TSTP Solution File: ALG182+1 by SPASS---3.9

View Problem - Process Solution

%------------------------------------------------------------------------------
% File     : SPASS---3.9
% Problem  : ALG182+1 : TPTP v8.1.0. Released v2.7.0.
% Transfm  : none
% Format   : tptp
% Command  : run_spass %d %s

% Computer : n022.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 : Thu Jul 14 18:02:50 EDT 2022

% Result   : Theorem 0.40s 0.57s
% Output   : Refutation 0.40s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12  % Problem  : ALG182+1 : TPTP v8.1.0. Released v2.7.0.
% 0.03/0.13  % Command  : run_spass %d %s
% 0.14/0.34  % Computer : n022.cluster.edu
% 0.14/0.34  % Model    : x86_64 x86_64
% 0.14/0.34  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.14/0.34  % Memory   : 8042.1875MB
% 0.14/0.34  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.14/0.34  % CPULimit : 300
% 0.14/0.34  % WCLimit  : 600
% 0.14/0.34  % DateTime : Wed Jun  8 01:55:35 EDT 2022
% 0.14/0.34  % CPUTime  : 
% 0.40/0.57  
% 0.40/0.57  SPASS V 3.9 
% 0.40/0.57  SPASS beiseite: Proof found.
% 0.40/0.57  % SZS status Theorem
% 0.40/0.57  Problem: /export/starexec/sandbox2/benchmark/theBenchmark.p 
% 0.40/0.57  SPASS derived 1301 clauses, backtracked 1460 clauses, performed 24 splits and kept 2405 clauses.
% 0.40/0.57  SPASS allocated 86236 KBytes.
% 0.40/0.57  SPASS spent	0:00:00.21 on the problem.
% 0.40/0.57  		0:00:00.04 for the input.
% 0.40/0.57  		0:00:00.03 for the FLOTTER CNF translation.
% 0.40/0.57  		0:00:00.00 for inferences.
% 0.40/0.57  		0:00:00.00 for the backtracking.
% 0.40/0.57  		0:00:00.11 for the reduction.
% 0.40/0.57  
% 0.40/0.57  
% 0.40/0.57  Here is a proof with depth 4, length 400 :
% 0.40/0.57  % SZS output start Refutation
% 0.40/0.57  7[0:Inp] || equal(e14,e11)** -> .
% 0.40/0.57  12[0:Inp] || equal(e22,e20)** -> .
% 0.40/0.57  13[0:Inp] || equal(e23,e20)** -> .
% 0.40/0.57  16[0:Inp] || equal(e23,e21)** -> .
% 0.40/0.57  17[0:Inp] || equal(e24,e21)** -> .
% 0.40/0.57  18[0:Inp] || equal(e23,e22)** -> .
% 0.40/0.57  19[0:Inp] || equal(e24,e22)** -> .
% 0.40/0.57  46[0:Inp] ||  -> equal(h(j(e20)),e20)**.
% 0.40/0.57  47[0:Inp] ||  -> equal(h(j(e21)),e21)**.
% 0.40/0.57  48[0:Inp] ||  -> equal(h(j(e22)),e22)**.
% 0.40/0.57  49[0:Inp] ||  -> equal(h(j(e23)),e23)**.
% 0.40/0.57  50[0:Inp] ||  -> equal(h(j(e24)),e24)**.
% 0.40/0.57  53[0:Inp] ||  -> equal(j(h(e12)),e12)**.
% 0.40/0.57  56[0:Inp] ||  -> equal(op1(e10,e10),e13)**.
% 0.40/0.57  58[0:Inp] ||  -> equal(op1(e10,e12),e10)**.
% 0.40/0.57  59[0:Inp] ||  -> equal(op1(e10,e13),e11)**.
% 0.40/0.57  62[0:Inp] ||  -> equal(op1(e11,e11),e14)**.
% 0.40/0.57  63[0:Inp] ||  -> equal(op1(e11,e12),e11)**.
% 0.40/0.57  66[0:Inp] ||  -> equal(op1(e12,e10),e11)**.
% 0.40/0.57  67[0:Inp] ||  -> equal(op1(e12,e11),e13)**.
% 0.40/0.57  68[0:Inp] ||  -> equal(op1(e12,e12),e12)**.
% 0.40/0.57  69[0:Inp] ||  -> equal(op1(e12,e13),e14)**.
% 0.40/0.57  70[0:Inp] ||  -> equal(op1(e12,e14),e10)**.
% 0.40/0.57  71[0:Inp] ||  -> equal(op1(e13,e10),e14)**.
% 0.40/0.57  74[0:Inp] ||  -> equal(op1(e13,e13),e10)**.
% 0.40/0.57  77[0:Inp] ||  -> equal(op1(e14,e11),e10)**.
% 0.40/0.57  80[0:Inp] ||  -> equal(op1(e14,e14),e11)**.
% 0.40/0.57  81[0:Inp] ||  -> equal(op2(e20,e20),e20)**.
% 0.40/0.57  82[0:Inp] ||  -> equal(op2(e20,e21),e23)**.
% 0.40/0.57  83[0:Inp] ||  -> equal(op2(e20,e22),e24)**.
% 0.40/0.57  85[0:Inp] ||  -> equal(op2(e20,e24),e21)**.
% 0.40/0.57  87[0:Inp] ||  -> equal(op2(e21,e21),e21)**.
% 0.40/0.57  88[0:Inp] ||  -> equal(op2(e21,e22),e23)**.
% 0.40/0.57  90[0:Inp] ||  -> equal(op2(e21,e24),e20)**.
% 0.40/0.57  92[0:Inp] ||  -> equal(op2(e22,e21),e24)**.
% 0.40/0.57  93[0:Inp] ||  -> equal(op2(e22,e22),e22)**.
% 0.40/0.57  94[0:Inp] ||  -> equal(op2(e22,e23),e20)**.
% 0.40/0.57  96[0:Inp] ||  -> equal(op2(e23,e20),e24)**.
% 0.40/0.57  97[0:Inp] ||  -> equal(op2(e23,e21),e20)**.
% 0.40/0.57  99[0:Inp] ||  -> equal(op2(e23,e23),e23)**.
% 0.40/0.57  100[0:Inp] ||  -> equal(op2(e23,e24),e22)**.
% 0.40/0.57  101[0:Inp] ||  -> equal(op2(e24,e20),e23)**.
