TSTP Solution File: SYN422+1 by SPASS---3.9
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- Process Solution
%------------------------------------------------------------------------------
% File : SPASS---3.9
% Problem : SYN422+1 : TPTP v8.1.0. Released v2.1.0.
% Transfm : none
% Format : tptp
% Command : run_spass %d %s
% 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 : 600s
% DateTime : Thu Jul 21 12:21:18 EDT 2022
% Result : CounterSatisfiable 1.74s 1.98s
% Output : Saturation 2.43s
% Verified :
% SZS Type : ERROR: Analysing output (Could not find formula named 1462)
% Comments :
%------------------------------------------------------------------------------
cnf(5670,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3139,1705]),
[iquote('66:Res:3139.10,1705.1')] ).
cnf(5671,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3139,1706]),
[iquote('66:Res:3139.10,1706.1')] ).
cnf(5688,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[5669]),
[iquote('66:Obv:5669.7')] ).
cnf(5455,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2968,1705]),
[iquote('67:Res:2968.11,1705.1')] ).
cnf(5456,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2968,1706]),
[iquote('67:Res:2968.11,1706.1')] ).
cnf(5468,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[5454]),
[iquote('67:Obv:5454.7')] ).
cnf(5084,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2540,1705]),
[iquote('67:Res:2540.10,1705.1')] ).
cnf(5085,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2540,1706]),
[iquote('67:Res:2540.10,1706.1')] ).
cnf(5066,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2446,1705]),
[iquote('67:Res:2446.10,1705.1')] ).
cnf(5067,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2446,1706]),
[iquote('67:Res:2446.10,1706.1')] ).
cnf(5048,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2333,1705]),
[iquote('67:Res:2333.10,1705.1')] ).
cnf(5049,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2333,1706]),
[iquote('67:Res:2333.10,1706.1')] ).
cnf(5459,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2968,1650]),
[iquote('67:Res:2968.11,1650.1')] ).
cnf(5460,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2968,1651]),
[iquote('67:Res:2968.11,1651.1')] ).
cnf(5098,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[5083]),
[iquote('67:Obv:5083.7')] ).
cnf(5080,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[5065]),
[iquote('67:Obv:5065.7')] ).
cnf(6348,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6314]),
[iquote('56:Obv:6314.10')] ).
cnf(6347,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6315]),
[iquote('56:Obv:6315.10')] ).
cnf(6344,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6322]),
[iquote('56:Obv:6322.2')] ).
cnf(6319,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,4012]),
[iquote('66:Res:1830.4,4012.5')] ).
cnf(5062,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[5047]),
[iquote('67:Obv:5047.7')] ).
cnf(6320,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,4012]),
[iquote('66:Res:1816.4,4012.5')] ).
cnf(6321,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,4012]),
[iquote('66:Res:1803.4,4012.5')] ).
cnf(6298,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6264]),
[iquote('56:Obv:6264.10')] ).
cnf(6297,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6265]),
[iquote('56:Obv:6265.10')] ).
cnf(4744,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2676,1705]),
[iquote('67:Res:2676.10,1705.1')] ).
cnf(6294,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[6272]),
[iquote('56:Obv:6272.2')] ).
cnf(6269,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,4004]),
[iquote('66:Res:1830.4,4004.5')] ).
cnf(6270,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,4004]),
[iquote('66:Res:1816.4,4004.5')] ).
cnf(6271,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,4004]),
[iquote('66:Res:1803.4,4004.5')] ).
cnf(4745,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2676,1706]),
[iquote('67:Res:2676.10,1706.1')] ).
cnf(6346,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6345,1243]),
[iquote('56:SSi:6345.0,1243.2')] ).
cnf(6343,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6317,1243]),
[iquote('66:SSi:6317.0,1243.2')] ).
cnf(6296,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6295,1243]),
[iquote('56:SSi:6295.0,1243.2')] ).
cnf(6293,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6267,1243]),
[iquote('66:SSi:6267.0,1243.2')] ).
cnf(4757,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[4743]),
[iquote('67:Obv:4743.6')] ).
cnf(5088,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2540,1650]),
[iquote('67:Res:2540.10,1650.1')] ).
cnf(5089,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2540,1651]),
[iquote('67:Res:2540.10,1651.1')] ).
cnf(5070,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2446,1650]),
[iquote('67:Res:2446.10,1650.1')] ).
cnf(5053,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2333,1651]),
[iquote('67:Res:2333.10,1651.1')] ).
cnf(5097,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[5087]),
[iquote('67:Obv:5087.5')] ).
cnf(5079,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[5069]),
[iquote('67:Obv:5069.5')] ).
cnf(5061,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[5051]),
[iquote('67:Obv:5051.5')] ).
cnf(4748,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2676,1650]),
[iquote('67:Res:2676.10,1650.1')] ).
cnf(4749,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2676,1651]),
[iquote('67:Res:2676.10,1651.1')] ).
cnf(5656,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5630]),
[iquote('56:Obv:5630.3')] ).
cnf(5655,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5631]),
[iquote('56:Obv:5631.3')] ).
cnf(5582,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5554]),
[iquote('56:Obv:5554.3')] ).
cnf(5581,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5555]),
[iquote('56:Obv:5555.3')] ).
cnf(3200,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[2948,1590]),
[iquote('56:Res:2948.8,1590.3')] ).
cnf(3180,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[2949,1590]),
[iquote('56:Res:2949.8,1590.3')] ).
cnf(5727,plain,
( ~ skP0(u)
| ~ c6_1(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5713]),
[iquote('57:Obv:5713.1')] ).
cnf(4725,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[4706,1588]),
[iquote('57:Res:4706.11,1588.2')] ).
cnf(5729,plain,
( ~ c6_1(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5728,1243]),
[iquote('57:SSi:5728.0,1243.2')] ).
cnf(5708,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1898,2109]),
[iquote('66:Res:1898.5,2109.4')] ).
cnf(4426,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ c3_2(u,a684)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1986,1650]),
[iquote('62:Res:1986.8,1650.1')] ).
cnf(5995,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5990,273]),
[iquote('62:MRR:5990.5,273.1')] ).
cnf(5994,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5991,273]),
[iquote('62:MRR:5991.5,273.1')] ).
cnf(5909,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5904,273]),
[iquote('62:MRR:5904.5,273.1')] ).
cnf(5908,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5905,273]),
[iquote('62:MRR:5905.5,273.1')] ).
cnf(4427,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ c3_2(u,a684)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1986,1651]),
[iquote('62:Res:1986.8,1651.1')] ).
cnf(5875,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5872]),
[iquote('66:Obv:5872.1')] ).
cnf(5874,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5873]),
[iquote('66:Obv:5873.1')] ).
