0] || equal(inverse(b),a) -> equal(multiply(c,c),multiply(b,a))**.
% 213.29/213.55  79941[7:Rew:56879.0,79933.1] || equal(inverse(b),a) -> equal(multiply(c,c),multiply(a,b))**.
% 213.29/213.55  79942[7:Rew:79470.1,79941.1] || equal(inverse(b),a) -> equal(multiply(c,c),inverse(b))**.
% 213.29/213.55  80278[7:SpL:79942.1,24767.0] || equal(inverse(b),a)** equal(inverse(b),a)** -> .
% 213.29/213.55  80280[7:Obv:80278.0] || equal(inverse(b),a)** -> .
% 213.29/213.55  80281[7:MRR:72888.2,80280.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(multiply(c,c),b)**.
% 213.29/213.55  82517[8:Spt:79362.0] ||  -> equal(inverse(c),a)**.
% 213.29/213.55  82520[8:Rew:82517.0,72965.0] ||  -> equal(multiply(a,b),inverse(b))**.
% 213.29/213.55  82612[8:Rew:82517.0,802.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(a,u) equal(multiply(b,u),identity)**.
% 213.29/213.55  82722[8:Rew:82520.0,72953.0] ||  -> equal(multiply(c,inverse(a)),inverse(b))**.
% 213.29/213.55  82731[8:Rew:82520.0,74084.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(b),identity) equal(b,u)* equal(multiply(a,b),a)**.
% 213.29/213.55  82732[8:Rew:82520.0,74074.0] ||  -> equal(inverse(b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.55  82830[8:Rew:82520.0,82732.2,82520.0,82732.1] ||  -> equal(inverse(b),identity) equal(inverse(b),b)** equal(inverse(b),a).
% 213.29/213.55  82831[8:MRR:82830.2,80280.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b)**.
% 213.29/213.55  82971[8:Rew:82831.1,82731.4,82520.0,82731.4] ||  -> equal(u,identity) equal(u,a) equal(inverse(b),identity)** equal(b,u)* equal(b,a).
% 213.29/213.55  82972[8:MRR:82971.4,4.0] ||  -> equal(u,identity) equal(u,a) equal(inverse(b),identity)** equal(b,u)*.
% 213.29/213.55  82973[8:Rew:82972.2,72886.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(identity,u),b)**.
% 213.29/213.55  83004[8:Rew:14.0,82973.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(u,b)*.
% 213.29/213.55  83005[8:Obv:83004.1] ||  -> equal(u,identity) equal(u,a) equal(u,b)*.
% 213.29/213.55  83012[8:Rew:83005.0,1806.2] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(c,identity) equal(u,inverse(v)).
% 213.29/213.55  83022[8:Rew:83005.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  83024[8:MRR:83022.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  83026[8:Rew:83024.1,3325.6] ||  -> equal(identity,u) equal(inverse(u),a) equal(inverse(u),c)** equal(identity,v) equal(inverse(v),a)** equal(u,v)* equal(c,b).
% 213.29/213.55  83044[8:Rew:83024.1,2998.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(b),u)* equal(c,b).
% 213.29/213.55  83062[8:Rew:83024.2,1554.1] ||  -> equal(identity,u) equal(c,a) equal(inverse(u),b) equal(multiply(a,u),identity)**.
% 213.29/213.55  83075[8:MRR:83044.3,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(b),u)*.
% 213.29/213.55  83107[8:MRR:83062.1,5.0] ||  -> equal(identity,u) equal(inverse(u),b) equal(multiply(a,u),identity)**.
% 213.29/213.55  83116[8:MRR:83012.2,9.0] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(u,inverse(v)).
% 213.29/213.55  83181[8:Rew:83024.1,83026.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(c,b) equal(identity,v) equal(inverse(v),a)** equal(u,v)* equal(c,b).
% 213.29/213.55  83182[8:Obv:83181.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v) equal(inverse(v),a)** equal(u,v)* equal(c,b).
% 213.29/213.55  83183[8:MRR:83182.5,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v) equal(inverse(v),a)** equal(u,v)*.
% 213.29/213.55  83246[8:SpR:82517.0,50.0] ||  -> equal(inverse(a),c)**.
% 213.29/213.55  83249[8:SpR:82517.0,38.0] ||  -> equal(multiply(c,multiply(a,u)),u)**.
% 213.29/213.55  83256[8:Rew:83246.0,56884.0] ||  -> equal(multiply(b,c),a)**.
% 213.29/213.55  83260[8:Rew:83246.0,56882.0] ||  -> equal(multiply(b,multiply(c,u)),multiply(a,u))**.
% 213.29/213.55  83313[8:Rew:83246.0,82722.0] ||  -> equal(multiply(c,c),inverse(b))**.
% 213.29/213.55  83355[8:Rew:83256.0,72798.0] || equal(a,a) equal(multiply(c,c),identity)** -> .
% 213.29/213.55  83357[8:Rew:72987.0,83249.0] ||  -> equal(multiply(a,multiply(c,u)),u)**.
% 213.29/213.55  83358[8:Rew:83357.0,72987.0] ||  -> equal(multiply(c,multiply(a,u)),u)**.
% 213.29/213.55  83405[8:Obv:83355.0] || equal(multiply(c,c),identity)** -> .
% 213.29/213.55  83406[8:Rew:83313.0,83405.0] || equal(inverse(b),identity)** -> .
% 213.29/213.55  83407[8:MRR:82831.0,83406.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  83408[8:Rew:83407.0,72883.0] ||  -> equal(multiply(b,multiply(c,u)),multiply(b,u))**.
% 213.29/213.55  83409[8:Rew:83407.0,72935.0] ||  -> equal(multiply(c,multiply(b,u)),multiply(b,u))**.
% 213.29/213.55  83428[8:Rew:83407.0,83075.2] ||  -> equal(identity,u) equal(inverse(u),a)** equal(b,u).
% 213.29/213.55  83470[8:Rew:83260.0,83408.0] ||  -> equal(multiply(b,u),multiply(a,u))**.
% 213.29/213.55  83507[8:Rew:83470.0,82612.3] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(a,u) equal(multiply(a,u),identity)**.
% 213.29/213.55  83518[8:Rew:83358.0,83409.0,83470.0,83409.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.55  83532[8:Rew:83518.0,83107.2] ||  -> equal(identity,u) equal(inverse(u),b)** equal(u,identity).
% 213.29/213.55  83571[8:Obv:83532.0] ||  -> equal(inverse(u),b)** equal(u,identity).
% 213.29/213.55  83572[8:Rew:83571.0,83183.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(identity,v)* equal(b,a) equal(u,v)*.
% 213.29/213.55  83573[8:Rew:83571.0,83428.1] ||  -> equal(identity,u) equal(b,a)** equal(b,u)*.
% 213.29/213.55  83583[8:MRR:83573.1,4.0] ||  -> equal(identity,u) equal(b,u)*.
% 213.29/213.55  83591[8:Rew:83583.0,83116.1] ||  -> equal(multiply(u,v),b)** equal(a,identity) equal(u,inverse(v)).
% 213.29/213.55  83640[8:MRR:83591.1,6.0] ||  -> equal(multiply(u,v),b)** equal(u,inverse(v)).