% 0.40/0.57  102[0:Inp] ||  -> equal(op2(e24,e21),e22)**.
% 0.40/0.57  104[0:Inp] ||  -> equal(op2(e24,e23),e21)**.
% 0.40/0.57  105[0:Inp] ||  -> equal(op2(e24,e24),e24)**.
% 0.40/0.57  106[0:Inp] ||  -> equal(op2(h(e10),h(e10)),h(op1(e10,e10)))**.
% 0.40/0.57  109[0:Inp] ||  -> equal(op2(h(e10),h(e13)),h(op1(e10,e13)))**.
% 0.40/0.57  112[0:Inp] ||  -> equal(op2(h(e11),h(e11)),h(op1(e11,e11)))**.
% 0.40/0.57  121[0:Inp] ||  -> equal(op2(h(e13),h(e10)),h(op1(e13,e10)))**.
% 0.40/0.57  124[0:Inp] ||  -> equal(op2(h(e13),h(e13)),h(op1(e13,e13)))**.
% 0.40/0.57  127[0:Inp] ||  -> equal(op2(h(e14),h(e11)),h(op1(e14,e11)))**.
% 0.40/0.57  130[0:Inp] ||  -> equal(op2(h(e14),h(e14)),h(op1(e14,e14)))**.
% 0.40/0.57  131[0:Inp] ||  -> equal(op1(j(e20),j(e20)),j(op2(e20,e20)))**.
% 0.40/0.57  132[0:Inp] ||  -> equal(op1(j(e20),j(e21)),j(op2(e20,e21)))**.
% 0.40/0.57  133[0:Inp] ||  -> equal(op1(j(e20),j(e22)),j(op2(e20,e22)))**.
% 0.40/0.57  135[0:Inp] ||  -> equal(op1(j(e20),j(e24)),j(op2(e20,e24)))**.
% 0.40/0.57  138[0:Inp] ||  -> equal(op1(j(e21),j(e22)),j(op2(e21,e22)))**.
% 0.40/0.57  140[0:Inp] ||  -> equal(op1(j(e21),j(e24)),j(op2(e21,e24)))**.
% 0.40/0.57  142[0:Inp] ||  -> equal(op1(j(e22),j(e21)),j(op2(e22,e21)))**.
% 0.40/0.57  143[0:Inp] ||  -> equal(op1(j(e22),j(e22)),j(op2(e22,e22)))**.
% 0.40/0.57  144[0:Inp] ||  -> equal(op1(j(e22),j(e23)),j(op2(e22,e23)))**.
% 0.40/0.57  146[0:Inp] ||  -> equal(op1(j(e23),j(e20)),j(op2(e23,e20)))**.
% 0.40/0.57  147[0:Inp] ||  -> equal(op1(j(e23),j(e21)),j(op2(e23,e21)))**.
% 0.40/0.57  150[0:Inp] ||  -> equal(op1(j(e23),j(e24)),j(op2(e23,e24)))**.
% 0.40/0.57  151[0:Inp] ||  -> equal(op1(j(e24),j(e20)),j(op2(e24,e20)))**.
% 0.40/0.57  152[0:Inp] ||  -> equal(op1(j(e24),j(e21)),j(op2(e24,e21)))**.
% 0.40/0.57  154[0:Inp] ||  -> equal(op1(j(e24),j(e23)),j(op2(e24,e23)))**.
% 0.40/0.57  155[0:Inp] ||  -> equal(op1(j(e24),j(e24)),j(op2(e24,e24)))**.
% 0.40/0.57  156[0:Inp] ||  -> equal(j(e24),e14)** equal(j(e24),e13) equal(j(e24),e12) equal(j(e24),e11) equal(j(e24),e10).
% 0.40/0.57  157[0:Inp] ||  -> equal(j(e23),e14)** equal(j(e23),e13) equal(j(e23),e12) equal(j(e23),e11) equal(j(e23),e10).
% 0.40/0.57  158[0:Inp] ||  -> equal(j(e22),e14)** equal(j(e22),e13) equal(j(e22),e12) equal(j(e22),e11) equal(j(e22),e10).
% 0.40/0.57  159[0:Inp] ||  -> equal(j(e21),e14)** equal(j(e21),e13) equal(j(e21),e12) equal(j(e21),e11) equal(j(e21),e10).
% 0.40/0.57  160[0:Inp] ||  -> equal(j(e20),e14)** equal(j(e20),e13) equal(j(e20),e12) equal(j(e20),e11) equal(j(e20),e10).
% 0.40/0.57  163[0:Inp] ||  -> equal(h(e12),e24)** equal(h(e12),e23) equal(h(e12),e22) equal(h(e12),e21) equal(h(e12),e20).
% 0.40/0.57  166[0:Rew:105.0,155.0] ||  -> equal(op1(j(e24),j(e24)),j(e24))**.
% 0.40/0.57  167[0:Rew:104.0,154.0] ||  -> equal(op1(j(e24),j(e23)),j(e21))**.
% 0.40/0.57  169[0:Rew:102.0,152.0] ||  -> equal(op1(j(e24),j(e21)),j(e22))**.
% 0.40/0.57  170[0:Rew:101.0,151.0] ||  -> equal(op1(j(e24),j(e20)),j(e23))**.
% 0.40/0.57  171[0:Rew:100.0,150.0] ||  -> equal(op1(j(e23),j(e24)),j(e22))**.
% 0.40/0.57  174[0:Rew:97.0,147.0] ||  -> equal(op1(j(e23),j(e21)),j(e20))**.
% 0.40/0.57  175[0:Rew:96.0,146.0] ||  -> equal(op1(j(e23),j(e20)),j(e24))**.
% 0.40/0.57  177[0:Rew:94.0,144.0] ||  -> equal(op1(j(e22),j(e23)),j(e20))**.
% 0.40/0.57  178[0:Rew:93.0,143.0] ||  -> equal(op1(j(e22),j(e22)),j(e22))**.
% 0.40/0.57  179[0:Rew:92.0,142.0] ||  -> equal(op1(j(e22),j(e21)),j(e24))**.
% 0.40/0.57  181[0:Rew:90.0,140.0] ||  -> equal(op1(j(e21),j(e24)),j(e20))**.
% 0.40/0.57  183[0:Rew:88.0,138.0] ||  -> equal(op1(j(e21),j(e22)),j(e23))**.
% 0.40/0.57  186[0:Rew:85.0,135.0] ||  -> equal(op1(j(e20),j(e24)),j(e21))**.