cnf(5871,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5868]),
[iquote('56:Obv:5868.1')] ).
cnf(5870,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5869]),
[iquote('56:Obv:5869.1')] ).
cnf(4434,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ c3_2(u,a684)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4425]),
[iquote('62:Obv:4425.5')] ).
cnf(6251,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[6250,1516]),
[iquote('66:MRR:6250.11,1516.2')] ).
cnf(6249,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[6248,1507]),
[iquote('66:MRR:6248.11,1507.2')] ).
cnf(6245,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a731)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6242]),
[iquote('66:Obv:6242.11')] ).
cnf(6244,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a731)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6243]),
[iquote('66:Obv:6243.11')] ).
cnf(4504,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1575,1643]),
[iquote('57:Res:1575.6,1643.4')] ).
cnf(6241,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[6240,1516]),
[iquote('66:MRR:6240.11,1516.2')] ).
cnf(6239,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[6238,1507]),
[iquote('66:MRR:6238.11,1507.2')] ).
cnf(6235,plain,
( ~ skP9(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c2_2(u,a731)
| c5_2(u,a731)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6232]),
[iquote('66:Obv:6232.14')] ).
cnf(6234,plain,
( ~ skP9(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c2_2(u,a731)
| c5_2(u,a731)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6233]),
[iquote('66:Obv:6233.14')] ).
cnf(4436,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(mrr,[status(thm)],[4422,275]),
[iquote('63:MRR:4422.5,275.1')] ).
cnf(6231,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6228]),
[iquote('66:Obv:6228.0')] ).
cnf(6230,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6229]),
[iquote('66:Obv:6229.0')] ).
cnf(6227,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6224]),
[iquote('66:Obv:6224.0')] ).
cnf(6226,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[6225]),
[iquote('66:Obv:6225.0')] ).
cnf(4435,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u) ),
inference(mrr,[status(thm)],[4423,275]),
[iquote('63:MRR:4423.5,275.1')] ).
cnf(5807,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5802,273]),
[iquote('62:MRR:5802.4,273.1')] ).
cnf(5806,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5803,273]),
[iquote('62:MRR:5803.4,273.1')] ).
cnf(5710,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,2109]),
[iquote('66:Res:1830.4,2109.4')] ).
cnf(5711,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,2109]),
[iquote('66:Res:1816.4,2109.4')] ).
cnf(5712,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,2109]),
[iquote('66:Res:1803.4,2109.4')] ).
cnf(4514,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[4498,1243]),
[iquote('57:SSi:4498.0,1243.2')] ).
cnf(4215,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3997,1588]),
[iquote('56:Res:3997.10,1588.2')] ).
cnf(4186,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3978,1588]),
[iquote('56:Res:3978.10,1588.2')] ).
cnf(6392,plain,
( ~ skP6(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[6353,307]),
[iquote('66:MRR:6353.14,307.1')] ).
cnf(4438,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[4437,275]),
[iquote('63:MRR:4437.4,275.1')] ).
cnf(4537,plain,
( ~ c5_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[4524]),
[iquote('66:Obv:4524.11')] ).
cnf(6305,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,4012]),
[iquote('56:Res:266.1,4012.5')] ).
cnf(6342,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6306,1243]),
[iquote('56:SSi:6306.0,1243.2')] ).
cnf(6341,plain,
( ~ skP3(u)
| ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[6303,303]),
[iquote('56:MRR:6303.12,303.1')] ).
cnf(4012,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3703,1254]),
[iquote('56:Res:3703.8,1254.1')] ).
cnf(6255,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,4004]),
[iquote('56:Res:266.1,4004.5')] ).
cnf(6292,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[6256,1243]),
[iquote('56:SSi:6256.0,1243.2')] ).
cnf(6291,plain,
( ~ skP3(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[6253,303]),
[iquote('56:MRR:6253.12,303.1')] ).
cnf(4004,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3689,1254]),
[iquote('56:Res:3689.8,1254.1')] ).
cnf(5726,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[5709,1243]),
[iquote('66:MRR:5709.5,1243.1')] ).
cnf(5078,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[5071]),
[iquote('67:Obv:5071.9')] ).
cnf(5060,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[5052]),
[iquote('67:Obv:5052.9')] ).
cnf(5692,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5689]),
[iquote('61:Obv:5689.0')] ).
cnf(5691,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5690]),
[iquote('61:Obv:5690.0')] ).
cnf(5652,plain,
( ~ skP0(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5638]),
[iquote('54:Obv:5638.2')] ).
cnf(5635,plain,
( ~ skP0(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,2035]),
[iquote('66:Res:1830.4,2035.5')] ).
cnf(5636,plain,
( ~ skP4(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,2035]),
[iquote('66:Res:1816.4,2035.5')] ).
cnf(5637,plain,
( ~ skP9(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,2035]),
[iquote('66:Res:1803.4,2035.5')] ).
cnf(5578,plain,
( ~ skP0(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5562]),
[iquote('54:Obv:5562.2')] ).
cnf(5559,plain,
( ~ skP0(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,2015]),
[iquote('66:Res:1830.4,2015.5')] ).
cnf(5560,plain,
( ~ skP4(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,2015]),
[iquote('66:Res:1816.4,2015.5')] ).
cnf(5561,plain,
( ~ skP9(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,2015]),
[iquote('66:Res:1803.4,2015.5')] ).
cnf(3821,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u) ),
inference(mrr,[status(thm)],[3800,3814]),
[iquote('66:MRR:3800.15,3814.2')] ).
cnf(3482,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3135,1707]),
[iquote('66:Res:3135.5,1707.0')] ).
cnf(3462,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3136,1707]),
[iquote('66:Res:3136.5,1707.0')] ).
cnf(5391,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[5309,1447]),
[iquote('66:Res:5309.9,1447.1')] ).
cnf(6038,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[6033,273,1516]),
[iquote('62:MRR:6033.5,6033.11,273.1,1516.2')] ).
cnf(6037,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[6034,273,1507]),
[iquote('62:MRR:6034.5,6034.11,273.1,1507.2')] ).
cnf(5952,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5947,273,1516]),
[iquote('62:MRR:5947.5,5947.11,273.1,1516.2')] ).
cnf(3442,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3137,1707]),
[iquote('66:Res:3137.5,1707.0')] ).
cnf(5951,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5948,273,1507]),
[iquote('62:MRR:5948.5,5948.11,273.1,1507.2')] ).
cnf(5760,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[5759,1243]),
[iquote('56:SSi:5759.4,1243.2')] ).
cnf(5758,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[5757,1243]),
[iquote('56:SSi:5757.4,1243.2')] ).
cnf(5754,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[5753,1243]),
[iquote('66:SSi:5753.4,1243.2')] ).