% 213.29/213.55  83685[8:Rew:83640.0,83507.3] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(a,u) equal(b,identity).
% 213.29/213.55  83686[8:MRR:83685.3,8.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(a,u).
% 213.29/213.55  83689[8:Rew:83571.0,83572.1] ||  -> equal(identity,u)* equal(b,a)** equal(identity,v)* equal(b,a)** equal(u,v)*.
% 213.29/213.55  83690[8:Obv:83689.1] ||  -> equal(identity,u)* equal(identity,v)* equal(b,a)** equal(u,v)*.
% 213.29/213.55  83691[8:MRR:83690.2,4.0] ||  -> equal(identity,u)* equal(identity,v)* equal(u,v)*.
% 213.29/213.55  83693[8:Rew:83691.1,83686.2] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(identity,u).
% 213.29/213.55  83697[8:Rew:83571.0,83693.1,83571.0,83693.0] ||  -> equal(b,identity) equal(b,a)** equal(identity,u)*.
% 213.29/213.55  83698[8:MRR:83697.0,83697.1,8.0,4.0] ||  -> equal(identity,u)*.
% 213.29/213.55  83699[8:UnC:83698.0,6.0] ||  -> .
% 213.29/213.55  83852[8:Spt:83699.0,79362.0,82517.0] || equal(inverse(c),a)** -> .
% 213.29/213.55  83853[8:Spt:83699.0,79362.1] ||  -> equal(inverse(multiply(a,b)),multiply(a,c))**.
% 213.29/213.55  83864[8:MRR:79364.0,83852.0] ||  -> equal(inverse(c),c)** equal(u,a) equal(b,u)* equal(u,identity).
% 213.29/213.55  83866[8:Rew:83864.0,843.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(u),c)** equal(b,u).
% 213.29/213.55  83869[8:Rew:83866.2,72993.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(c,b),inverse(b))**.
% 213.29/213.55  83875[8:Rew:72936.0,83869.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  83903[8:Rew:83875.3,77011.4,83875.3,77011.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(b),identity) equal(b,u)* equal(inverse(b),a)**.
% 213.29/213.55  83904[8:MRR:83903.4,80280.0] ||  -> equal(u,identity) equal(u,a) equal(inverse(b),identity)** equal(b,u)*.
% 213.29/213.55  83905[8:Rew:83904.2,72886.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(identity,u),b)**.
% 213.29/213.55  83913[8:Rew:14.0,83905.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(u,b)*.
% 213.29/213.55  83914[8:Obv:83913.1] ||  -> equal(u,identity) equal(u,a) equal(u,b)*.
% 213.29/213.55  83916[8:Rew:83914.0,1556.1] ||  -> equal(identity,u) equal(c,identity) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  83918[8:MRR:83916.1,9.0] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a).
% 213.29/213.55  83925[8:Rew:83918.1,2998.3] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(b),u)* equal(c,b).
% 213.29/213.55  83932[8:MRR:83925.3,7.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(inverse(b),u)*.
% 213.29/213.55  84059[8:SpR:83853.0,173.0] ||  -> equal(multiply(multiply(a,c),a),inverse(b))**.
% 213.29/213.55  84067[8:Rew:16.0,84059.0] ||  -> equal(multiply(a,multiply(c,a)),inverse(b))**.
% 213.29/213.55  84068[8:Rew:56836.0,84067.0,72956.0,84067.0] ||  -> equal(multiply(b,c),inverse(b))**.
% 213.29/213.55  84171[8:SpR:84068.0,37.0] ||  -> equal(multiply(inverse(b),inverse(b)),c)**.
% 213.29/213.55  84174[8:Rew:72557.0,84171.0,155.0,84171.0] ||  -> equal(inverse(c),c)**.
% 213.29/213.55  84326[8:SpR:84174.0,2.0] ||  -> equal(multiply(c,c),identity)**.
% 213.29/213.55  84336[8:Rew:84326.0,80281.2] ||  -> equal(inverse(b),identity) equal(inverse(b),b)** equal(b,identity).
% 213.29/213.55  84357[8:Rew:83932.1,84336.0] ||  -> equal(a,identity) equal(inverse(b),b)** equal(b,identity).
% 213.29/213.55  84358[8:MRR:84357.0,84357.2,6.0,8.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  84627[8:SpR:84358.0,38.0] ||  -> equal(multiply(b,multiply(b,u)),u)**.
% 213.29/213.55  84638[8:Rew:72795.0,84627.0] ||  -> equal(multiply(c,u),u)**.
% 213.29/213.55  84640[8:Rew:84638.0,84326.0] ||  -> equal(c,identity)**.
% 213.29/213.55  84689[8:MRR:84640.0,9.0] ||  -> .
% 213.29/213.55  84707[3:Spt:84689.0,13.0,24767.0] ||  -> equal(multiply(c,c),a)**.
% 213.29/213.55  84708[3:Spt:84689.0,13.1,13.2] || equal(multiply(c,multiply(c,c)),b) equal(multiply(c,multiply(c,multiply(c,c))),identity)** -> .
% 213.29/213.55  84709[3:Rew:84707.0,84708.1,84707.0,84708.0] || equal(multiply(c,a),b) equal(multiply(c,multiply(c,a)),identity)** -> .
% 213.29/213.55  84710[3:Rew:84707.0,1627.5] ||  -> equal(inverse(u),b)** equal(inverse(u),a) equal(u,identity) equal(u,a) equal(b,u) equal(a,identity).
% 213.29/213.55  84711[3:MRR:84710.5,6.0] ||  -> equal(inverse(u),b)** equal(inverse(u),a) equal(u,identity) equal(u,a) equal(b,u).
% 213.29/213.55  84727[3:Rew:84711.0,2368.4,84711.0,2368.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(b,identity) equal(b,u)* equal(inverse(v),a)** equal(v,identity) equal(v,a) equal(inverse(c),b)** equal(b,v).
% 213.29/213.55  84728[3:Obv:84727.1] ||  -> equal(u,identity) equal(u,a) equal(b,identity) equal(b,u)* equal(inverse(v),a)** equal(v,identity) equal(v,a) equal(inverse(c),b)** equal(b,v).
% 213.29/213.55  84729[3:Con:84728.0] ||  -> equal(b,identity) equal(inverse(u),a)** equal(u,identity) equal(u,a) equal(inverse(c),b)** equal(b,u).
% 213.29/213.55  84730[3:MRR:84729.0,8.0] ||  -> equal(inverse(u),a)** equal(u,identity) equal(u,a) equal(inverse(c),b)** equal(b,u).
% 213.29/213.55  84732[3:Rew:84730.0,1615.4] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(u,identity) equal(u,a) equal(c,a) equal(b,u)*.
% 213.29/213.55  84741[3:MRR:84732.4,5.0] ||  -> equal(inverse(a),c) equal(inverse(c),b)** equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  84781[3:SpR:84707.0,138.0] ||  -> equal(multiply(c,inverse(a)),inverse(c))**.
% 213.29/213.55  84782[3:SpR:84707.0,16.0] ||  -> equal(multiply(c,multiply(c,u)),multiply(a,u))**.