% 0.40/0.57  188[0:Rew:83.0,133.0] ||  -> equal(op1(j(e20),j(e22)),j(e24))**.
% 0.40/0.57  189[0:Rew:82.0,132.0] ||  -> equal(op1(j(e20),j(e21)),j(e23))**.
% 0.40/0.57  190[0:Rew:81.0,131.0] ||  -> equal(op1(j(e20),j(e20)),j(e20))**.
% 0.40/0.57  191[0:Rew:80.0,130.0] ||  -> equal(op2(h(e14),h(e14)),h(e11))**.
% 0.40/0.57  194[0:Rew:77.0,127.0] ||  -> equal(op2(h(e14),h(e11)),h(e10))**.
% 0.40/0.57  197[0:Rew:74.0,124.0] ||  -> equal(op2(h(e13),h(e13)),h(e10))**.
% 0.40/0.57  200[0:Rew:71.0,121.0] ||  -> equal(op2(h(e13),h(e10)),h(e14))**.
% 0.40/0.57  209[0:Rew:62.0,112.0] ||  -> equal(op2(h(e11),h(e11)),h(e14))**.
% 0.40/0.57  212[0:Rew:59.0,109.0] ||  -> equal(op2(h(e10),h(e13)),h(e11))**.
% 0.40/0.57  215[0:Rew:56.0,106.0] ||  -> equal(op2(h(e10),h(e10)),h(e13))**.
% 0.40/0.57  216[1:Spt:163.0] ||  -> equal(h(e12),e24)**.
% 0.40/0.57  217[1:Rew:216.0,53.0] ||  -> equal(j(e24),e12)**.
% 0.40/0.57  235[1:Rew:217.0,169.0] ||  -> equal(op1(e12,j(e21)),j(e22))**.
% 0.40/0.57  236[1:Rew:217.0,170.0] ||  -> equal(op1(e12,j(e20)),j(e23))**.
% 0.40/0.57  237[1:Rew:217.0,171.0] ||  -> equal(op1(j(e23),e12),j(e22))**.
% 0.40/0.57  243[1:Rew:217.0,186.0] ||  -> equal(op1(j(e20),e12),j(e21))**.
% 0.40/0.57  246[2:Spt:160.0] ||  -> equal(j(e20),e14)**.
% 0.40/0.57  247[2:Rew:246.0,46.0] ||  -> equal(h(e14),e20)**.
% 0.40/0.57  256[2:Rew:246.0,236.0] ||  -> equal(op1(e12,e14),j(e23))**.
% 0.40/0.57  262[2:Rew:247.0,191.0] ||  -> equal(op2(e20,e20),h(e11))**.
% 0.40/0.57  278[2:Rew:70.0,256.0] ||  -> equal(j(e23),e10)**.
% 0.40/0.57  279[2:Rew:278.0,49.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  290[2:Rew:279.0,212.0] ||  -> equal(op2(e23,h(e13)),h(e11))**.
% 0.40/0.57  291[2:Rew:279.0,215.0] ||  -> equal(op2(e23,e23),h(e13))**.
% 0.40/0.57  311[2:Rew:81.0,262.0] ||  -> equal(h(e11),e20)**.
% 0.40/0.57  343[2:Rew:99.0,291.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  389[2:Rew:99.0,290.0,343.0,290.0,311.0,290.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  390[2:MRR:389.0,13.0] ||  -> .
% 0.40/0.57  391[2:Spt:390.0,160.0,246.0] || equal(j(e20),e14)** -> .
% 0.40/0.57  392[2:Spt:390.0,160.1,160.2,160.3,160.4] ||  -> equal(j(e20),e13)** equal(j(e20),e12) equal(j(e20),e11) equal(j(e20),e10).
% 0.40/0.57  393[3:Spt:392.0] ||  -> equal(j(e20),e13)**.
% 0.40/0.57  394[3:Rew:393.0,46.0] ||  -> equal(h(e13),e20)**.
% 0.40/0.57  400[3:Rew:393.0,236.0] ||  -> equal(op1(e12,e13),j(e23))**.
% 0.40/0.57  420[3:Rew:394.0,197.0] ||  -> equal(op2(e20,e20),h(e10))**.
% 0.40/0.57  440[3:Rew:69.0,400.0] ||  -> equal(j(e23),e14)**.
% 0.40/0.57  441[3:Rew:440.0,49.0] ||  -> equal(h(e14),e23)**.
% 0.40/0.57  452[3:Rew:441.0,194.0] ||  -> equal(op2(e23,h(e11)),h(e10))**.
% 0.40/0.57  453[3:Rew:441.0,191.0] ||  -> equal(op2(e23,e23),h(e11))**.
% 0.40/0.57  465[3:Rew:81.0,420.0] ||  -> equal(h(e10),e20)**.
% 0.40/0.57  499[3:Rew:99.0,453.0] ||  -> equal(h(e11),e23)**.
% 0.40/0.57  539[3:Rew:99.0,452.0,499.0,452.0,465.0,452.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  540[3:MRR:539.0,13.0] ||  -> .
% 0.40/0.57  541[3:Spt:540.0,392.0,393.0] || equal(j(e20),e13)** -> .
% 0.40/0.57  542[3:Spt:540.0,392.1,392.2,392.3] ||  -> equal(j(e20),e12)** equal(j(e20),e11) equal(j(e20),e10).
% 0.40/0.57  543[4:Spt:542.0] ||  -> equal(j(e20),e12)**.
% 0.40/0.57  548[4:Rew:543.0,236.0] ||  -> equal(op1(e12,e12),j(e23))**.
% 0.40/0.57  562[4:Rew:68.0,548.0] ||  -> equal(j(e23),e12)**.
% 0.40/0.57  566[4:Rew:562.0,237.0] ||  -> equal(op1(e12,e12),j(e22))**.
% 0.40/0.57  584[4:Rew:68.0,566.0] ||  -> equal(j(e22),e12)**.
% 0.40/0.57  585[4:Rew:584.0,48.0] ||  -> equal(h(e12),e22)**.
% 0.40/0.57  588[4:Rew:216.0,585.0] ||  -> equal(e24,e22)**.
% 0.40/0.57  589[4:MRR:588.0,19.0] ||  -> .
% 0.40/0.57  601[4:Spt:589.0,542.0,543.0] || equal(j(e20),e12)** -> .