cnf(4756,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_2(u,a620)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[4747]),
[iquote('67:Obv:4747.8')] ).
cnf(5752,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[5751,1243]),
[iquote('66:SSi:5751.4,1243.2')] ).
cnf(5654,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5653,1243]),
[iquote('54:SSi:5653.0,1243.2')] ).
cnf(5651,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5633,1243]),
[iquote('66:SSi:5633.0,1243.2')] ).
cnf(5580,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5579,1243]),
[iquote('54:SSi:5579.0,1243.2')] ).
cnf(5577,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5557,1243]),
[iquote('66:SSi:5557.0,1243.2')] ).
cnf(3293,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2964,1707]),
[iquote('67:Res:2964.6,1707.0')] ).
cnf(3277,plain,
( ~ skP2(u)
| ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2965,1707]),
[iquote('67:Res:2965.6,1707.0')] ).
cnf(3261,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2966,1707]),
[iquote('67:Res:2966.6,1707.0')] ).
cnf(2933,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2539,1707]),
[iquote('67:Res:2539.6,1707.0')] ).
cnf(2901,plain,
( ~ c3_1(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2445,1707]),
[iquote('67:Res:2445.6,1707.0')] ).
cnf(2884,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2332,1707]),
[iquote('67:Res:2332.6,1707.0')] ).
cnf(3820,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(mrr,[status(thm)],[3801,3814]),
[iquote('66:MRR:3801.14,3814.2')] ).
cnf(3819,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(mrr,[status(thm)],[3802,3814]),
[iquote('66:MRR:3802.14,3814.2')] ).
cnf(3483,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3135,1705]),
[iquote('66:Res:3135.5,1705.1')] ).
cnf(3484,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3135,1706]),
[iquote('66:Res:3135.5,1706.1')] ).
cnf(3464,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3136,1706]),
[iquote('66:Res:3136.5,1706.1')] ).
cnf(6094,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[6093,1515]),
[iquote('66:MRR:6093.10,1515.2')] ).
cnf(6092,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[6091,1506]),
[iquote('66:MRR:6091.10,1506.2')] ).
cnf(5867,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5866,1515]),
[iquote('66:MRR:5866.10,1515.2')] ).
cnf(3443,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3137,1705]),
[iquote('66:Res:3137.5,1705.1')] ).
cnf(5865,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5864,1506]),
[iquote('66:MRR:5864.10,1506.2')] ).
cnf(5853,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5848,273,1516]),
[iquote('62:MRR:5848.4,5848.10,273.1,1516.2')] ).
cnf(5852,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5849,273,1507]),
[iquote('62:MRR:5849.4,5849.10,273.1,1507.2')] ).
cnf(5819,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5816]),
[iquote('66:Obv:5816.0')] ).
cnf(3444,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3137,1706]),
[iquote('66:Res:3137.5,1706.1')] ).
cnf(5818,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5817]),
[iquote('66:Obv:5817.0')] ).
cnf(4499,plain,
( ~ c3_1(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1898,1643]),
[iquote('66:Res:1898.5,1643.4')] ).
cnf(2726,plain,
( ~ skP3(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2659,1707]),
[iquote('67:Res:2659.6,1707.0')] ).
cnf(2710,plain,
( ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2660,1707]),
[iquote('67:Res:2660.6,1707.0')] ).
cnf(2694,plain,
( ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2661,1707]),
[iquote('67:Res:2661.6,1707.0')] ).
cnf(3294,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2964,1705]),
[iquote('67:Res:2964.6,1705.1')] ).
cnf(3295,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2964,1706]),
[iquote('67:Res:2964.6,1706.1')] ).
cnf(3279,plain,
( ~ skP2(u)
| ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2965,1706]),
[iquote('67:Res:2965.6,1706.1')] ).
cnf(3262,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2966,1705]),
[iquote('67:Res:2966.6,1705.1')] ).
cnf(3263,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2966,1706]),
[iquote('67:Res:2966.6,1706.1')] ).
cnf(2934,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2539,1705]),
[iquote('67:Res:2539.6,1705.1')] ).
cnf(2935,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2539,1706]),
[iquote('67:Res:2539.6,1706.1')] ).
cnf(2902,plain,
( ~ c3_1(u)
| ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2445,1705]),
[iquote('67:Res:2445.6,1705.1')] ).
cnf(2903,plain,
( ~ c3_1(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2445,1706]),
[iquote('67:Res:2445.6,1706.1')] ).
cnf(2885,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2332,1705]),
[iquote('67:Res:2332.6,1705.1')] ).
cnf(2886,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2332,1706]),
[iquote('67:Res:2332.6,1706.1')] ).
cnf(5768,plain,
( ~ c5_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| skP10(u)
| c6_2(u,a638)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[5767]),
[iquote('57:Obv:5767.10')] ).
cnf(5684,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[5680]),
[iquote('66:Obv:5680.10')] ).
cnf(5042,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4977,1447]),
[iquote('66:Res:4977.8,1447.1')] ).
cnf(5683,plain,
( ~ skP7(u)
| ~ skP9(u)
| ~ c9_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[5678]),
[iquote('66:Obv:5678.4')] ).
cnf(4970,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4906,1447]),
[iquote('66:Res:4906.8,1447.1')] ).
cnf(4902,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4835,1447]),
[iquote('66:Res:4835.8,1447.1')] ).
cnf(3207,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[2948,1589]),
[iquote('56:Res:2948.8,1589.1')] ).
cnf(3187,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[2949,1589]),
[iquote('56:Res:2949.8,1589.1')] ).
cnf(3365,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a712)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[2026,1588]),
[iquote('54:Res:2026.8,1588.2')] ).
cnf(3156,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3148,1707]),
[iquote('66:Res:3148.5,1707.0')] ).
cnf(2727,plain,
( ~ skP3(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2659,1705]),
[iquote('67:Res:2659.6,1705.1')] ).
cnf(2728,plain,
( ~ skP3(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2659,1706]),
[iquote('67:Res:2659.6,1706.1')] ).
cnf(2712,plain,
( ~ skP2(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2660,1706]),
[iquote('67:Res:2660.6,1706.1')] ).
cnf(2695,plain,
( ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2661,1705]),
[iquote('67:Res:2661.6,1705.1')] ).
cnf(2696,plain,
( ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2661,1706]),
[iquote('67:Res:2661.6,1706.1')] ).
cnf(2643,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2536,1707]),
[iquote('67:Res:2536.5,1707.0')] ).
cnf(2627,plain,
( ~ skP2(u)
| ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2537,1707]),
[iquote('67:Res:2537.5,1707.0')] ).
cnf(2522,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2442,1707]),
[iquote('67:Res:2442.5,1707.0')] ).