% 213.29/213.55  84783[3:SpR:84707.0,37.0] ||  -> equal(multiply(inverse(c),a),c)**.
% 213.29/213.55  84784[3:SpR:84707.0,173.0] ||  -> equal(multiply(inverse(a),c),inverse(c))**.
% 213.29/213.55  84793[3:Rew:84782.0,84709.1] || equal(multiply(c,a),b)** equal(multiply(a,a),identity) -> .
% 213.29/213.55  84795[3:SpR:84783.0,138.0] ||  -> equal(multiply(a,inverse(c)),inverse(inverse(c)))**.
% 213.29/213.55  84796[3:SpR:84783.0,16.0] ||  -> equal(multiply(inverse(c),multiply(a,u)),multiply(c,u))**.
% 213.29/213.55  84803[3:Rew:50.0,84795.0] ||  -> equal(multiply(a,inverse(c)),c)**.
% 213.29/213.55  84808[3:SpR:84803.0,16.0] ||  -> equal(multiply(a,multiply(inverse(c),u)),multiply(c,u))**.
% 213.29/213.55  84816[3:SpR:84781.0,16.0] ||  -> equal(multiply(c,multiply(inverse(a),u)),multiply(inverse(c),u))**.
% 213.29/213.55  84873[3:SpR:3.1,84803.0] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(multiply(a,inverse(u)),u)**.
% 213.29/213.55  84917[3:SpR:84782.0,84782.0] ||  -> equal(multiply(c,multiply(a,u)),multiply(a,multiply(c,u)))**.
% 213.29/213.55  84929[3:SpR:84707.0,84782.0] ||  -> equal(multiply(c,a),multiply(a,c))**.
% 213.29/213.55  84935[3:Rew:84929.0,84793.0] || equal(multiply(a,c),b)** equal(multiply(a,a),identity) -> .
% 213.29/213.55  84974[3:SpR:138.0,84796.0] ||  -> equal(multiply(c,inverse(multiply(u,a))),multiply(inverse(c),inverse(u)))**.
% 213.29/213.55  84987[3:Rew:155.0,84974.0] ||  -> equal(multiply(c,inverse(multiply(u,a))),inverse(multiply(u,c)))**.
% 213.29/213.55  84997[3:SpR:84808.0,173.0] ||  -> equal(multiply(inverse(multiply(c,u)),a),inverse(multiply(inverse(c),u)))**.
% 213.29/213.55  85017[3:Rew:190.0,84997.0] ||  -> equal(multiply(inverse(multiply(c,u)),a),multiply(inverse(u),c))**.
% 213.29/213.55  85126[4:Spt:12.0] || equal(multiply(b,b),c)** -> .
% 213.29/213.55  85127[4:SpL:3.1,85126.0] || equal(c,c) -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  85128[4:Obv:85127.0] ||  -> equal(multiply(b,b),identity) equal(multiply(b,b),b)** equal(multiply(b,b),a).
% 213.29/213.55  85129[4:MRR:85128.0,85128.1,23547.0,24578.0] ||  -> equal(multiply(b,b),a)**.
% 213.29/213.55  85136[4:SpR:85129.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(a,u))**.
% 213.29/213.55  85137[4:SpR:85129.0,37.0] ||  -> equal(multiply(inverse(b),a),b)**.
% 213.29/213.55  85140[4:SpR:85137.0,138.0] ||  -> equal(multiply(a,inverse(b)),inverse(inverse(b)))**.
% 213.29/213.55  85141[4:SpR:85137.0,16.0] ||  -> equal(multiply(inverse(b),multiply(a,u)),multiply(b,u))**.
% 213.29/213.55  85149[4:Rew:50.0,85140.0] ||  -> equal(multiply(a,inverse(b)),b)**.
% 213.29/213.55  85153[4:SpR:85149.0,84796.0] ||  -> equal(multiply(inverse(c),b),multiply(c,inverse(b)))**.
% 213.29/213.55  85154[4:SpR:85149.0,84917.0] ||  -> equal(multiply(a,multiply(c,inverse(b))),multiply(c,b))**.
% 213.29/213.55  85156[4:SpR:85149.0,16.0] ||  -> equal(multiply(a,multiply(inverse(b),u)),multiply(b,u))**.
% 213.29/213.55  85196[4:SpR:85153.0,190.0] ||  -> equal(inverse(multiply(c,inverse(b))),multiply(inverse(b),c))**.
% 213.29/213.55  85204[4:Rew:157.0,85196.0] ||  -> equal(multiply(inverse(b),c),multiply(b,inverse(c)))**.
% 213.29/213.55  85219[4:SpR:3.1,85204.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(b,inverse(c)),multiply(c,c))**.
% 213.29/213.55  85227[4:Rew:84707.0,85219.3] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(multiply(b,inverse(c)),a)**.
% 213.29/213.55  85228[4:Rew:1153.3,85227.3] ||  -> equal(inverse(b),identity) equal(inverse(b),b) equal(inverse(b),a) equal(inverse(multiply(c,c)),a)**.
% 213.29/213.55  85229[4:Rew:84707.0,85228.3] ||  -> equal(inverse(b),identity) equal(inverse(b),b)** equal(inverse(b),a) equal(inverse(a),a).
% 213.29/213.55  85234[4:SpR:85136.0,173.0] ||  -> equal(multiply(inverse(multiply(a,u)),b),inverse(multiply(b,u)))**.
% 213.29/213.55  85241[4:SpR:85129.0,85136.0] ||  -> equal(multiply(b,a),multiply(a,b))**.
% 213.29/213.55  85359[4:SpR:85204.0,85156.0] ||  -> equal(multiply(a,multiply(b,inverse(c))),multiply(b,c))**.
% 213.29/213.55  85386[3:SpR:72.3,84707.0] ||  -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a) equal(a,identity).
% 213.29/213.55  85387[3:SpR:72.3,84782.0] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(multiply(c,u)),b)** equal(inverse(multiply(c,u)),a) equal(multiply(a,u),identity).
% 213.29/213.55  85394[3:MRR:85386.3,6.0] ||  -> equal(inverse(c),identity) equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  85706[3:SpR:3.1,85017.0] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(multiply(inverse(u),c),multiply(c,a))**.
% 213.29/213.55  85732[3:Rew:84929.0,85706.3] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(multiply(inverse(u),c),multiply(a,c))**.
% 213.29/213.55  86992[4:SpR:85154.0,85234.0] ||  -> equal(inverse(multiply(b,multiply(c,inverse(b)))),multiply(inverse(multiply(c,b)),b))**.
% 213.29/213.55  87020[4:Rew:255.0,86992.0] ||  -> equal(multiply(inverse(multiply(c,b)),b),multiply(b,inverse(multiply(b,c))))**.
% 213.29/213.55  87110[4:SpR:85204.0,68.3] ||  -> equal(multiply(u,inverse(b)),identity) equal(multiply(u,inverse(b)),b) equal(multiply(u,inverse(b)),a) equal(multiply(u,multiply(b,inverse(c))),multiply(c,c))**.
% 213.29/213.55  87181[4:Rew:84707.0,87110.3] ||  -> equal(multiply(u,inverse(b)),identity) equal(multiply(u,inverse(b)),b) equal(multiply(u,inverse(b)),a) equal(multiply(u,multiply(b,inverse(c))),a)**.
