TSTP Solution File: COM002_10 by SPASS+T---2.2.22

View Problem - Process Solution

%------------------------------------------------------------------------------
% File     : SPASS+T---2.2.22
% Problem  : COM002_10 : TPTP v8.2.0. Released v8.2.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : spasst-tptp-script %s %d

% Computer : n006.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  : 300s
% DateTime : Mon May 22 15:23:55 EDT 2023

% Result   : Unknown 3.73s 2.66s
% Output   : None 
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.09  % Problem  : COM002_10 : TPTP v8.2.0. Released v8.2.0.
% 0.00/0.09  % Command  : spasst-tptp-script %s %d
% 0.09/0.29  % Computer : n006.cluster.edu
% 0.09/0.29  % Model    : x86_64 x86_64
% 0.09/0.29  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.09/0.29  % Memory   : 8042.1875MB
% 0.09/0.29  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.09/0.29  % CPULimit : 300
% 0.09/0.29  % WCLimit  : 300
% 0.09/0.29  % DateTime : Mon May 22 10:59:49 EDT 2023
% 0.09/0.29  % CPUTime  : 
% 0.14/0.39  % Using EUF theory
% 3.73/2.66  
% 3.73/2.66  
% 3.73/2.66  % SZS status CounterSatisfiable for /tmp/SPASST_23565_n006.cluster.edu
% 3.73/2.66  
% 3.73/2.66  SPASS V 2.2.22  in combination with yices.
% 3.73/2.66  SPASS beiseite: Satisfiable.
% 3.73/2.66  Problem: /tmp/SPASST_23565_n006.cluster.edu 
% 3.73/2.66  SPASS derived 277 clauses, backtracked 0 clauses and kept 175 clauses.
% 3.73/2.66  SPASS backtracked 0 times (0 times due to theory inconsistency).
% 3.73/2.66  SPASS allocated 6759 KBytes.
% 3.73/2.66  SPASS spent	0:00:01.60 on the problem.
% 3.73/2.66  		0:00:00.00 for the input.
% 3.73/2.66  		0:00:00.00 for the FLOTTER CNF translation.
% 3.73/2.66  		0:00:00.00 for inferences.
% 3.73/2.66  		0:00:00.00 for the backtracking.
% 3.73/2.66  		0:00:00.02 for the reduction.
% 3.73/2.66  		0:00:01.57 for interacting with the SMT procedure.
% 3.73/2.66  		
% 3.73/2.66  
% 3.73/2.66  % SZS output start ListOfCNF for /tmp/SPASST_23565_n006.cluster.edu
% 3.73/2.66  
% 3.73/2.66  The saturated set of worked-off clauses is :
% 3.73/2.66  623[0:MRR:622.0,9.0] || follows(U,p8)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  615[0:Obv:613.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  604[0:MRR:603.0,9.0] || follows(U,p8)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  596[0:Obv:594.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  636[0:MRR:635.0,9.0] || state(U) succeeds(U,p8) -> succeeds(U,p1)*.
% 3.73/2.66  586[0:MRR:585.0,10.0] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  515[0:MRR:514.0,9.0] || follows(U,p8)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  507[0:Obv:505.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  627[0:MRR:626.0,9.0] || state(U) succeeds(U,p8) -> succeeds(U,p2)*.
% 3.73/2.66  625[0:MRR:624.0,10.0] || state(U) succeeds(U,p7) -> succeeds(U,p1)*.
% 3.73/2.66  495[0:MRR:494.0,10.0] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  464[0:MRR:463.0,11.0] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  462[0:Obv:453.0] || succeeds(U,p8)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  461[0:Obv:454.1] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  440[0:Obv:435.1] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  402[0:Obv:398.0] || succeeds(U,p8)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  359[0:Obv:354.0] || succeeds(U,p7)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  352[0:MRR:351.0,9.0] || follows(U,p8)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  346[0:Obv:339.1] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  550[0:MRR:549.0,14.0] || follows(U,p3) state(U) -> succeeds(U,p6)*.
% 3.73/2.66  345[0:Obv:340.1] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  544[0:MRR:543.0,13.0] ||  -> succeeds(p4,p6)*.
% 3.73/2.66  536[0:MRR:535.0,14.0] || state(U) succeeds(U,p3)* -> succeeds(U,p6).
% 3.73/2.66  344[0:Obv:341.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  525[0:MRR:524.0,9.0] || state(U) succeeds(U,p8) -> succeeds(U,p3)*.
% 3.73/2.66  331[0:MRR:330.0,10.0] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  521[0:MRR:520.0,12.0] || state(U) succeeds(U,p5) -> succeeds(U,p1)*.