cnf(2507,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2443,1707]),
[iquote('67:Res:2443.5,1707.0')] ).
cnf(2492,plain,
( ~ skP0(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2444,1707]),
[iquote('67:Res:2444.5,1707.0')] ).
cnf(6199,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a747)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(obv,[status(thm),theory(equality)],[6161]),
[iquote('62:Obv:6161.8')] ).
cnf(6135,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[6134,307]),
[iquote('62:MRR:6134.10,307.1')] ).
cnf(2429,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2329,1707]),
[iquote('67:Res:2329.5,1707.0')] ).
cnf(5377,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_1(u)
| c4_2(u,a744)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[5340,1447]),
[iquote('66:Res:5340.9,1447.1')] ).
cnf(5298,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5293,273,1515]),
[iquote('62:MRR:5293.5,5293.10,273.1,1515.2')] ).
cnf(5297,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5294,273,1506]),
[iquote('62:MRR:5294.5,5294.10,273.1,1506.2')] ).
cnf(2430,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2330,1707]),
[iquote('67:Res:2330.5,1707.0')] ).
cnf(5260,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5255,273,1515]),
[iquote('62:MRR:5255.5,5255.10,273.1,1515.2')] ).
cnf(5259,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5256,273,1506]),
[iquote('62:MRR:5256.5,5256.10,273.1,1506.2')] ).
cnf(5106,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5103]),
[iquote('62:Obv:5103.7')] ).
cnf(5105,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5104]),
[iquote('62:Obv:5104.7')] ).
cnf(2431,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2331,1707]),
[iquote('67:Res:2331.5,1707.0')] ).
cnf(5102,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5099]),
[iquote('66:Obv:5099.5')] ).
cnf(5101,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5100]),
[iquote('66:Obv:5100.5')] ).
cnf(4740,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP2(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4737]),
[iquote('66:Obv:4737.0')] ).
cnf(4739,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP2(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4738]),
[iquote('66:Obv:4738.0')] ).
cnf(5686,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a722)
| c6_2(u,a722)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[5685,278]),
[iquote('66:MRR:5685.3,278.1')] ).
cnf(4736,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4733]),
[iquote('66:Obv:4733.0')] ).
cnf(4735,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4734]),
[iquote('66:Obv:4734.0')] ).
cnf(4501,plain,
( ~ skP0(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,1643]),
[iquote('66:Res:1830.4,1643.4')] ).
cnf(4502,plain,
( ~ skP4(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,1643]),
[iquote('66:Res:1816.4,1643.4')] ).
cnf(4503,plain,
( ~ skP9(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,1643]),
[iquote('66:Res:1803.4,1643.4')] ).
cnf(3188,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[2949,1588]),
[iquote('56:Res:2949.8,1588.2')] ).
cnf(3091,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2978,1707]),
[iquote('67:Res:2978.6,1707.0')] ).
cnf(3479,plain,
( ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[3463]),
[iquote('66:Obv:3463.0')] ).
cnf(3157,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3148,1705]),
[iquote('66:Res:3148.5,1705.1')] ).
cnf(3158,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a731)
| ~ c7_2(u,a731)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[3148,1706]),
[iquote('66:Res:3148.5,1706.1')] ).
cnf(2644,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2536,1705]),
[iquote('67:Res:2536.5,1705.1')] ).
cnf(2645,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2536,1706]),
[iquote('67:Res:2536.5,1706.1')] ).
cnf(2629,plain,
( ~ skP2(u)
| ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2537,1706]),
[iquote('67:Res:2537.5,1706.1')] ).
cnf(2523,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2442,1705]),
[iquote('67:Res:2442.5,1705.1')] ).
cnf(2524,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2442,1706]),
[iquote('67:Res:2442.5,1706.1')] ).
cnf(2509,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2443,1706]),
[iquote('67:Res:2443.5,1706.1')] ).
cnf(2493,plain,
( ~ skP0(u)
| ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2444,1705]),
[iquote('67:Res:2444.5,1705.1')] ).
cnf(2494,plain,
( ~ skP0(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2444,1706]),
[iquote('67:Res:2444.5,1706.1')] ).
cnf(2404,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2329,1705]),
[iquote('67:Res:2329.5,1705.1')] ).
cnf(2405,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2329,1706]),
[iquote('67:Res:2329.5,1706.1')] ).
cnf(2392,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2330,1706]),
[iquote('67:Res:2330.5,1706.1')] ).
cnf(2378,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2331,1705]),
[iquote('67:Res:2331.5,1705.1')] ).
cnf(5666,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[5665]),
[iquote('56:Obv:5665.8')] ).
cnf(5664,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[5663]),
[iquote('56:Obv:5663.8')] ).
cnf(2379,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2331,1706]),
[iquote('67:Res:2331.5,1706.1')] ).
cnf(5472,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5469]),
[iquote('62:Obv:5469.6')] ).
cnf(5471,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5470]),
[iquote('62:Obv:5470.6')] ).
cnf(5143,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[5138,273,1515]),
[iquote('62:MRR:5138.4,5138.9,273.1,1515.2')] ).
cnf(5142,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[5139,273,1506]),
[iquote('62:MRR:5139.4,5139.9,273.1,1506.2')] ).
cnf(5697,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1313,2109]),
[iquote('57:Res:1313.2,2109.4')] ).
cnf(5114,plain,
( ~ skP5(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c2_2(u,a684)
| c5_2(u,a684)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5111]),
[iquote('62:Obv:5111.12')] ).
cnf(5113,plain,
( ~ skP5(u)
| ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c2_2(u,a684)
| c5_2(u,a684)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5112]),
[iquote('62:Obv:5112.12')] ).
cnf(4833,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4830]),
[iquote('62:Obv:4830.0')] ).
cnf(4832,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4831]),
[iquote('62:Obv:4831.0')] ).
cnf(4692,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP9(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4691]),
[iquote('62:Obv:4691.0')] ).
cnf(4613,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP9(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4612]),
[iquote('62:Obv:4612.0')] ).
cnf(4577,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| ~ skP4(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4576]),
[iquote('62:Obv:4576.0')] ).
cnf(4519,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| ~ skP4(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4518]),
[iquote('62:Obv:4518.0')] ).
cnf(4461,plain,
( ~ c1_1(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4460]),
[iquote('66:Obv:4460.2')] ).
cnf(4513,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[4500,1243]),
[iquote('66:MRR:4500.5,1243.1')] ).
cnf(4459,plain,
( ~ c1_1(u)
| ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4458]),
[iquote('66:Obv:4458.2')] ).
cnf(4457,plain,
( ~ c1_1(u)
| ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4456]),
[iquote('66:Obv:4456.2')] ).