% 213.29/213.55  87478[5:Spt:85394.0] ||  -> equal(inverse(c),identity)**.
% 213.29/213.55  87482[5:Rew:87478.0,84784.0] ||  -> equal(multiply(inverse(a),c),identity)**.
% 213.29/213.55  87483[5:Rew:87478.0,84796.0] ||  -> equal(multiply(identity,multiply(a,u)),multiply(c,u))**.
% 213.29/213.55  87487[5:Rew:87478.0,85153.0] ||  -> equal(multiply(c,inverse(b)),multiply(identity,b))**.
% 213.29/213.55  87488[5:Rew:87478.0,85204.0] ||  -> equal(multiply(inverse(b),c),multiply(b,identity))**.
% 213.29/213.55  87489[5:Rew:87478.0,85359.0] ||  -> equal(multiply(a,multiply(b,identity)),multiply(b,c))**.
% 213.29/213.55  87746[5:Rew:14.0,87487.0] ||  -> equal(multiply(c,inverse(b)),b)**.
% 213.29/213.55  87747[5:Rew:87746.0,85154.0] ||  -> equal(multiply(c,b),multiply(a,b))**.
% 213.29/213.55  87767[5:Rew:87747.0,87020.0] ||  -> equal(multiply(inverse(multiply(a,b)),b),multiply(b,inverse(multiply(b,c))))**.
% 213.29/213.55  87784[5:Rew:1.0,87488.0] ||  -> equal(multiply(inverse(b),c),b)**.
% 213.29/213.55  87785[5:Rew:14.0,87483.0] ||  -> equal(multiply(c,u),multiply(a,u))**.
% 213.29/213.55  87796[5:Rew:87785.0,85017.0] ||  -> equal(multiply(inverse(multiply(a,u)),a),multiply(inverse(u),c))**.
% 213.29/213.55  88090[5:Rew:1.0,87489.0] ||  -> equal(multiply(b,c),multiply(a,b))**.
% 213.29/213.55  88148[5:Rew:173.0,87796.0] ||  -> equal(multiply(inverse(u),c),inverse(u))**.
% 213.29/213.55  88149[5:Rew:88148.0,87784.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  88150[5:Rew:88148.0,87482.0] ||  -> equal(inverse(a),identity)**.
% 213.29/213.55  88187[5:Rew:88149.0,85137.0] ||  -> equal(multiply(b,a),b)**.
% 213.29/213.55  88395[5:Rew:85241.0,88187.0] ||  -> equal(multiply(a,b),b)**.
% 213.29/213.55  88399[5:Rew:88395.0,88090.0] ||  -> equal(multiply(b,c),b)**.
% 213.29/213.55  88440[5:Rew:85129.0,87767.0,85234.0,87767.0] ||  -> equal(multiply(b,inverse(multiply(b,c))),inverse(a))**.
% 213.29/213.55  88441[5:Rew:88149.0,88440.0,88399.0,88440.0,88150.0,88440.0] ||  -> equal(multiply(b,b),identity)**.
% 213.29/213.55  88442[5:Rew:85129.0,88441.0] ||  -> equal(a,identity)**.
% 213.29/213.55  88443[5:MRR:88442.0,6.0] ||  -> .
% 213.29/213.55  89248[5:Spt:88443.0,85394.0,87478.0] || equal(inverse(c),identity)** -> .
% 213.29/213.55  89249[5:Spt:88443.0,85394.1,85394.2] ||  -> equal(inverse(c),b)** equal(inverse(c),a).
% 213.29/213.55  89256[6:Spt:89249.0] ||  -> equal(inverse(c),b)**.
% 213.29/213.55  89289[6:Rew:89256.0,85153.0] ||  -> equal(multiply(c,inverse(b)),multiply(b,b))**.
% 213.29/213.55  89523[6:Rew:85129.0,89289.0] ||  -> equal(multiply(c,inverse(b)),a)**.
% 213.29/213.55  89524[6:Rew:89523.0,85154.0] ||  -> equal(multiply(c,b),multiply(a,a))**.
% 213.29/213.55  90045[6:SpR:89256.0,50.0] ||  -> equal(inverse(b),c)**.
% 213.29/213.55  90046[6:SpR:89256.0,2.0] ||  -> equal(multiply(c,b),identity)**.
% 213.29/213.55  90055[6:Rew:90045.0,85149.0] ||  -> equal(multiply(a,c),b)**.
% 213.29/213.55  90169[6:Rew:89524.0,90046.0] ||  -> equal(multiply(a,a),identity)**.
% 213.29/213.55  90171[6:Rew:90169.0,84935.1] || equal(multiply(a,c),b)** equal(identity,identity) -> .
% 213.29/213.55  90231[6:Obv:90171.1] || equal(multiply(a,c),b)** -> .
% 213.29/213.55  90232[6:Rew:90055.0,90231.0] || equal(b,b)* -> .
% 213.29/213.55  90233[6:Obv:90232.0] ||  -> .
% 213.29/213.55  90402[6:Spt:90233.0,89249.0,89256.0] || equal(inverse(c),b)** -> .
% 213.29/213.55  90403[6:Spt:90233.0,89249.1] ||  -> equal(inverse(c),a)**.
% 213.29/213.55  90413[6:Rew:90403.0,84796.0] ||  -> equal(multiply(a,multiply(a,u)),multiply(c,u))**.
% 213.29/213.55  90439[6:Rew:90403.0,1574.3] ||  -> equal(inverse(a),u)* equal(identity,u) equal(inverse(u),b)** equal(a,u).
% 213.29/213.55  90450[6:Rew:90403.0,59534.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(a,u).
% 213.29/213.55  90467[6:Rew:90403.0,84741.1] ||  -> equal(inverse(a),c)** equal(b,a) equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  90468[6:MRR:90467.1,4.0] ||  -> equal(inverse(a),c)** equal(u,identity) equal(u,a) equal(b,u)*.
% 213.29/213.55  90471[6:Rew:90468.0,85229.3] ||  -> equal(inverse(b),identity) equal(inverse(b),b)** equal(inverse(b),a) equal(c,a).
% 213.29/213.55  90472[6:MRR:90471.3,5.0] ||  -> equal(inverse(b),identity) equal(inverse(b),b)** equal(inverse(b),a).
% 213.29/213.55  90485[6:Rew:90450.1,2981.2,90403.0,2981.1] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(b),b)** equal(a,u).
% 213.29/213.55  90554[6:Rew:90485.1,3546.5] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)** equal(inverse(a),b) equal(c,a).
% 213.29/213.55  90555[6:MRR:90554.5,5.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)** equal(inverse(a),b).
% 213.29/213.55  90677[6:Rew:85241.0,87181.3,90403.0,87181.3] ||  -> equal(multiply(u,inverse(b)),identity) equal(multiply(u,inverse(b)),b) equal(multiply(u,inverse(b)),a) equal(multiply(u,multiply(a,b)),a)**.
% 213.29/213.55  90856[6:SpR:90403.0,50.0] ||  -> equal(inverse(a),c)**.