% 0.40/0.57  602[4:Spt:589.0,542.1,542.2] ||  -> equal(j(e20),e11)** equal(j(e20),e10).
% 0.40/0.57  603[5:Spt:602.0] ||  -> equal(j(e20),e11)**.
% 0.40/0.57  605[5:Rew:603.0,46.0] ||  -> equal(h(e11),e20)**.
% 0.40/0.57  612[5:Rew:603.0,236.0] ||  -> equal(op1(e12,e11),j(e23))**.
% 0.40/0.57  632[5:Rew:605.0,209.0] ||  -> equal(op2(e20,e20),h(e14))**.
% 0.40/0.57  652[5:Rew:67.0,612.0] ||  -> equal(j(e23),e13)**.
% 0.40/0.57  653[5:Rew:652.0,49.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  662[5:Rew:653.0,197.0] ||  -> equal(op2(e23,e23),h(e10))**.
% 0.40/0.57  665[5:Rew:653.0,200.0] ||  -> equal(op2(e23,h(e10)),h(e14))**.
% 0.40/0.57  677[5:Rew:81.0,632.0] ||  -> equal(h(e14),e20)**.
% 0.40/0.57  709[5:Rew:99.0,662.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  751[5:Rew:99.0,665.0,709.0,665.0,677.0,665.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  752[5:MRR:751.0,13.0] ||  -> .
% 0.40/0.57  753[5:Spt:752.0,602.0,603.0] || equal(j(e20),e11)** -> .
% 0.40/0.57  754[5:Spt:752.0,602.1] ||  -> equal(j(e20),e10)**.
% 0.40/0.57  768[5:Rew:58.0,243.0,754.0,243.0] ||  -> equal(j(e21),e10)**.
% 0.40/0.57  787[5:Rew:66.0,235.0,768.0,235.0] ||  -> equal(j(e22),e11)**.
% 0.40/0.57  857[5:Rew:62.0,178.0,787.0,178.0] ||  -> equal(e14,e11)**.
% 0.40/0.57  858[5:MRR:857.0,7.0] ||  -> .
% 0.40/0.57  859[1:Spt:858.0,163.0,216.0] || equal(h(e12),e24)** -> .
% 0.40/0.57  860[1:Spt:858.0,163.1,163.2,163.3,163.4] ||  -> equal(h(e12),e23)** equal(h(e12),e22) equal(h(e12),e21) equal(h(e12),e20).
% 0.40/0.57  861[2:Spt:860.0] ||  -> equal(h(e12),e23)**.
% 0.40/0.57  862[2:Rew:861.0,53.0] ||  -> equal(j(e23),e12)**.
% 0.40/0.57  878[2:Rew:862.0,174.0] ||  -> equal(op1(e12,j(e21)),j(e20))**.
% 0.40/0.57  888[2:Rew:862.0,171.0] ||  -> equal(op1(e12,j(e24)),j(e22))**.
% 0.40/0.57  890[2:Rew:862.0,167.0] ||  -> equal(op1(j(e24),e12),j(e21))**.
% 0.40/0.57  892[3:Spt:156.0] ||  -> equal(j(e24),e14)**.
% 0.40/0.57  893[3:Rew:892.0,50.0] ||  -> equal(h(e14),e24)**.
% 0.40/0.57  904[3:Rew:892.0,888.0] ||  -> equal(op1(e12,e14),j(e22))**.
% 0.40/0.57  910[3:Rew:893.0,191.0] ||  -> equal(op2(e24,e24),h(e11))**.
% 0.40/0.57  924[3:Rew:70.0,904.0] ||  -> equal(j(e22),e10)**.
% 0.40/0.57  925[3:Rew:924.0,48.0] ||  -> equal(h(e10),e22)**.
% 0.40/0.57  936[3:Rew:925.0,212.0] ||  -> equal(op2(e22,h(e13)),h(e11))**.
% 0.40/0.57  937[3:Rew:925.0,215.0] ||  -> equal(op2(e22,e22),h(e13))**.
% 0.40/0.57  958[3:Rew:105.0,910.0] ||  -> equal(h(e11),e24)**.
% 0.40/0.57  990[3:Rew:93.0,937.0] ||  -> equal(h(e13),e22)**.
% 0.40/0.57  1035[3:Rew:93.0,936.0,990.0,936.0,958.0,936.0] ||  -> equal(e24,e22)**.
% 0.40/0.57  1036[3:MRR:1035.0,19.0] ||  -> .
% 0.40/0.57  1038[3:Spt:1036.0,156.0,892.0] || equal(j(e24),e14)** -> .
% 0.40/0.57  1039[3:Spt:1036.0,156.1,156.2,156.3,156.4] ||  -> equal(j(e24),e13)** equal(j(e24),e12) equal(j(e24),e11) equal(j(e24),e10).
% 0.40/0.57  1040[4:Spt:1039.0] ||  -> equal(j(e24),e13)**.
% 0.40/0.57  1041[4:Rew:1040.0,50.0] ||  -> equal(h(e13),e24)**.
% 0.40/0.57  1045[4:Rew:1040.0,888.0] ||  -> equal(op1(e12,e13),j(e22))**.
% 0.40/0.57  1065[4:Rew:1041.0,197.0] ||  -> equal(op2(e24,e24),h(e10))**.
% 0.40/0.57  1086[4:Rew:69.0,1045.0] ||  -> equal(j(e22),e14)**.
% 0.40/0.57  1087[4:Rew:1086.0,48.0] ||  -> equal(h(e14),e22)**.
% 0.40/0.57  1096[4:Rew:1087.0,191.0] ||  -> equal(op2(e22,e22),h(e11))**.
% 0.40/0.57  1097[4:Rew:1087.0,194.0] ||  -> equal(op2(e22,h(e11)),h(e10))**.
% 0.40/0.57  1111[4:Rew:105.0,1065.0] ||  -> equal(h(e10),e24)**.
% 0.40/0.57  1145[4:Rew:93.0,1096.0] ||  -> equal(h(e11),e22)**.
% 0.40/0.57  1184[4:Rew:93.0,1097.0,1145.0,1097.0,1111.0,1097.0] ||  -> equal(e24,e22)**.
% 0.40/0.57  1185[4:MRR:1184.0,19.0] ||  -> .
% 0.40/0.57  1187[4:Spt:1185.0,1039.0,1040.0] || equal(j(e24),e13)** -> .