cnf(4455,plain,
( ~ c1_1(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4454]),
[iquote('56:Obv:4454.2')] ).
cnf(3298,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2964,1650]),
[iquote('67:Res:2964.6,1650.1')] ).
cnf(3299,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2964,1651]),
[iquote('67:Res:2964.6,1651.1')] ).
cnf(3282,plain,
( ~ skP2(u)
| ~ c3_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2965,1650]),
[iquote('67:Res:2965.6,1650.1')] ).
cnf(3283,plain,
( ~ skP2(u)
| ~ c3_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2965,1651]),
[iquote('67:Res:2965.6,1651.1')] ).
cnf(4469,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4466]),
[iquote('61:Obv:4466.0')] ).
cnf(4468,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4467]),
[iquote('61:Obv:4467.0')] ).
cnf(2679,plain,
( ~ skP6(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2673,1707]),
[iquote('67:Res:2673.6,1707.0')] ).
cnf(4465,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4462]),
[iquote('61:Obv:4462.0')] ).
cnf(4464,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4463]),
[iquote('61:Obv:4463.0')] ).
cnf(3290,plain,
( ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[3278]),
[iquote('67:Obv:3278.0')] ).
cnf(3092,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2978,1705]),
[iquote('67:Res:2978.6,1705.1')] ).
cnf(3093,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2978,1706]),
[iquote('67:Res:2978.6,1706.1')] ).
cnf(5028,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_1(u)
| c4_2(u,a744)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[5006,1447]),
[iquote('66:Res:5006.8,1447.1')] ).
cnf(4975,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ skP5(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(mrr,[status(thm)],[4974,1243]),
[iquote('62:MRR:4974.9,1243.1')] ).
cnf(4956,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c4_2(u,a744)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4934,1447]),
[iquote('66:Res:4934.8,1447.1')] ).
cnf(4885,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c4_2(u,a744)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4863,1447]),
[iquote('66:Res:4863.8,1447.1')] ).
cnf(4890,plain,
( ~ c2_1(u)
| ~ skP2(u)
| ~ skP5(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(mrr,[status(thm)],[4889,1243]),
[iquote('62:MRR:4889.9,1243.1')] ).
cnf(4730,plain,
( ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4726]),
[iquote('57:Obv:4726.0')] ).
cnf(4442,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4441]),
[iquote('56:Obv:4441.2')] ).
cnf(4440,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4439]),
[iquote('66:Obv:4439.2')] ).
cnf(2731,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2659,1650]),
[iquote('67:Res:2659.6,1650.1')] ).
cnf(2732,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2659,1651]),
[iquote('67:Res:2659.6,1651.1')] ).
cnf(2715,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2660,1650]),
[iquote('67:Res:2660.6,1650.1')] ).
cnf(2716,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2660,1651]),
[iquote('67:Res:2660.6,1651.1')] ).
cnf(2647,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2536,1653]),
[iquote('67:Res:2536.5,1653.0')] ).
cnf(2631,plain,
( ~ skP2(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2537,1653]),
[iquote('67:Res:2537.5,1653.0')] ).
cnf(2526,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2442,1653]),
[iquote('67:Res:2442.5,1653.0')] ).
cnf(2511,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2443,1653]),
[iquote('67:Res:2443.5,1653.0')] ).
cnf(2407,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2329,1653]),
[iquote('67:Res:2329.5,1653.0')] ).
cnf(4418,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4415]),
[iquote('66:Obv:4415.0')] ).
cnf(4417,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4416]),
[iquote('66:Obv:4416.0')] ).
cnf(2394,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2330,1653]),
[iquote('67:Res:2330.5,1653.0')] ).
cnf(4414,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4411]),
[iquote('66:Obv:4411.0')] ).
cnf(4413,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4412]),
[iquote('66:Obv:4412.0')] ).
cnf(4392,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4389]),
[iquote('54:Obv:4389.0')] ).
cnf(4391,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4390]),
[iquote('54:Obv:4390.0')] ).
cnf(2619,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1575,1590]),
[iquote('54:Res:1575.6,1590.3')] ).
cnf(4388,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4385]),
[iquote('54:Obv:4385.0')] ).
cnf(4387,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4386]),
[iquote('54:Obv:4386.0')] ).
cnf(3405,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a676)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(mrr,[status(thm)],[3399,1862]),
[iquote('54:MRR:3399.8,1862.3')] ).
cnf(2723,plain,
( ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2711]),
[iquote('67:Obv:2711.0')] ).
cnf(2624,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[2613,1243]),
[iquote('54:SSi:2613.0,1243.2')] ).
cnf(2680,plain,
( ~ skP6(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2673,1705]),
[iquote('67:Res:2673.6,1705.1')] ).
cnf(2681,plain,
( ~ skP6(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2673,1706]),
[iquote('67:Res:2673.6,1706.1')] ).
cnf(2594,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2551,1707]),
[iquote('67:Res:2551.5,1707.0')] ).
cnf(2459,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2456,1707]),
[iquote('67:Res:2456.5,1707.0')] ).
cnf(2614,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1898,1590]),
[iquote('66:Res:1898.5,1590.3')] ).
cnf(2432,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2343,1707]),
[iquote('67:Res:2343.5,1707.0')] ).
cnf(5477,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| c7_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,2831]),
[iquote('67:Res:1313.2,2831.3')] ).
cnf(5696,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,2109]),
[iquote('57:Res:266.1,2109.4')] ).
cnf(5110,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5107]),
[iquote('62:Obv:5107.7')] ).
cnf(4032,plain,
( ~ c3_1(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1898,1591]),
[iquote('66:Res:1898.5,1591.3')] ).
cnf(5109,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[5108]),
[iquote('62:Obv:5108.7')] ).
cnf(4761,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4758]),
[iquote('66:Obv:4758.0')] ).
cnf(4760,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4759]),
[iquote('66:Obv:4759.0')] ).
cnf(5725,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[5694,303]),
[iquote('57:MRR:5694.10,303.1')] ).
cnf(2109,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1632,1254]),
[iquote('57:Res:1632.7,1254.1')] ).
cnf(4694,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c6_2(u,a675)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(obv,[status(thm),theory(equality)],[4693]),
[iquote('61:Obv:4693.2')] ).
cnf(4581,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a666)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4578]),
[iquote('62:Obv:4578.7')] ).
cnf(4580,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a666)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4579]),
[iquote('62:Obv:4579.7')] ).
cnf(4568,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[4567,273]),
[iquote('62:MRR:4567.4,273.1')] ).
cnf(3139,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1791]),
[iquote('66:Res:1463.6,1791.1')] ).
cnf(4566,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[4565,273]),
[iquote('62:MRR:4565.4,273.1')] ).