% 213.29/213.55  90859[6:SpR:90403.0,38.0] ||  -> equal(multiply(c,multiply(a,u)),u)**.
% 213.29/213.55  91002[6:Rew:90856.0,90439.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b)** equal(a,u).
% 213.29/213.55  91031[6:Rew:90856.0,90555.4] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)** equal(c,b).
% 213.29/213.55  91119[6:Rew:84917.0,90859.0] ||  -> equal(multiply(a,multiply(c,u)),u)**.
% 213.29/213.55  91121[6:Rew:91119.0,84917.0] ||  -> equal(multiply(c,multiply(a,u)),u)**.
% 213.29/213.55  91276[6:MRR:91031.4,7.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)**.
% 213.29/213.55  91280[6:Rew:91276.3,3384.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),b)** equal(c,u).
% 213.29/213.55  91293[6:Rew:91280.2,3422.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(multiply(b,b),identity)**.
% 213.29/213.55  91296[6:Rew:85129.0,91293.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(a,identity).
% 213.29/213.55  91297[6:MRR:91296.3,6.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 213.29/213.55  91298[6:Rew:91297.0,91002.2] ||  -> equal(c,u)* equal(identity,u) equal(b,identity) equal(a,u).
% 213.29/213.55  91304[6:MRR:91298.2,8.0] ||  -> equal(c,u)* equal(identity,u) equal(a,u).
% 213.29/213.55  91473[6:Rew:91304.0,90677.1] ||  -> equal(multiply(u,inverse(b)),identity) equal(c,b) equal(multiply(u,inverse(b)),a) equal(multiply(u,multiply(a,b)),a)**.
% 213.29/213.55  91492[6:Rew:91304.0,90472.1] ||  -> equal(inverse(b),identity) equal(c,b) equal(inverse(b),a)**.
% 213.29/213.55  91513[6:Rew:91304.0,85387.1] ||  -> equal(inverse(multiply(c,u)),identity) equal(c,b) equal(inverse(multiply(c,u)),a)** equal(multiply(a,u),identity).
% 213.29/213.55  91559[6:Rew:91304.0,73.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a) equal(multiply(u,c),identity)**.
% 213.29/213.55  91579[6:Rew:91304.1,1806.0] ||  -> equal(b,identity) equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  91589[6:Rew:91304.1,1556.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(b,identity) equal(inverse(u),a).
% 213.29/213.55  91592[6:MRR:91492.1,7.0] ||  -> equal(inverse(b),identity) equal(inverse(b),a)**.
% 213.29/213.55  91617[6:MRR:91589.2,8.0] ||  -> equal(identity,u) equal(inverse(u),c)** equal(inverse(u),a).
% 213.29/213.55  91633[6:Rew:91617.1,1684.1] ||  -> equal(identity,u) equal(c,b) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.55  91648[6:Rew:91617.2,1554.2] ||  -> equal(identity,u) equal(inverse(u),c) equal(b,a) equal(multiply(a,u),identity)**.
% 213.29/213.55  91664[6:MRR:91648.2,4.0] ||  -> equal(identity,u) equal(inverse(u),c) equal(multiply(a,u),identity)**.
% 213.29/213.55  91668[6:MRR:91559.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a) equal(multiply(u,c),identity)**.
% 213.29/213.55  91678[6:MRR:91579.0,8.0] ||  -> equal(multiply(u,v),a) equal(multiply(u,v),c)** equal(u,inverse(v)).
% 213.29/213.55  91681[6:MRR:91633.1,7.0] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,multiply(c,v)),v)**.
% 213.29/213.55  91755[6:MRR:91513.1,7.0] ||  -> equal(inverse(multiply(c,u)),identity) equal(inverse(multiply(c,u)),a)** equal(multiply(a,u),identity).
% 213.29/213.55  91807[6:MRR:91473.1,7.0] ||  -> equal(multiply(u,inverse(b)),identity) equal(multiply(u,inverse(b)),a) equal(multiply(u,multiply(a,b)),a)**.
% 213.29/213.55  92284[6:SpR:91668.2,190.0] ||  -> equal(inverse(inverse(u)),identity) equal(inverse(inverse(u)),a) equal(multiply(inverse(c),u),inverse(identity))**.
% 213.29/213.55  92353[6:Rew:90403.0,92284.2,21.0,92284.2,50.0,92284.1,50.0,92284.0] ||  -> equal(u,identity) equal(u,a) equal(multiply(a,u),identity)**.
% 213.29/213.55  92470[7:Spt:91592.0] ||  -> equal(inverse(b),identity)**.
% 213.29/213.55  92473[7:Rew:92470.0,85141.0] ||  -> equal(multiply(identity,multiply(a,u)),multiply(b,u))**.
% 213.29/213.55  92530[7:Rew:92470.0,91807.1] ||  -> equal(multiply(u,inverse(b)),identity) equal(multiply(u,identity),a) equal(multiply(u,multiply(a,b)),a)**.
% 213.29/213.55  92591[7:Rew:14.0,92473.0] ||  -> equal(multiply(b,u),multiply(a,u))**.
% 213.29/213.55  92593[7:Rew:92591.0,85136.0] ||  -> equal(multiply(a,multiply(b,u)),multiply(a,u))**.
% 213.29/213.55  92635[7:Rew:90413.0,92593.0,92591.0,92593.0] ||  -> equal(multiply(c,u),multiply(a,u))**.
% 213.29/213.55  92637[7:Rew:92635.0,91121.0] ||  -> equal(multiply(a,multiply(a,u)),u)**.
% 213.29/213.55  92638[7:Rew:92635.0,84782.0] ||  -> equal(multiply(a,multiply(c,u)),multiply(a,u))**.
% 213.29/213.55  92709[7:Rew:92635.0,91681.2] ||  -> equal(identity,u) equal(inverse(u),a) equal(multiply(u,multiply(a,v)),v)**.
% 213.29/213.55  92764[7:Rew:92635.0,91755.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(c,u)),a)** equal(multiply(a,u),identity).
% 213.29/213.55  92792[7:Rew:92637.0,92638.0,92635.0,92638.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.55  92831[7:Rew:92792.0,92353.2] ||  -> equal(u,identity) equal(u,a)* equal(u,identity).
% 213.29/213.55  92833[7:Rew:92792.0,91664.2] ||  -> equal(identity,u) equal(inverse(u),c)** equal(u,identity).
% 213.29/213.55  92898[7:Obv:92831.0] ||  -> equal(u,a)* equal(u,identity).
% 213.29/213.55  92913[7:Rew:92898.1,91678.1] ||  -> equal(multiply(u,v),a)** equal(c,identity) equal(u,inverse(v)).
% 213.29/213.55  92923[7:Obv:92833.0] ||  -> equal(inverse(u),c)** equal(u,identity).
% 213.29/213.55  92948[7:MRR:92913.1,9.0] ||  -> equal(multiply(u,v),a)** equal(u,inverse(v)).
% 213.29/213.55  92965[7:Rew:92792.0,92709.2,92923.0,92709.1] ||  -> equal(identity,u) equal(c,a) equal(multiply(u,v),v)**.
% 213.29/213.55  92966[7:MRR:92965.1,5.0] ||  -> equal(identity,u) equal(multiply(u,v),v)**.