% 0.40/0.57  1188[4:Spt:1185.0,1039.1,1039.2,1039.3] ||  -> equal(j(e24),e12)** equal(j(e24),e11) equal(j(e24),e10).
% 0.40/0.57  1189[5:Spt:1188.0] ||  -> equal(j(e24),e12)**.
% 0.40/0.57  1198[5:Rew:1189.0,890.0] ||  -> equal(op1(e12,e12),j(e21))**.
% 0.40/0.57  1228[5:Rew:68.0,1198.0] ||  -> equal(j(e21),e12)**.
% 0.40/0.57  1229[5:Rew:1228.0,47.0] ||  -> equal(h(e12),e21)**.
% 0.40/0.57  1232[5:Rew:861.0,1229.0] ||  -> equal(e23,e21)**.
% 0.40/0.57  1233[5:MRR:1232.0,16.0] ||  -> .
% 0.40/0.57  1248[5:Spt:1233.0,1188.0,1189.0] || equal(j(e24),e12)** -> .
% 0.40/0.57  1249[5:Spt:1233.0,1188.1,1188.2] ||  -> equal(j(e24),e11)** equal(j(e24),e10).
% 0.40/0.57  1250[6:Spt:1249.0] ||  -> equal(j(e24),e11)**.
% 0.40/0.57  1252[6:Rew:1250.0,50.0] ||  -> equal(h(e11),e24)**.
% 0.40/0.57  1257[6:Rew:1250.0,888.0] ||  -> equal(op1(e12,e11),j(e22))**.
% 0.40/0.57  1277[6:Rew:1252.0,209.0] ||  -> equal(op2(e24,e24),h(e14))**.
% 0.40/0.57  1298[6:Rew:67.0,1257.0] ||  -> equal(j(e22),e13)**.
% 0.40/0.57  1299[6:Rew:1298.0,48.0] ||  -> equal(h(e13),e22)**.
% 0.40/0.57  1308[6:Rew:1299.0,197.0] ||  -> equal(op2(e22,e22),h(e10))**.
% 0.40/0.57  1309[6:Rew:1299.0,200.0] ||  -> equal(op2(e22,h(e10)),h(e14))**.
% 0.40/0.57  1323[6:Rew:105.0,1277.0] ||  -> equal(h(e14),e24)**.
% 0.40/0.57  1355[6:Rew:93.0,1308.0] ||  -> equal(h(e10),e22)**.
% 0.40/0.57  1397[6:Rew:93.0,1309.0,1355.0,1309.0,1323.0,1309.0] ||  -> equal(e24,e22)**.
% 0.40/0.57  1398[6:MRR:1397.0,19.0] ||  -> .
% 0.40/0.57  1399[6:Spt:1398.0,1249.0,1250.0] || equal(j(e24),e11)** -> .
% 0.40/0.57  1400[6:Spt:1398.0,1249.1] ||  -> equal(j(e24),e10)**.
% 0.40/0.57  1417[6:Rew:58.0,890.0,1400.0,890.0] ||  -> equal(j(e21),e10)**.
% 0.40/0.57  1436[6:Rew:66.0,878.0,1417.0,878.0] ||  -> equal(j(e20),e11)**.
% 0.40/0.57  1505[6:Rew:62.0,190.0,1436.0,190.0] ||  -> equal(e14,e11)**.
% 0.40/0.57  1506[6:MRR:1505.0,7.0] ||  -> .
% 0.40/0.57  1507[2:Spt:1506.0,860.0,861.0] || equal(h(e12),e23)** -> .
% 0.40/0.57  1508[2:Spt:1506.0,860.1,860.2,860.3] ||  -> equal(h(e12),e22)** equal(h(e12),e21) equal(h(e12),e20).
% 0.40/0.57  1509[3:Spt:1508.0] ||  -> equal(h(e12),e22)**.
% 0.40/0.57  1511[3:Rew:1509.0,53.0] ||  -> equal(j(e22),e12)**.
% 0.40/0.57  1527[3:Rew:1511.0,188.0] ||  -> equal(op1(j(e20),e12),j(e24))**.
% 0.40/0.57  1539[3:Rew:1511.0,177.0] ||  -> equal(op1(e12,j(e23)),j(e20))**.
% 0.40/0.57  1541[4:Spt:157.0] ||  -> equal(j(e23),e14)**.
% 0.40/0.57  1542[4:Rew:1541.0,49.0] ||  -> equal(h(e14),e23)**.
% 0.40/0.57  1555[4:Rew:1541.0,1539.0] ||  -> equal(op1(e12,e14),j(e20))**.
% 0.40/0.57  1557[4:Rew:1542.0,191.0] ||  -> equal(op2(e23,e23),h(e11))**.
% 0.40/0.57  1587[4:Rew:70.0,1555.0] ||  -> equal(j(e20),e10)**.
% 0.40/0.57  1588[4:Rew:1587.0,46.0] ||  -> equal(h(e10),e20)**.
% 0.40/0.57  1595[4:Rew:1588.0,212.0] ||  -> equal(op2(e20,h(e13)),h(e11))**.
% 0.40/0.57  1597[4:Rew:1588.0,215.0] ||  -> equal(op2(e20,e20),h(e13))**.
% 0.40/0.57  1607[4:Rew:99.0,1557.0] ||  -> equal(h(e11),e23)**.
% 0.40/0.57  1642[4:Rew:81.0,1597.0] ||  -> equal(h(e13),e20)**.
% 0.40/0.57  1684[4:Rew:81.0,1595.0,1642.0,1595.0,1607.0,1595.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  1685[4:MRR:1684.0,13.0] ||  -> .
% 0.40/0.57  1687[4:Spt:1685.0,157.0,1541.0] || equal(j(e23),e14)** -> .
% 0.40/0.57  1688[4:Spt:1685.0,157.1,157.2,157.3,157.4] ||  -> equal(j(e23),e13)** equal(j(e23),e12) equal(j(e23),e11) equal(j(e23),e10).
% 0.40/0.57  1689[5:Spt:1688.0] ||  -> equal(j(e23),e13)**.
% 0.40/0.57  1690[5:Rew:1689.0,49.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  1692[5:Rew:1689.0,1539.0] ||  -> equal(op1(e12,e13),j(e20))**.
% 0.40/0.57  1715[5:Rew:1690.0,197.0] ||  -> equal(op2(e23,e23),h(e10))**.
% 0.40/0.57  1722[5:Rew:69.0,1692.0] ||  -> equal(j(e20),e14)**.