cnf(4285,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c7_1(u)
| c9_2(u,a684)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[4280,273]),
[iquote('62:MRR:4280.4,273.1')] ).
cnf(4284,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c7_1(u)
| c9_2(u,a684)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[4281,273]),
[iquote('62:MRR:4281.4,273.1')] ).
cnf(3833,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[3213,1232]),
[iquote('56:Res:3213.8,1232.1')] ).
cnf(2089,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1600,1589]),
[iquote('54:Res:1600.7,1589.1')] ).
cnf(3823,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[3193,1232]),
[iquote('56:Res:3193.8,1232.1')] ).
cnf(3527,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c3_2(u,a726)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c3_1(u)
| c10_2(u,a744)
| c1_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2841,1052]),
[iquote('66:Res:2841.9,1052.1')] ).
cnf(3528,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c4_2(u,a726)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c3_1(u)
| c10_2(u,a744)
| c1_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2841,1051]),
[iquote('66:Res:2841.9,1051.1')] ).
cnf(2986,plain,
( ~ c3_1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2979,1707]),
[iquote('67:Res:2979.4,1707.0')] ).
cnf(4106,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4103]),
[iquote('56:Obv:4103.2')] ).
cnf(2648,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2536,1650]),
[iquote('67:Res:2536.5,1650.1')] ).
cnf(2649,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2536,1651]),
[iquote('67:Res:2536.5,1651.1')] ).
cnf(2632,plain,
( ~ skP2(u)
| ~ skP0(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2537,1650]),
[iquote('67:Res:2537.5,1650.1')] ).
cnf(2633,plain,
( ~ skP2(u)
| ~ skP0(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2537,1651]),
[iquote('67:Res:2537.5,1651.1')] ).
cnf(4105,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4104]),
[iquote('56:Obv:4104.2')] ).
cnf(2527,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2442,1650]),
[iquote('67:Res:2442.5,1650.1')] ).
cnf(2512,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2443,1650]),
[iquote('67:Res:2443.5,1650.1')] ).
cnf(2409,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2329,1651]),
[iquote('67:Res:2329.5,1651.1')] ).
cnf(2396,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2330,1651]),
[iquote('67:Res:2330.5,1651.1')] ).
cnf(2616,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,1590]),
[iquote('66:Res:1830.4,1590.3')] ).
cnf(2640,plain,
( ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2628]),
[iquote('67:Obv:2628.0')] ).
cnf(2595,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2551,1705]),
[iquote('67:Res:2551.5,1705.1')] ).
cnf(2596,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2551,1706]),
[iquote('67:Res:2551.5,1706.1')] ).
cnf(2520,plain,
( ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2508]),
[iquote('67:Obv:2508.0')] ).
cnf(2617,plain,
( ~ skP4(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,1590]),
[iquote('66:Res:1816.4,1590.3')] ).
cnf(2460,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2456,1705]),
[iquote('67:Res:2456.5,1705.1')] ).
cnf(2461,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2456,1706]),
[iquote('67:Res:2456.5,1706.1')] ).
cnf(2403,plain,
( ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2391]),
[iquote('67:Obv:2391.0')] ).
cnf(2370,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2343,1705]),
[iquote('67:Res:2343.5,1705.1')] ).
cnf(2618,plain,
( ~ skP9(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,1590]),
[iquote('66:Res:1803.4,1590.3')] ).
cnf(2346,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2343,1706]),
[iquote('67:Res:2343.5,1706.1')] ).
cnf(5621,plain,
( ~ skP0(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,2035]),
[iquote('54:Res:266.1,2035.5')] ).
cnf(5545,plain,
( ~ skP0(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,2015]),
[iquote('54:Res:266.1,2015.5')] ).
cnf(5650,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5622,1243]),
[iquote('54:SSi:5622.0,1243.2')] ).
cnf(2035,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1565,1254]),
[iquote('54:Res:1565.6,1254.1')] ).
cnf(5474,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2831]),
[iquote('67:Res:271.1,2831.3')] ).
cnf(5475,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,2831]),
[iquote('67:Res:270.1,2831.3')] ).
cnf(5576,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[5546,1243]),
[iquote('54:SSi:5546.0,1243.2')] ).
cnf(5574,plain,
( ~ skP3(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c5_2(u,a712)
| c3_2(u,a712)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[5543,303]),
[iquote('54:MRR:5543.9,303.1')] ).
cnf(2015,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1555,1254]),
[iquote('54:Res:1555.6,1254.1')] ).
cnf(5476,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,2831]),
[iquote('67:Res:266.1,2831.3')] ).
cnf(5505,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[5473,307]),
[iquote('67:MRR:5473.11,307.1')] ).
cnf(2831,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c8_2(u,v)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[2821,2108]),
[iquote('67:MRR:2821.11,2108.3')] ).
cnf(5449,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[5427,1447]),
[iquote('62:Res:5427.6,1447.1')] ).
cnf(2968,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c3_1(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1885]),
[iquote('67:Res:1463.6,1885.1')] ).
cnf(5427,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(obv,[status(thm),theory(equality)],[5398]),
[iquote('62:Obv:5398.8')] ).
cnf(5309,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2790]),
[iquote('66:Res:271.1,2790.3')] ).
cnf(5340,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[5308,307]),
[iquote('66:MRR:5308.11,307.1')] ).
cnf(4034,plain,
( ~ skP0(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1830,1591]),
[iquote('66:Res:1830.4,1591.3')] ).
cnf(2790,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[2777]),
[iquote('66:Obv:2777.8')] ).
cnf(4257,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP9(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4256]),
[iquote('62:Obv:4256.0')] ).
cnf(4231,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| ~ skP4(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4230]),
[iquote('62:Obv:4230.0')] ).
cnf(4035,plain,
( ~ skP4(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1816,1591]),
[iquote('66:Res:1816.4,1591.3')] ).
cnf(3837,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3213,1230]),
[iquote('56:Res:3213.8,1230.1')] ).
cnf(3838,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3213,1229]),
[iquote('56:Res:3213.8,1229.1')] ).
cnf(3827,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3193,1230]),
[iquote('56:Res:3193.8,1230.1')] ).
cnf(3828,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[3193,1229]),
[iquote('56:Res:3193.8,1229.1')] ).
cnf(4036,plain,
( ~ skP9(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1803,1591]),
[iquote('66:Res:1803.4,1591.3')] ).
cnf(3096,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2978,1650]),
[iquote('67:Res:2978.6,1650.1')] ).
cnf(3097,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2978,1651]),
[iquote('67:Res:2978.6,1651.1')] ).
cnf(2987,plain,
( ~ c3_1(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2979,1705]),
[iquote('67:Res:2979.4,1705.1')] ).