% 3.73/2.66  320[0:MRR:319.0,13.0] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  317[0:Obv:316.0] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  497[0:MRR:496.0,10.0] || state(U) succeeds(U,p7) -> succeeds(U,p2)*.
% 3.73/2.66  326[0:Obv:325.0] || succeeds(U,p8)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  305[0:MRR:304.0,11.0] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  303[0:Obv:302.0] || succeeds(U,p7)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  300[0:MRR:299.0,12.0] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  475[0:MRR:474.0,12.0] || state(U) succeeds(U,p5) -> succeeds(U,p2)*.
% 3.73/2.66  296[0:MRR:295.0,13.0] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  285[0:Obv:282.1] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  279[0:Obv:276.1] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  271[0:Obv:268.1] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  470[0:MRR:469.0,11.0] || state(U) succeeds(U,p6) -> succeeds(U,p1)*.
% 3.73/2.66  293[0:Obv:292.0] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  254[0:MRR:253.0,14.0] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  251[0:Obv:246.0] || succeeds(U,p5)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  241[0:Obv:226.1] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  240[0:Obv:227.1] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  252[0:Obv:245.0] || succeeds(U,p6)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  239[0:Obv:228.1] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  238[0:Obv:229.1] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  237[0:Obv:230.1] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  433[0:MRR:432.0,11.0] || follows(U,p6) state(U) -> succeeds(U,p7)*.
% 3.73/2.66  236[0:Obv:231.1] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  417[0:MRR:416.0,14.0] || follows(U,p3) state(U) -> succeeds(U,p7)*.
% 3.73/2.66  413[0:Obv:408.0] || succeeds(U,p6)* state(U) -> succeeds(U,p7).
% 3.73/2.66  412[0:MRR:411.0,13.0] ||  -> succeeds(p4,p7)*.
% 3.73/2.66  405[0:MRR:404.0,14.0] || state(U) succeeds(U,p3)* -> succeeds(U,p7).
% 3.73/2.66  243[0:MRR:242.0,9.0] || follows(U,p8)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  235[0:Obv:232.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  380[0:MRR:379.0,9.0] || state(U) succeeds(U,p8) -> succeeds(U,p6)*.
% 3.73/2.66  370[0:MRR:369.0,12.0] || follows(U,p5) state(U) -> succeeds(U,p6)*.
% 3.73/2.66  367[0:MRR:366.0,13.0] || follows(U,p4) state(U) -> succeeds(U,p6)*.
% 3.73/2.66  224[0:MRR:223.0,10.0] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  365[0:Obv:363.0] || labels(out,U) state(U) -> succeeds(U,p6)*.
% 3.73/2.66  364[0:Obv:362.0] || succeeds(U,p5)* state(U) -> succeeds(U,p6).
% 3.73/2.66  343[0:MRR:342.0,13.0] || state(U) succeeds(U,p4)* -> succeeds(U,p6).
% 3.73/2.66  333[0:MRR:332.0,10.0] || state(U) succeeds(U,p7) -> succeeds(U,p3)*.
% 3.73/2.66  222[0:Obv:221.0] || succeeds(U,p8)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  219[0:MRR:218.0,11.0] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  217[0:Obv:216.0] || succeeds(U,p7)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  214[0:MRR:213.0,12.0] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  207[0:Obv:206.0] || succeeds(U,p4)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  211[0:MRR:210.0,12.0] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p4)*.
% 3.73/2.66  204[0:MRR:203.1,9.0] || follows(U,p7)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  201[0:MRR:200.1,9.0] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  198[0:MRR:197.1,9.0] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  307[0:MRR:306.0,11.0] || state(U) succeeds(U,p6) -> succeeds(U,p2)*.
% 3.73/2.66  195[0:MRR:194.0,14.0] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  193[0:Obv:186.0] || succeeds(U,p6)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  192[0:Obv:187.0] || succeeds(U,p5)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  184[0:MRR:183.1,9.0] || follows(U,p5)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  181[0:MRR:180.1,9.0] || follows(U,p6)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  191[0:Obv:188.0] || succeeds(U,p4)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  174[0:MRR:173.1,9.0] || follows(U,p3)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  274[0:MRR:273.0,14.0] || state(U) succeeds(U,p3) -> succeeds(U,p1)*.
% 3.73/2.66  266[0:MRR:265.0,12.0] || follows(U,p5) state(U) -> succeeds(U,p7)*.
% 3.73/2.66  261[0:MRR:260.0,13.0] || follows(U,p4) state(U) -> succeeds(U,p7)*.
% 3.73/2.66  171[0:MRR:170.0,15.0] || follows(U,p2)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  259[0:Obv:257.0] || labels(out,U) state(U) -> succeeds(U,p7)*.