% 0.40/0.57  1723[5:Rew:1722.0,46.0] ||  -> equal(h(e14),e20)**.
% 0.40/0.57  1737[5:Rew:1723.0,194.0] ||  -> equal(op2(e20,h(e11)),h(e10))**.
% 0.40/0.57  1738[5:Rew:1723.0,191.0] ||  -> equal(op2(e20,e20),h(e11))**.
% 0.40/0.57  1760[5:Rew:99.0,1715.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  1790[5:Rew:81.0,1738.0] ||  -> equal(h(e11),e20)**.
% 0.40/0.57  1833[5:Rew:81.0,1737.0,1790.0,1737.0,1760.0,1737.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  1834[5:MRR:1833.0,13.0] ||  -> .
% 0.40/0.57  1835[5:Spt:1834.0,1688.0,1689.0] || equal(j(e23),e13)** -> .
% 0.40/0.57  1836[5:Spt:1834.0,1688.1,1688.2,1688.3] ||  -> equal(j(e23),e12)** equal(j(e23),e11) equal(j(e23),e10).
% 0.40/0.57  1837[6:Spt:1836.0] ||  -> equal(j(e23),e12)**.
% 0.40/0.57  1846[6:Rew:1837.0,1539.0] ||  -> equal(op1(e12,e12),j(e20))**.
% 0.40/0.57  1876[6:Rew:68.0,1846.0] ||  -> equal(j(e20),e12)**.
% 0.40/0.57  1877[6:Rew:1876.0,46.0] ||  -> equal(h(e12),e20)**.
% 0.40/0.57  1879[6:Rew:1509.0,1877.0] ||  -> equal(e22,e20)**.
% 0.40/0.57  1880[6:MRR:1879.0,12.0] ||  -> .
% 0.40/0.57  1895[6:Spt:1880.0,1836.0,1837.0] || equal(j(e23),e12)** -> .
% 0.40/0.57  1896[6:Spt:1880.0,1836.1,1836.2] ||  -> equal(j(e23),e11)** equal(j(e23),e10).
% 0.40/0.57  1897[7:Spt:1896.0] ||  -> equal(j(e23),e11)**.
% 0.40/0.57  1899[7:Rew:1897.0,49.0] ||  -> equal(h(e11),e23)**.
% 0.40/0.57  1902[7:Rew:1897.0,1539.0] ||  -> equal(op1(e12,e11),j(e20))**.
% 0.40/0.57  1926[7:Rew:1899.0,209.0] ||  -> equal(op2(e23,e23),h(e14))**.
% 0.40/0.57  1932[7:Rew:67.0,1902.0] ||  -> equal(j(e20),e13)**.
% 0.40/0.57  1933[7:Rew:1932.0,46.0] ||  -> equal(h(e13),e20)**.
% 0.40/0.57  1945[7:Rew:1933.0,197.0] ||  -> equal(op2(e20,e20),h(e10))**.
% 0.40/0.57  1948[7:Rew:1933.0,200.0] ||  -> equal(op2(e20,h(e10)),h(e14))**.
% 0.40/0.57  1970[7:Rew:99.0,1926.0] ||  -> equal(h(e14),e23)**.
% 0.40/0.57  1998[7:Rew:81.0,1945.0] ||  -> equal(h(e10),e20)**.
% 0.40/0.57  2043[7:Rew:81.0,1948.0,1998.0,1948.0,1970.0,1948.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  2044[7:MRR:2043.0,13.0] ||  -> .
% 0.40/0.57  2045[7:Spt:2044.0,1896.0,1897.0] || equal(j(e23),e11)** -> .
% 0.40/0.57  2046[7:Spt:2044.0,1896.1] ||  -> equal(j(e23),e10)**.
% 0.40/0.57  2062[7:Rew:66.0,1539.0,2046.0,1539.0] ||  -> equal(j(e20),e11)**.
% 0.40/0.57  2081[7:Rew:63.0,1527.0,2062.0,1527.0] ||  -> equal(j(e24),e11)**.
% 0.40/0.57  2151[7:Rew:62.0,166.0,2081.0,166.0] ||  -> equal(e14,e11)**.
% 0.40/0.57  2152[7:MRR:2151.0,7.0] ||  -> .
% 0.40/0.57  2153[3:Spt:2152.0,1508.0,1509.0] || equal(h(e12),e22)** -> .
% 0.40/0.57  2154[3:Spt:2152.0,1508.1,1508.2] ||  -> equal(h(e12),e21)** equal(h(e12),e20).
% 0.40/0.57  2155[4:Spt:2154.0] ||  -> equal(h(e12),e21)**.
% 0.40/0.57  2157[4:Rew:2155.0,53.0] ||  -> equal(j(e21),e12)**.
% 0.40/0.57  2179[4:Rew:2157.0,181.0] ||  -> equal(op1(e12,j(e24)),j(e20))**.
% 0.40/0.57  2182[4:Rew:2157.0,183.0] ||  -> equal(op1(e12,j(e22)),j(e23))**.
% 0.40/0.57  2186[4:Rew:2157.0,179.0] ||  -> equal(op1(j(e22),e12),j(e24))**.
% 0.40/0.57  2188[5:Spt:158.0] ||  -> equal(j(e22),e14)**.
% 0.40/0.57  2189[5:Rew:2188.0,48.0] ||  -> equal(h(e14),e22)**.
% 0.40/0.57  2198[5:Rew:2188.0,2182.0] ||  -> equal(op1(e12,e14),j(e23))**.
% 0.40/0.57  2206[5:Rew:2189.0,191.0] ||  -> equal(op2(e22,e22),h(e11))**.
% 0.40/0.57  2220[5:Rew:70.0,2198.0] ||  -> equal(j(e23),e10)**.
% 0.40/0.57  2221[5:Rew:2220.0,49.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  2232[5:Rew:2221.0,212.0] ||  -> equal(op2(e23,h(e13)),h(e11))**.
% 0.40/0.57  2233[5:Rew:2221.0,215.0] ||  -> equal(op2(e23,e23),h(e13))**.
% 0.40/0.57  2254[5:Rew:93.0,2206.0] ||  -> equal(h(e11),e22)**.
% 0.40/0.57  2286[5:Rew:99.0,2233.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  2331[5:Rew:99.0,2232.0,2286.0,2232.0,2254.0,2232.0] ||  -> equal(e23,e22)**.