cnf(2988,plain,
( ~ c3_1(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c1_2(u,a666)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2979,1706]),
[iquote('67:Res:2979.4,1706.1')] ).
cnf(2623,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[2615,1243]),
[iquote('66:MRR:2615.4,1243.1')] ).
cnf(4606,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a662)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4605]),
[iquote('56:Obv:4605.6')] ).
cnf(2090,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[1600,1588]),
[iquote('54:Res:1600.7,1588.2')] ).
cnf(4593,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a713)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4592]),
[iquote('56:Obv:4592.6')] ).
cnf(4531,plain,
( ~ c5_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4530]),
[iquote('66:Obv:4530.8')] ).
cnf(4445,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ skP5(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(mrr,[status(thm)],[4444,1243]),
[iquote('62:MRR:4444.8,1243.1')] ).
cnf(4433,plain,
( ~ skP7(u)
| ~ skP5(u)
| ~ c9_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[4430]),
[iquote('62:Obv:4430.4')] ).
cnf(4044,plain,
( ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a744)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[4033,1243]),
[iquote('66:MRR:4033.4,1243.1')] ).
cnf(3957,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[3560,1447]),
[iquote('62:Res:3560.6,1447.1')] ).
cnf(3943,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a666)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[3562,1447]),
[iquote('62:Res:3562.6,1447.1')] ).
cnf(3809,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ c9_1(u)
| c7_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3138,1447]),
[iquote('66:Res:3138.6,1447.1')] ).
cnf(2684,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2673,1650]),
[iquote('67:Res:2673.6,1650.1')] ).
cnf(2438,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c7_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[2421,275]),
[iquote('63:MRR:2421.3,275.1')] ).
cnf(2685,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2673,1651]),
[iquote('67:Res:2673.6,1651.1')] ).
cnf(2598,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2551,1653]),
[iquote('67:Res:2551.5,1653.0')] ).
cnf(2463,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2456,1653]),
[iquote('67:Res:2456.5,1653.0')] ).
cnf(2348,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2343,1653]),
[iquote('67:Res:2343.5,1653.0')] ).
cnf(1905,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1575,1589]),
[iquote('54:Res:1575.6,1589.1')] ).
cnf(4453,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP3(u)
| ~ skC33
| c4_2(u,a676)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4450]),
[iquote('54:Obv:4450.0')] ).
cnf(4452,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP3(u)
| ~ skC33
| c4_2(u,a676)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4451]),
[iquote('54:Obv:4451.0')] ).
cnf(4449,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4446]),
[iquote('54:Obv:4446.0')] ).
cnf(4448,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4447]),
[iquote('54:Obv:4447.0')] ).
cnf(2540,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP0(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1843]),
[iquote('67:Res:1463.6,1843.1')] ).
cnf(4255,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[4254,1243]),
[iquote('54:SSi:4254.3,1243.2')] ).
cnf(4253,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[4252,1243]),
[iquote('54:SSi:4252.3,1243.2')] ).
cnf(4249,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[4248,1243]),
[iquote('54:SSi:4248.3,1243.2')] ).
cnf(4247,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[4246,1243]),
[iquote('54:SSi:4246.3,1243.2')] ).
cnf(2446,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1842]),
[iquote('67:Res:1463.6,1842.1')] ).
cnf(4243,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[4242,1243]),
[iquote('66:SSi:4242.3,1243.2')] ).
cnf(4241,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[4240,1243]),
[iquote('66:SSi:4240.3,1243.2')] ).
cnf(4237,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[4236,1243]),
[iquote('66:SSi:4236.3,1243.2')] ).
cnf(4235,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[4234,1243]),
[iquote('66:SSi:4234.3,1243.2')] ).
cnf(2333,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1841]),
[iquote('67:Res:1463.6,1841.1')] ).
cnf(4142,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4139]),
[iquote('66:Obv:4139.0')] ).
cnf(4141,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4140]),
[iquote('66:Obv:4140.0')] ).
cnf(4138,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4135]),
[iquote('66:Obv:4135.0')] ).
cnf(4137,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4136]),
[iquote('66:Obv:4136.0')] ).
cnf(2278,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP4(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1817]),
[iquote('66:Res:1463.6,1817.1')] ).
cnf(2579,plain,
( ~ skP0(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2550,1707]),
[iquote('67:Res:2550.3,1707.0')] ).
cnf(4977,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2185]),
[iquote('66:Res:271.1,2185.3')] ).
cnf(5006,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[4976,307]),
[iquote('66:MRR:4976.10,307.1')] ).
cnf(2185,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[2175]),
[iquote('66:Obv:2175.7')] ).
cnf(2192,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1982,1653]),
[iquote('62:Res:1982.3,1653.0')] ).
cnf(4906,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2174]),
[iquote('66:Res:271.1,2174.3')] ).
cnf(4934,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[4905,307]),
[iquote('66:MRR:4905.10,307.1')] ).
cnf(2174,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[2164]),
[iquote('66:Obv:2164.7')] ).
cnf(4835,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2163]),
[iquote('66:Res:271.1,2163.3')] ).
cnf(2193,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1983,1653]),
[iquote('62:Res:1983.3,1653.0')] ).
cnf(4863,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[4834,307]),
[iquote('66:MRR:4834.10,307.1')] ).
cnf(2163,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[2153]),
[iquote('66:Obv:2153.7')] ).
cnf(4827,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| skP10(u)
| c1_1(u)
| c4_2(u,a744)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a744)
| c5_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[4805,1447]),
[iquote('62:Res:4805.5,1447.1')] ).
cnf(4805,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| skP10(u)
| c1_1(u)
| c10_2(u,a744)
| c4_2(u,a744)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(obv,[status(thm),theory(equality)],[4779]),
[iquote('62:Obv:4779.6')] ).
cnf(4003,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(ssi,[status(thm)],[4002,1243]),
[iquote('56:SSi:4002.4,1243.2')] ).
cnf(4541,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4538]),
[iquote('62:Obv:4538.7')] ).
cnf(4540,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4539]),
[iquote('62:Obv:4539.7')] ).
cnf(4489,plain,
( ~ c3_1(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1313,1643]),
[iquote('57:Res:1313.2,1643.4')] ).
cnf(4001,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skC33
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a638)
| c3_2(u,a638)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(ssi,[status(thm)],[4000,1243]),
[iquote('56:SSi:4000.4,1243.2')] ).
cnf(4298,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a676)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4295]),
[iquote('62:Obv:4295.0')] ).
cnf(4297,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a676)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4296]),
[iquote('62:Obv:4296.0')] ).
cnf(4261,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4258]),
[iquote('66:Obv:4258.0')] ).
cnf(4260,plain,
( ~ skP9(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4259]),
[iquote('66:Obv:4259.0')] ).