% 213.29/213.55  93025[7:Rew:92948.0,92764.2,92966.1,92764.1,92923.0,92764.0] ||  -> equal(c,identity) equal(inverse(u),a)** equal(a,identity).
% 213.29/213.55  93026[7:MRR:93025.0,93025.2,9.0,6.0] ||  -> equal(inverse(u),a)**.
% 213.29/213.55  93036[7:Rew:93026.0,38.0] ||  -> equal(multiply(u,multiply(a,v)),v)**.
% 213.29/213.55  93089[7:Rew:92792.0,93036.0] ||  -> equal(multiply(u,v),v)**.
% 213.29/213.55  93140[7:Rew:93089.0,92530.2,93089.0,92530.2,93089.0,92530.1,93026.0,92530.0,93089.0,92530.0] ||  -> equal(a,identity) equal(a,identity) equal(b,a)**.
% 213.29/213.55  93141[7:Obv:93140.0] ||  -> equal(a,identity) equal(b,a)**.
% 213.29/213.55  93142[7:MRR:93141.0,93141.1,6.0,4.0] ||  -> .
% 213.29/213.55  93174[7:Spt:93142.0,91592.0,92470.0] || equal(inverse(b),identity)** -> .
% 213.29/213.55  93175[7:Spt:93142.0,91592.1] ||  -> equal(inverse(b),a)**.
% 213.29/213.55  93546[7:SpR:93175.0,50.0] ||  -> equal(inverse(a),b)**.
% 213.29/213.55  93550[7:Rew:90856.0,93546.0] ||  -> equal(c,b)**.
% 213.29/213.55  93551[7:MRR:93550.0,7.0] ||  -> .
% 213.29/213.55  93552[4:Spt:93551.0,12.0,85126.0] ||  -> equal(multiply(b,b),c)**.
% 213.29/213.55  93553[4:Spt:93551.0,12.1,12.2] || equal(multiply(b,multiply(b,b)),a) equal(multiply(b,multiply(b,multiply(b,b))),identity)** -> .
% 213.29/213.55  93597[4:SpR:93552.0,16.0] ||  -> equal(multiply(b,multiply(b,u)),multiply(c,u))**.
% 213.29/213.55  93623[4:SpR:93552.0,37.0] ||  -> equal(multiply(inverse(b),c),b)**.
% 213.29/213.55  93755[4:SpR:93597.0,93597.0] ||  -> equal(multiply(c,multiply(b,u)),multiply(b,multiply(c,u)))**.
% 213.29/213.55  93761[4:SpR:2.0,93597.0] ||  -> equal(multiply(c,inverse(b)),multiply(b,identity))**.
% 213.29/213.55  93763[4:SpR:93552.0,93597.0] ||  -> equal(multiply(c,b),multiply(b,c))**.
% 213.29/213.55  93779[4:Rew:1.0,93761.0] ||  -> equal(multiply(c,inverse(b)),b)**.
% 213.29/213.55  93786[4:SpR:93779.0,37.0] ||  -> equal(multiply(inverse(c),b),inverse(b))**.
% 213.29/213.55  93788[4:SpR:93779.0,84782.0] ||  -> equal(multiply(a,inverse(b)),multiply(c,b))**.
% 213.29/213.55  93794[4:Rew:93763.0,93788.0] ||  -> equal(multiply(a,inverse(b)),multiply(b,c))**.
% 213.29/213.55  93803[4:SpR:93763.0,84782.0] ||  -> equal(multiply(c,multiply(b,c)),multiply(a,b))**.
% 213.29/213.55  93807[4:Rew:93755.0,93803.0] ||  -> equal(multiply(b,multiply(c,c)),multiply(a,b))**.
% 213.29/213.55  93808[4:Rew:84707.0,93807.0] ||  -> equal(multiply(b,a),multiply(a,b))**.
% 213.29/213.55  93812[4:SpR:93786.0,16.0] ||  -> equal(multiply(inverse(c),multiply(b,u)),multiply(inverse(b),u))**.
% 213.29/213.55  93822[4:SpR:93808.0,16.0] ||  -> equal(multiply(multiply(a,b),u),multiply(b,multiply(a,u)))**.
% 213.29/213.55  93823[4:SpR:93808.0,37.0] ||  -> equal(multiply(inverse(b),multiply(a,b)),a)**.
% 213.29/213.55  93826[4:Rew:16.0,93822.0] ||  -> equal(multiply(b,multiply(a,u)),multiply(a,multiply(b,u)))**.
% 213.29/213.55  93852[4:SpR:3.1,93823.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b) equal(multiply(a,b),a) equal(multiply(inverse(b),c),a)**.
% 213.29/213.55  93856[4:Rew:93623.0,93852.3] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a) equal(b,a).
% 213.29/213.55  93857[4:MRR:93856.3,4.0] ||  -> equal(multiply(a,b),identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 213.29/213.55  93893[4:SpR:93808.0,173.0] ||  -> equal(multiply(inverse(multiply(a,b)),b),inverse(a))**.
% 213.29/213.55  93997[4:SpR:93893.0,173.0] ||  -> equal(multiply(inverse(inverse(a)),inverse(multiply(a,b))),inverse(b))**.
% 213.29/213.55  94006[4:Rew:50.0,93997.0] ||  -> equal(multiply(a,inverse(multiply(a,b))),inverse(b))**.
% 213.29/213.55  94073[4:SpR:3.1,94006.0] ||  -> equal(inverse(multiply(a,b)),identity) equal(inverse(multiply(a,b)),b)** equal(inverse(multiply(a,b)),a) equal(multiply(a,c),inverse(b)).
% 213.29/213.55  96193[4:SpR:93826.0,173.0] ||  -> equal(multiply(inverse(multiply(a,multiply(b,u))),b),inverse(multiply(a,u)))**.
% 213.29/213.55  96242[5:Spt:85394.0] ||  -> equal(inverse(c),identity)**.
% 213.29/213.55  96247[5:Rew:96242.0,93786.0] ||  -> equal(multiply(identity,b),inverse(b))**.
% 213.29/213.55  96249[5:Rew:96242.0,84796.0] ||  -> equal(multiply(identity,multiply(a,u)),multiply(c,u))**.
% 213.29/213.55  96251[5:Rew:96242.0,84816.0] ||  -> equal(multiply(c,multiply(inverse(a),u)),multiply(identity,u))**.
% 213.29/213.55  96311[5:Rew:96242.0,843.2] ||  -> equal(u,identity) equal(u,a) equal(inverse(u),identity)** equal(b,u).
% 213.29/213.55  96433[5:Rew:96242.0,1311.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),inverse(b))** equal(multiply(u,v),inverse(a)) equal(multiply(u,w),multiply(inverse(v),w))*.
% 213.29/213.55  96439[5:Rew:96242.0,1921.2] ||  -> equal(multiply(u,v),inverse(a))** equal(multiply(u,v),identity) equal(multiply(u,v),identity) equal(multiply(b,u),inverse(v))*.
% 213.29/213.55  96490[5:Rew:14.0,96247.0] ||  -> equal(inverse(b),b)**.