% 0.40/0.57  2332[5:MRR:2331.0,18.0] ||  -> .
% 0.40/0.57  2334[5:Spt:2332.0,158.0,2188.0] || equal(j(e22),e14)** -> .
% 0.40/0.57  2335[5:Spt:2332.0,158.1,158.2,158.3,158.4] ||  -> equal(j(e22),e13)** equal(j(e22),e12) equal(j(e22),e11) equal(j(e22),e10).
% 0.40/0.57  2336[6:Spt:2335.0] ||  -> equal(j(e22),e13)**.
% 0.40/0.57  2337[6:Rew:2336.0,48.0] ||  -> equal(h(e13),e22)**.
% 0.40/0.57  2343[6:Rew:2336.0,2182.0] ||  -> equal(op1(e12,e13),j(e23))**.
% 0.40/0.57  2361[6:Rew:2337.0,197.0] ||  -> equal(op2(e22,e22),h(e10))**.
% 0.40/0.57  2383[6:Rew:69.0,2343.0] ||  -> equal(j(e23),e14)**.
% 0.40/0.57  2384[6:Rew:2383.0,49.0] ||  -> equal(h(e14),e23)**.
% 0.40/0.57  2393[6:Rew:2384.0,191.0] ||  -> equal(op2(e23,e23),h(e11))**.
% 0.40/0.57  2394[6:Rew:2384.0,194.0] ||  -> equal(op2(e23,h(e11)),h(e10))**.
% 0.40/0.57  2407[6:Rew:93.0,2361.0] ||  -> equal(h(e10),e22)**.
% 0.40/0.57  2440[6:Rew:99.0,2393.0] ||  -> equal(h(e11),e23)**.
% 0.40/0.57  2479[6:Rew:99.0,2394.0,2440.0,2394.0,2407.0,2394.0] ||  -> equal(e23,e22)**.
% 0.40/0.57  2480[6:MRR:2479.0,18.0] ||  -> .
% 0.40/0.57  2482[6:Spt:2480.0,2335.0,2336.0] || equal(j(e22),e13)** -> .
% 0.40/0.57  2483[6:Spt:2480.0,2335.1,2335.2,2335.3] ||  -> equal(j(e22),e12)** equal(j(e22),e11) equal(j(e22),e10).
% 0.40/0.57  2484[7:Spt:2483.0] ||  -> equal(j(e22),e12)**.
% 0.40/0.57  2493[7:Rew:2484.0,2186.0] ||  -> equal(op1(e12,e12),j(e24))**.
% 0.40/0.57  2523[7:Rew:68.0,2493.0] ||  -> equal(j(e24),e12)**.
% 0.40/0.57  2524[7:Rew:2523.0,50.0] ||  -> equal(h(e12),e24)**.
% 0.40/0.57  2527[7:Rew:2155.0,2524.0] ||  -> equal(e24,e21)**.
% 0.40/0.57  2528[7:MRR:2527.0,17.0] ||  -> .
% 0.40/0.57  2543[7:Spt:2528.0,2483.0,2484.0] || equal(j(e22),e12)** -> .
% 0.40/0.57  2544[7:Spt:2528.0,2483.1,2483.2] ||  -> equal(j(e22),e11)** equal(j(e22),e10).
% 0.40/0.57  2545[8:Spt:2544.0] ||  -> equal(j(e22),e11)**.
% 0.40/0.57  2547[8:Rew:2545.0,48.0] ||  -> equal(h(e11),e22)**.
% 0.40/0.57  2554[8:Rew:2545.0,2182.0] ||  -> equal(op1(e12,e11),j(e23))**.
% 0.40/0.57  2572[8:Rew:2547.0,209.0] ||  -> equal(op2(e22,e22),h(e14))**.
% 0.40/0.57  2594[8:Rew:67.0,2554.0] ||  -> equal(j(e23),e13)**.
% 0.40/0.57  2595[8:Rew:2594.0,49.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  2604[8:Rew:2595.0,197.0] ||  -> equal(op2(e23,e23),h(e10))**.
% 0.40/0.57  2605[8:Rew:2595.0,200.0] ||  -> equal(op2(e23,h(e10)),h(e14))**.
% 0.40/0.57  2618[8:Rew:93.0,2572.0] ||  -> equal(h(e14),e22)**.
% 0.40/0.57  2649[8:Rew:99.0,2604.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  2691[8:Rew:99.0,2605.0,2649.0,2605.0,2618.0,2605.0] ||  -> equal(e23,e22)**.
% 0.40/0.57  2692[8:MRR:2691.0,18.0] ||  -> .
% 0.40/0.57  2693[8:Spt:2692.0,2544.0,2545.0] || equal(j(e22),e11)** -> .
% 0.40/0.57  2694[8:Spt:2692.0,2544.1] ||  -> equal(j(e22),e10)**.
% 0.40/0.57  2711[8:Rew:58.0,2186.0,2694.0,2186.0] ||  -> equal(j(e24),e10)**.
% 0.40/0.57  2731[8:Rew:66.0,2179.0,2711.0,2179.0] ||  -> equal(j(e20),e11)**.
% 0.40/0.57  2801[8:Rew:62.0,190.0,2731.0,190.0] ||  -> equal(e14,e11)**.
% 0.40/0.57  2802[8:MRR:2801.0,7.0] ||  -> .
% 0.40/0.57  2803[4:Spt:2802.0,2154.0,2155.0] || equal(h(e12),e21)** -> .
% 0.40/0.57  2804[4:Spt:2802.0,2154.1] ||  -> equal(h(e12),e20)**.
% 0.40/0.57  2807[4:Rew:2804.0,53.0] ||  -> equal(j(e20),e12)**.
% 0.40/0.57  2816[4:Rew:2807.0,175.0] ||  -> equal(op1(j(e23),e12),j(e24))**.
% 0.40/0.57  2836[4:Rew:2807.0,189.0] ||  -> equal(op1(e12,j(e21)),j(e23))**.
% 0.40/0.57  2838[5:Spt:159.0] ||  -> equal(j(e21),e14)**.
% 0.40/0.57  2839[5:Rew:2838.0,47.0] ||  -> equal(h(e14),e21)**.
% 0.40/0.57  2850[5:Rew:2838.0,2836.0] ||  -> equal(op1(e12,e14),j(e23))**.
% 0.40/0.57  2854[5:Rew:2839.0,191.0] ||  -> equal(op2(e21,e21),h(e11))**.