% 3.73/2.66  258[0:Obv:256.0] || succeeds(U,p5)* state(U) -> succeeds(U,p7).
% 3.73/2.66  249[0:MRR:248.0,13.0] || state(U) succeeds(U,p4) -> succeeds(U,p1)*.
% 3.73/2.66  234[0:MRR:233.0,13.0] || state(U) succeeds(U,p4)* -> succeeds(U,p7).
% 3.73/2.66  169[0:Obv:168.0] || succeeds(U,p3)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  137[0:MRR:136.1,10.0] || succeeds(U,p8)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p7)*.
% 3.73/2.66  134[0:MRR:133.1,11.0] || succeeds(U,p7)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p6)*.
% 3.73/2.66  131[0:MRR:130.1,14.0] || succeeds(U,p6)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  105[0:MRR:104.1,14.0] || succeeds(U,p5)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  128[0:MRR:127.1,13.0] || succeeds(U,p5)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p4)*.
% 3.73/2.66  190[0:MRR:189.0,13.0] || state(U) succeeds(U,p4) -> succeeds(U,p2)*.
% 3.73/2.66  178[0:MRR:177.0,10.0] || follows(U,p7) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  166[0:MRR:165.0,13.0] || follows(U,p4) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  164[0:Obv:162.0] || labels(out,U) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  123[0:MRR:122.1,15.0] || succeeds(U,p3)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p2)*.
% 3.73/2.66  159[0:MRR:158.0,12.0] || follows(U,p5) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  156[0:MRR:155.0,11.0] || follows(U,p6) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  154[0:Obv:153.0] || succeeds(U,p7)* state(U) -> succeeds(U,p8).
% 3.73/2.66  150[0:MRR:149.0,14.0] || follows(U,p3) state(U) -> succeeds(U,p8)*.
% 3.73/2.66  120[0:MRR:119.1,16.0] || succeeds(U,p2)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p1)*.
% 3.73/2.66  148[0:Obv:143.0] || succeeds(U,p4)* state(U) -> succeeds(U,p8).
% 3.73/2.66  147[0:Obv:142.0] || succeeds(U,p5)* state(U) -> succeeds(U,p8).
% 3.73/2.66  146[0:Obv:141.0] || succeeds(U,p6)* state(U) -> succeeds(U,p8).
% 3.73/2.66  145[0:MRR:144.0,13.0] ||  -> succeeds(p4,p8)*.
% 3.73/2.66  139[0:MRR:138.0,14.0] || state(U) succeeds(U,p3)* -> succeeds(U,p8).
% 3.73/2.66  100[0:MRR:99.1,9.0] || labels(loop,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p8)*.
% 3.73/2.66  97[0:MRR:96.1,13.0] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p4)*.
% 3.73/2.66  95[0:Obv:94.0] || labels(out,U)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  117[0:MRR:111.0,111.1,10.0,9.0] || state(U) succeeds(U,p8) -> succeeds(U,p7)*.
% 3.73/2.66  116[0:MRR:110.0,110.1,11.0,10.0] || state(U) succeeds(U,p7) -> succeeds(U,p6)*.
% 3.73/2.66  115[0:MRR:109.0,109.1,14.0,11.0] || state(U) succeeds(U,p6) -> succeeds(U,p3)*.
% 3.73/2.66  114[0:MRR:108.0,108.1,13.0,12.0] || state(U) succeeds(U,p5) -> succeeds(U,p4)*.
% 3.73/2.66  113[0:MRR:107.0,107.1,15.0,14.0] || state(U) succeeds(U,p3) -> succeeds(U,p2)*.
% 3.73/2.66  112[0:MRR:106.0,106.1,16.0,15.0] || state(U) succeeds(U,p2) -> succeeds(U,p1)*.
% 3.73/2.66  78[0:Obv:77.1] || follows(U,V)*+ state(V) state(U) state(W) succeeds(W,U)* -> succeeds(W,V)*.
% 3.73/2.66  102[0:MRR:101.0,12.0] || state(U) succeeds(U,p5) -> succeeds(U,p3)*.
% 3.73/2.66  88[0:MRR:87.0,13.0] || follows(U,p4)+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  92[0:MRR:90.1,90.2,1.0,9.0] || state(U) labels(loop,U) -> succeeds(U,p8)*.
% 3.73/2.66  91[0:MRR:89.1,89.2,2.0,13.0] || state(U) labels(out,U) -> succeeds(U,p4)*.
% 3.73/2.66  46[0:Inp] || state(U) label(V) state(W) labels(V,U)* has(W,goto(V))*+ -> succeeds(U,W)*.
% 3.73/2.66  85[0:MRR:84.1,14.0] || succeeds(U,p4)*+ state(U) state(V) succeeds(V,U)* -> succeeds(V,p3)*.