% 213.29/213.55  96491[5:Rew:96490.0,93623.0] ||  -> equal(multiply(b,c),b)**.
% 213.29/213.55  96493[5:Rew:96490.0,93794.0] ||  -> equal(multiply(b,c),multiply(a,b))**.
% 213.29/213.55  96612[5:Rew:96490.0,1432.0] ||  -> equal(inverse(u),b) equal(inverse(a),inverse(u)) equal(inverse(u),identity) equal(inverse(multiply(v,c)),inverse(multiply(v,u)))*.
% 213.29/213.55  96750[5:Rew:96491.0,96493.0] ||  -> equal(multiply(a,b),b)**.
% 213.29/213.55  96752[5:Rew:96750.0,93893.0] ||  -> equal(multiply(inverse(b),b),inverse(a))**.
% 213.29/213.55  96763[5:Rew:15.0,96752.0] ||  -> equal(inverse(a),identity)**.
% 213.29/213.55  96868[5:Rew:14.0,96249.0] ||  -> equal(multiply(c,u),multiply(a,u))**.
% 213.29/213.55  96875[5:Rew:96868.0,85017.0] ||  -> equal(multiply(inverse(multiply(a,u)),a),multiply(inverse(u),c))**.
% 213.29/213.55  96878[5:Rew:96868.0,84987.0] ||  -> equal(multiply(a,inverse(multiply(u,a))),inverse(multiply(u,c)))**.
% 213.29/213.55  97024[5:Rew:96868.0,85732.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(c,u)),b) equal(inverse(multiply(c,u)),a) equal(multiply(inverse(u),c),multiply(a,c))**.
% 213.29/213.55  97050[5:Rew:96868.0,49192.2] ||  -> equal(inverse(multiply(u,multiply(v,w))),identity) equal(inverse(multiply(u,multiply(v,w))),a)** equal(inverse(multiply(v,w)),multiply(a,u)) equal(multiply(w,b),inverse(multiply(u,v))).
% 213.29/213.55  97088[5:Rew:14.0,96251.0] ||  -> equal(multiply(c,multiply(inverse(a),u)),u)**.
% 213.29/213.55  97089[5:Rew:96868.0,97088.0,96763.0,97088.0] ||  -> equal(multiply(a,multiply(identity,u)),u)**.
% 213.29/213.55  97090[5:Rew:14.0,97089.0] ||  -> equal(multiply(a,u),u)**.
% 213.29/213.55  97095[5:Rew:97090.0,96868.0] ||  -> equal(multiply(c,u),u)**.
% 213.29/213.55  97113[5:Rew:97090.0,84873.3] ||  -> equal(u,identity) equal(u,b) equal(u,a) equal(inverse(u),u)**.
% 235.92/236.18  97148[5:Rew:173.0,96875.0] ||  -> equal(multiply(inverse(u),c),inverse(u))**.
% 235.92/236.18  97164[5:Rew:97148.0,1113.0] ||  -> equal(inverse(u),identity) equal(multiply(inverse(u),c),a) equal(multiply(inverse(u),c),b)** equal(inverse(u),identity).
% 235.92/236.18  97187[5:Rew:138.0,96878.0] ||  -> equal(inverse(multiply(u,c)),inverse(u))**.
% 235.92/236.18  97237[5:Rew:96311.2,97113.3] ||  -> equal(u,identity) equal(u,b)* equal(u,a) equal(identity,u).
% 235.92/236.18  97238[5:Obv:97237.0] ||  -> equal(u,b)* equal(u,a) equal(identity,u).
% 235.92/236.18  97243[5:Rew:97238.2,63836.2] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(c,identity) equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97253[5:Rew:97238.2,1853.2] ||  -> equal(inverse(u),b) equal(inverse(u),a) equal(c,identity) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97417[5:MRR:97253.2,9.0] ||  -> equal(inverse(u),b) equal(inverse(u),a) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97501[5:Obv:97164.0] ||  -> equal(multiply(inverse(u),c),a) equal(multiply(inverse(u),c),b)** equal(inverse(u),identity).
% 235.92/236.18  97502[5:Rew:97148.0,97501.1,97148.0,97501.0] ||  -> equal(inverse(u),a) equal(inverse(u),b)** equal(inverse(u),identity).
% 235.92/236.18  97531[5:MRR:97243.2,9.0] ||  -> equal(multiply(u,v),b)** equal(multiply(u,v),a) equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97546[5:Obv:96439.1] ||  -> equal(multiply(u,v),inverse(a))** equal(multiply(u,v),identity) equal(multiply(b,u),inverse(v))*.
% 235.92/236.18  97547[5:Rew:96763.0,97546.0] ||  -> equal(multiply(u,v),identity)** equal(multiply(u,v),identity)** equal(multiply(b,u),inverse(v))*.
% 235.92/236.18  97548[5:Obv:97547.0] ||  -> equal(multiply(u,v),identity)** equal(multiply(b,u),inverse(v))*.
% 235.92/236.18  97551[5:Rew:97187.0,96612.3,96763.0,96612.1,97502.0,96612.1] ||  -> equal(inverse(u),b) equal(a,identity) equal(inverse(u),identity) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97552[5:MRR:97551.1,6.0] ||  -> equal(inverse(u),b) equal(inverse(u),identity) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97553[5:Rew:97552.1,97417.1] ||  -> equal(inverse(u),b) equal(a,identity) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97554[5:MRR:97553.1,6.0] ||  -> equal(inverse(u),b) equal(inverse(multiply(v,u)),inverse(v))**.
% 235.92/236.18  97732[5:Rew:97531.1,96433.2,96763.0,96433.2,96490.0,96433.1] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(a,identity) equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97733[5:MRR:97732.2,6.0] ||  -> equal(multiply(u,v),identity) equal(multiply(u,v),b)** equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97734[5:Rew:97733.0,97531.1] ||  -> equal(multiply(u,v),b)** equal(a,identity) equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97735[5:MRR:97734.1,6.0] ||  -> equal(multiply(u,v),b)** equal(multiply(u,w),multiply(inverse(v),w))*.
% 235.92/236.18  97809[5:Rew:97148.0,97024.3,97090.0,97024.3,96242.0,97024.2,97554.1,97024.2,97095.0,97024.1,96490.0,97024.0,97735.0,97024.0] ||  -> equal(b,identity) equal(inverse(u),b) equal(a,identity) equal(inverse(u),c)**.
% 235.92/236.18  97810[5:MRR:97809.0,97809.2,8.0,6.0] ||  -> equal(inverse(u),b) equal(inverse(u),c)**.
% 235.92/236.18  97811[5:Rew:97810.1,97502.2] ||  -> equal(inverse(u),a) equal(inverse(u),b)** equal(c,identity).
% 235.92/236.18  97827[5:Rew:97810.1,97811.0] ||  -> equal(c,a) equal(inverse(u),b)** equal(c,identity).
% 235.92/236.18  97828[5:MRR:97827.0,97827.2,5.0,9.0] ||  -> equal(inverse(u),b)**.
% 235.92/236.18  97835[5:Rew:97828.0,15.0] ||  -> equal(multiply(b,u),identity)**.