% 0.40/0.57  2884[5:Rew:70.0,2850.0] ||  -> equal(j(e23),e10)**.
% 0.40/0.57  2885[5:Rew:2884.0,49.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  2892[5:Rew:2885.0,212.0] ||  -> equal(op2(e23,h(e13)),h(e11))**.
% 0.40/0.57  2894[5:Rew:2885.0,215.0] ||  -> equal(op2(e23,e23),h(e13))**.
% 0.40/0.57  2904[5:Rew:87.0,2854.0] ||  -> equal(h(e11),e21)**.
% 0.40/0.57  2940[5:Rew:99.0,2894.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  2982[5:Rew:99.0,2892.0,2940.0,2892.0,2904.0,2892.0] ||  -> equal(e23,e21)**.
% 0.40/0.57  2983[5:MRR:2982.0,16.0] ||  -> .
% 0.40/0.57  2985[5:Spt:2983.0,159.0,2838.0] || equal(j(e21),e14)** -> .
% 0.40/0.57  2986[5:Spt:2983.0,159.1,159.2,159.3,159.4] ||  -> equal(j(e21),e13)** equal(j(e21),e12) equal(j(e21),e11) equal(j(e21),e10).
% 0.40/0.57  2987[6:Spt:2986.0] ||  -> equal(j(e21),e13)**.
% 0.40/0.57  2988[6:Rew:2987.0,47.0] ||  -> equal(h(e13),e21)**.
% 0.40/0.57  2990[6:Rew:2987.0,2836.0] ||  -> equal(op1(e12,e13),j(e23))**.
% 0.40/0.57  3013[6:Rew:2988.0,197.0] ||  -> equal(op2(e21,e21),h(e10))**.
% 0.40/0.57  3020[6:Rew:69.0,2990.0] ||  -> equal(j(e23),e14)**.
% 0.40/0.57  3021[6:Rew:3020.0,49.0] ||  -> equal(h(e14),e23)**.
% 0.40/0.57  3035[6:Rew:3021.0,194.0] ||  -> equal(op2(e23,h(e11)),h(e10))**.
% 0.40/0.57  3036[6:Rew:3021.0,191.0] ||  -> equal(op2(e23,e23),h(e11))**.
% 0.40/0.57  3058[6:Rew:87.0,3013.0] ||  -> equal(h(e10),e21)**.
% 0.40/0.57  3088[6:Rew:99.0,3036.0] ||  -> equal(h(e11),e23)**.
% 0.40/0.57  3131[6:Rew:99.0,3035.0,3088.0,3035.0,3058.0,3035.0] ||  -> equal(e23,e21)**.
% 0.40/0.57  3132[6:MRR:3131.0,16.0] ||  -> .
% 0.40/0.57  3133[6:Spt:3132.0,2986.0,2987.0] || equal(j(e21),e13)** -> .
% 0.40/0.57  3134[6:Spt:3132.0,2986.1,2986.2,2986.3] ||  -> equal(j(e21),e12)** equal(j(e21),e11) equal(j(e21),e10).
% 0.40/0.57  3135[7:Spt:3134.0] ||  -> equal(j(e21),e12)**.
% 0.40/0.57  3144[7:Rew:3135.0,2836.0] ||  -> equal(op1(e12,e12),j(e23))**.
% 0.40/0.57  3174[7:Rew:68.0,3144.0] ||  -> equal(j(e23),e12)**.
% 0.40/0.57  3175[7:Rew:3174.0,49.0] ||  -> equal(h(e12),e23)**.
% 0.40/0.57  3177[7:Rew:2804.0,3175.0] ||  -> equal(e23,e20)**.
% 0.40/0.57  3178[7:MRR:3177.0,13.0] ||  -> .
% 0.40/0.57  3193[7:Spt:3178.0,3134.0,3135.0] || equal(j(e21),e12)** -> .
% 0.40/0.57  3194[7:Spt:3178.0,3134.1,3134.2] ||  -> equal(j(e21),e11)** equal(j(e21),e10).
% 0.40/0.57  3195[8:Spt:3194.0] ||  -> equal(j(e21),e11)**.
% 0.40/0.57  3197[8:Rew:3195.0,47.0] ||  -> equal(h(e11),e21)**.
% 0.40/0.57  3200[8:Rew:3195.0,2836.0] ||  -> equal(op1(e12,e11),j(e23))**.
% 0.40/0.57  3224[8:Rew:3197.0,209.0] ||  -> equal(op2(e21,e21),h(e14))**.
% 0.40/0.57  3230[8:Rew:67.0,3200.0] ||  -> equal(j(e23),e13)**.
% 0.40/0.57  3231[8:Rew:3230.0,49.0] ||  -> equal(h(e13),e23)**.
% 0.40/0.57  3243[8:Rew:3231.0,197.0] ||  -> equal(op2(e23,e23),h(e10))**.
% 0.40/0.57  3246[8:Rew:3231.0,200.0] ||  -> equal(op2(e23,h(e10)),h(e14))**.
% 0.40/0.57  3268[8:Rew:87.0,3224.0] ||  -> equal(h(e14),e21)**.
% 0.40/0.57  3296[8:Rew:99.0,3243.0] ||  -> equal(h(e10),e23)**.
% 0.40/0.57  3341[8:Rew:99.0,3246.0,3296.0,3246.0,3268.0,3246.0] ||  -> equal(e23,e21)**.
% 0.40/0.57  3342[8:MRR:3341.0,16.0] ||  -> .
% 0.40/0.57  3343[8:Spt:3342.0,3194.0,3195.0] || equal(j(e21),e11)** -> .
% 0.40/0.57  3344[8:Spt:3342.0,3194.1] ||  -> equal(j(e21),e10)**.
% 0.40/0.57  3360[8:Rew:66.0,2836.0,3344.0,2836.0] ||  -> equal(j(e23),e11)**.
% 0.40/0.57  3380[8:Rew:63.0,2816.0,3360.0,2816.0] ||  -> equal(j(e24),e11)**.
% 0.40/0.57  3450[8:Rew:62.0,166.0,3380.0,166.0] ||  -> equal(e14,e11)**.
% 0.40/0.57  3451[8:MRR:3450.0,7.0] ||  -> .
% 0.40/0.57  % SZS output end Refutation
% 0.40/0.57  Formulae used in the proof : ax1 ax2 co1 ax4 ax5
% 0.40/0.57  
%------------------------------------------------------------------------------