% 3.73/2.66  82[0:MRR:81.0,81.1,14.0,13.0] || state(U) succeeds(U,p4) -> succeeds(U,p3)*.
% 3.73/2.66  80[0:MRR:79.0,79.1,4.0,8.0] ||  -> succeeds(p4,p3)*.
% 3.73/2.66  45[0:Inp] || state(U) state(V) state(W) succeeds(V,U)*+ succeeds(W,V)* -> succeeds(W,U)*.
% 3.73/2.66  44[0:Inp] || state(U) boolean(V) state(W) has(W,ifthen(V,U))* -> succeeds(U,W).
% 3.73/2.66  43[0:Inp] || state(U) state(V) follows(V,U) -> succeeds(V,U)*.
% 3.73/2.66  39[0:Inp] || register(U) number(V) -> number(plus_f(U,V))*.
% 3.73/2.66  38[0:Inp] || number(U) register(V) -> number(times_f(U,V))*.
% 3.73/2.66  40[0:Inp] || boolean(U) state(V) -> statement(ifthen(U,V))*.
% 3.73/2.66  41[0:Inp] || register(U) number(V) -> statement(assign(U,V))*.
% 3.73/2.66  42[0:Inp] || register(U) number(V) -> boolean(equal_function(U,V))*.
% 3.73/2.66  35[0:Inp] ||  -> has(p7,assign(register_j,plus_f(register_j,n1)))*.
% 3.73/2.66  36[0:Inp] ||  -> has(p6,assign(register_k,times_f(n2,register_k)))*.
% 3.73/2.66  37[0:Inp] ||  -> has(p3,ifthen(equal_function(register_j,n),p4))*.
% 3.73/2.66  34[0:Inp] || label(U) -> statement(goto(U))*.
% 3.73/2.66  32[0:Inp] ||  -> has(p2,assign(register_k,n1))*.
% 3.73/2.66  33[0:Inp] ||  -> has(p1,assign(register_j,n0))*.
% 3.73/2.66  30[0:Inp] ||  -> has(p8,goto(loop))*.
% 3.73/2.66  31[0:Inp] ||  -> has(p4,goto(out))*.
% 3.73/2.66  23[0:Inp] ||  -> follows(p8,p7)*.
% 3.73/2.66  24[0:Inp] ||  -> follows(p7,p6)*.
% 3.73/2.66  25[0:Inp] ||  -> follows(p6,p3)*.
% 3.73/2.66  26[0:Inp] ||  -> follows(p5,p4)*.
% 3.73/2.66  27[0:Inp] ||  -> follows(p3,p2)*.
% 3.73/2.66  29[0:Inp] ||  -> follows(p2,p1)*.
% 3.73/2.66  28[0:Inp] ||  -> labels(loop,p3)*.
% 3.73/2.66  9[0:Inp] ||  -> state(p8)*.
% 3.73/2.66  10[0:Inp] ||  -> state(p7)*.
% 3.73/2.66  11[0:Inp] ||  -> state(p6)*.
% 3.73/2.66  12[0:Inp] ||  -> state(p5)*.
% 3.73/2.66  13[0:Inp] ||  -> state(p4)*.
% 3.73/2.66  14[0:Inp] ||  -> state(p3)*.
% 3.73/2.66  15[0:Inp] ||  -> state(p2)*.
% 3.73/2.66  16[0:Inp] ||  -> state(p1)*.
% 3.73/2.66  22[0:Inp] ||  -> state(skc6)*.
% 3.73/2.66  5[0:Inp] ||  -> number(n2)*.
% 3.73/2.66  6[0:Inp] ||  -> number(n1)*.
% 3.73/2.66  7[0:Inp] ||  -> number(n0)*.
% 3.73/2.66  8[0:Inp] ||  -> number(n)*.
% 3.73/2.66  18[0:Inp] ||  -> number(skc10)*.
% 3.73/2.66  3[0:Inp] ||  -> register(register_k)*.
% 3.73/2.66  4[0:Inp] ||  -> register(register_j)*.
% 3.73/2.66  19[0:Inp] ||  -> register(skc9)*.
% 3.73/2.66  1[0:Inp] ||  -> label(loop)*.
% 3.73/2.66  2[0:Inp] ||  -> label(out)*.
% 3.73/2.66  21[0:Inp] ||  -> label(skc7)*.
% 3.73/2.66  17[0:Inp] ||  -> boolean(skc11)*.
% 3.73/2.66  20[0:Inp] ||  -> statement(skc8)*.
% 3.73/2.66  
% 3.73/2.66  % SZS output end ListOfCNF for /tmp/SPASST_23565_n006.cluster.edu
% 3.73/2.66  SPASS+T ended
%------------------------------------------------------------------------------