% 235.92/236.18  97878[5:Rew:97828.0,97548.1] ||  -> equal(multiply(u,v),identity)** equal(multiply(b,u),b)**.
% 235.92/236.18  97959[5:Rew:97835.0,97878.1] ||  -> equal(multiply(u,v),identity)** equal(b,identity).
% 235.92/236.18  97960[5:MRR:97959.1,8.0] ||  -> equal(multiply(u,v),identity)**.
% 235.92/236.18  98049[5:Rew:97960.0,97050.3,97828.0,97050.3,97828.0,97050.2,97960.0,97050.2,97828.0,97050.1,97828.0,97050.0] ||  -> equal(b,identity) equal(b,a)** equal(b,identity) equal(b,identity).
% 235.92/236.18  98050[5:Obv:98049.2] ||  -> equal(b,a)** equal(b,identity).
% 235.92/236.18  98051[5:MRR:98050.0,98050.1,4.0,8.0] ||  -> .
% 235.92/236.18  98059[5:Spt:98051.0,85394.0,96242.0] || equal(inverse(c),identity)** -> .
% 235.92/236.18  98060[5:Spt:98051.0,85394.1,85394.2] ||  -> equal(inverse(c),b)** equal(inverse(c),a).
% 235.92/236.18  98068[6:Spt:98060.0] ||  -> equal(inverse(c),b)**.
% 235.92/236.18  98070[6:Rew:98068.0,84803.0] ||  -> equal(multiply(a,b),c)**.
% 235.92/236.18  98307[6:Rew:98070.0,93857.0] ||  -> equal(c,identity) equal(multiply(a,b),b)** equal(multiply(a,b),a).
% 235.92/236.18  98856[6:Rew:98070.0,98307.2,98070.0,98307.1] ||  -> equal(c,identity) equal(c,b)** equal(c,a).
% 235.92/236.18  98857[6:MRR:98856.0,98856.1,98856.2,9.0,7.0,5.0] ||  -> .
% 235.92/236.18  99856[6:Spt:98857.0,98060.0,98068.0] || equal(inverse(c),b)** -> .
% 235.92/236.18  99857[6:Spt:98857.0,98060.1] ||  -> equal(inverse(c),a)**.
% 235.92/236.18  99865[6:Rew:99857.0,93786.0] ||  -> equal(multiply(a,b),inverse(b))**.
% 235.92/236.18  99868[6:Rew:93552.0,93893.0,50.0,93893.0,99865.0,93893.0] ||  -> equal(inverse(a),c)**.
% 235.92/236.18  99876[6:Rew:99857.0,93812.0] ||  -> equal(multiply(a,multiply(b,u)),multiply(inverse(b),u))**.
% 235.92/236.18  99887[6:Rew:93552.0,96193.0,16.0,96193.0,190.0,96193.0,99876.0,96193.0] ||  -> equal(multiply(inverse(u),c),inverse(multiply(a,u)))**.
% 235.92/236.18  99897[6:Rew:99857.0,1683.3] ||  -> equal(identity,u) equal(inverse(u),b)** equal(inverse(u),a) equal(a,u).
% 235.92/236.18  99899[6:Rew:99857.0,1574.3,99868.0,1574.0] ||  -> equal(c,u) equal(identity,u) equal(inverse(u),b)** equal(a,u).
% 235.92/236.18  99915[6:Rew:99857.0,59534.3] ||  -> equal(inverse(u),identity) equal(inverse(u),b)** equal(inverse(u),a) equal(a,u).
% 235.92/236.18  99962[6:Rew:99915.1,2981.2,99857.0,2981.1] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(inverse(b),b)** equal(a,u).
% 235.92/236.18  100053[6:Rew:99887.0,38057.2,99887.0,38057.1,99887.0,38057.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),b)** equal(inverse(multiply(a,u)),a) equal(identity,u).
% 235.92/236.18  100095[6:Rew:99962.1,3546.5,99868.0,3546.4] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)** equal(c,b) equal(c,a).
% 235.92/236.18  100096[6:MRR:100095.4,100095.5,7.0,5.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(inverse(b),b)**.
% 235.92/236.18  100100[6:Rew:100096.3,3384.2] ||  -> equal(inverse(u),identity) equal(u,a) equal(inverse(u),b)** equal(c,u).
% 235.92/236.18  100105[6:Rew:100100.2,3421.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(multiply(b,b),identity)**.
% 235.92/236.18  100108[6:Rew:93552.0,100105.3] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u) equal(c,identity).
% 235.92/236.18  100109[6:MRR:100108.3,9.0] ||  -> equal(inverse(u),identity)** equal(u,a) equal(c,u).
% 235.92/236.18  100110[6:Rew:100109.0,99899.2] ||  -> equal(c,u)* equal(identity,u) equal(b,identity) equal(a,u).
% 235.92/236.18  100111[6:MRR:100110.2,8.0] ||  -> equal(c,u)* equal(identity,u) equal(a,u).
% 235.92/236.18  100135[6:Rew:100111.0,100053.1] ||  -> equal(inverse(multiply(a,u)),identity) equal(c,b) equal(inverse(multiply(a,u)),a)** equal(identity,u).
% 235.92/236.18  100149[6:Rew:100111.0,99915.1] ||  -> equal(inverse(u),identity) equal(c,b) equal(inverse(u),a)** equal(a,u).
% 235.92/236.18  100164[6:MRR:100149.1,7.0] ||  -> equal(inverse(u),identity) equal(inverse(u),a)** equal(a,u).
% 235.92/236.18  100165[6:Rew:100164.0,99897.1] ||  -> equal(identity,u) equal(b,identity) equal(inverse(u),a)** equal(a,u).
% 235.92/236.18  100166[6:MRR:100165.1,8.0] ||  -> equal(identity,u) equal(inverse(u),a)** equal(a,u).
% 235.92/236.18  100229[6:MRR:100135.1,7.0] ||  -> equal(inverse(multiply(a,u)),identity) equal(inverse(multiply(a,u)),a)** equal(identity,u).
% 235.92/236.18  100353[6:Rew:100166.1,94073.3,50.0,94073.2,99865.0,94073.2,100229.0,94073.1,50.0,94073.0,99865.0,94073.0] ||  -> equal(b,identity) equal(b,identity) equal(b,a) equal(multiply(a,c),a)**.
% 235.92/236.18  100354[6:Obv:100353.0] ||  -> equal(b,identity) equal(b,a) equal(multiply(a,c),a)**.
% 235.92/236.18  100355[6:MRR:100354.0,100354.1,8.0,4.0] ||  -> equal(multiply(a,c),a)**.
% 235.92/236.18  100569[6:SpR:99868.0,2.0] ||  -> equal(multiply(a,c),identity)**.
% 235.92/236.18  100573[6:Rew:100355.0,100569.0] ||  -> equal(a,identity)**.
% 235.92/236.18  100574[6:MRR:100573.0,6.0] ||  -> .
% 235.92/236.18  % SZS output end Refutation
% 235.92/236.18  Formulae used in the proof : right_identity right_inverse all_of_group1 a_not_b a_not_c a_not_identity b_not_c b_not_identity c_not_identity square_identity condition_a condition_b condition_c left_identity left_inverse associativity
% 235.92/236.18  
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