cnf(2377,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c7_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(mrr,[status(thm)],[2362,275]),
[iquote('63:MRR:2362.4,275.1')] ).
cnf(4163,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4160]),
[iquote('62:Obv:4160.6')] ).
cnf(4162,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4161]),
[iquote('62:Obv:4161.6')] ).
cnf(4151,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4148]),
[iquote('62:Obv:4148.5')] ).
cnf(4150,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4149]),
[iquote('62:Obv:4149.5')] ).
cnf(2321,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c7_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_1(u) ),
inference(mrr,[status(thm)],[2308,275]),
[iquote('63:MRR:2308.4,275.1')] ).
cnf(3707,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP2(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3704]),
[iquote('62:Obv:3704.0')] ).
cnf(3706,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP2(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3705]),
[iquote('62:Obv:3705.0')] ).
cnf(3687,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3684]),
[iquote('62:Obv:3684.0')] ).
cnf(3686,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3685]),
[iquote('62:Obv:3685.0')] ).
cnf(1859,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[1575,1588]),
[iquote('54:Res:1575.6,1588.2')] ).
cnf(2599,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2551,1650]),
[iquote('67:Res:2551.5,1650.1')] ).
cnf(2600,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2551,1651]),
[iquote('67:Res:2551.5,1651.1')] ).
cnf(2464,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2456,1650]),
[iquote('67:Res:2456.5,1650.1')] ).
cnf(2350,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[2343,1651]),
[iquote('67:Res:2343.5,1651.1')] ).
cnf(2760,plain,
( ~ skP7(u)
| ~ c9_1(u)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(obv,[status(thm),theory(equality)],[2744]),
[iquote('66:Obv:2744.3')] ).
cnf(2580,plain,
( ~ skP0(u)
| ~ skP2(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2550,1705]),
[iquote('67:Res:2550.3,1705.1')] ).
cnf(2581,plain,
( ~ skP0(u)
| ~ skP1(u)
| ~ c2_2(u,a620)
| ~ c7_2(u,a620)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c1_2(u,a635)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[2550,1706]),
[iquote('67:Res:2550.3,1706.1')] ).
cnf(4618,plain,
( ~ c3_1(u)
| ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c7_1(u)
| c6_2(u,a675)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,2048]),
[iquote('67:Res:1313.2,2048.5')] ).
cnf(3491,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c9_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3135,1447]),
[iquote('66:Res:3135.5,1447.1')] ).
cnf(2676,plain,
( ~ skP7(u)
| ~ c9_1(u)
| c2_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(obv,[status(thm),theory(equality)],[2663]),
[iquote('67:Obv:2663.3')] ).
cnf(3471,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c9_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3136,1447]),
[iquote('66:Res:3136.5,1447.1')] ).
cnf(3451,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ c9_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3137,1447]),
[iquote('66:Res:3137.5,1447.1')] ).
cnf(2823,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c3_2(u,a620)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2105,1297]),
[iquote('64:Res:2105.8,1297.0')] ).
cnf(2824,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c3_2(u,a620)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2105,1296]),
[iquote('64:Res:2105.8,1296.0')] ).
cnf(2437,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[2422,275]),
[iquote('63:MRR:2422.3,275.1')] ).
cnf(2825,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c3_2(u,a620)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2105,1295]),
[iquote('64:Res:2105.8,1295.0')] ).
cnf(4706,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4705]),
[iquote('57:Obv:4705.12')] ).
cnf(2811,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2104,1297]),
[iquote('57:Res:2104.8,1297.0')] ).
cnf(4702,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4701]),
[iquote('57:Obv:4701.12')] ).
cnf(2436,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[2423,275]),
[iquote('63:MRR:2423.3,275.1')] ).
cnf(2812,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2104,1296]),
[iquote('57:Res:2104.8,1296.0')] ).
cnf(4698,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c5_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4697]),
[iquote('57:Obv:4697.12')] ).
cnf(2813,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[2104,1295]),
[iquote('57:Res:2104.8,1295.0')] ).
cnf(4159,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP3(u)
| ~ skC33
| c4_2(u,a676)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4156]),
[iquote('54:Obv:4156.0')] ).
cnf(2435,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[2424,275]),
[iquote('63:MRR:2424.3,275.1')] ).
cnf(4158,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP3(u)
| ~ skC33
| c4_2(u,a676)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4157]),
[iquote('54:Obv:4157.0')] ).
cnf(4155,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4152]),
[iquote('54:Obv:4152.0')] ).
cnf(4154,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4153]),
[iquote('54:Obv:4153.0')] ).
cnf(2207,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c6_2(u,a675)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1670,1232]),
[iquote('61:Res:1670.7,1232.1')] ).
cnf(2121,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1982,1650]),
[iquote('62:Res:1982.3,1650.1')] ).
cnf(4615,plain,
( ~ skP3(u)
| ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c6_2(u,a675)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,2048]),
[iquote('67:Res:271.1,2048.5')] ).
cnf(4617,plain,
( ~ skP0(u)
| ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c6_2(u,a675)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,2048]),
[iquote('67:Res:266.1,2048.5')] ).
cnf(4643,plain,
( ~ skP6(u)
| ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c6_2(u,a675)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[4614,307]),
[iquote('67:MRR:4614.9,307.1')] ).
cnf(2048,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| c6_2(u,a675)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[2041,1844]),
[iquote('67:MRR:2041.9,1844.5')] ).
cnf(2122,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1983,1650]),
[iquote('62:Res:1983.3,1650.1')] ).
cnf(4220,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4216]),
[iquote('56:Obv:4216.3')] ).
cnf(4191,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[4187]),
[iquote('56:Obv:4187.3')] ).
cnf(3789,plain,
( ~ c3_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a676)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a676) ),
inference(mrr,[status(thm)],[3786,303]),
[iquote('62:MRR:3786.12,303.1')] ).
cnf(3774,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c5_2(u,a635) ),
inference(mrr,[status(thm)],[3771,299]),
[iquote('62:MRR:3771.11,299.1')] ).
cnf(2083,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1982,1651]),
[iquote('62:Res:1982.3,1651.1')] ).
cnf(3713,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ c3_1(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[3712]),
[iquote('62:Obv:3712.0')] ).
cnf(3613,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[3579,1447]),
[iquote('62:Res:3579.6,1447.1')] ).
cnf(3551,plain,
( ~ c5_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[3547]),
[iquote('66:Obv:3547.0')] ).
cnf(2856,plain,
( ~ c3_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[2229,1447]),
[iquote('62:Res:2229.6,1447.1')] ).
cnf(2084,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1983,1651]),
[iquote('62:Res:1983.3,1651.1')] ).
cnf(2738,plain,
( ~ skP3(u)
| ~ c3_2(u,a620)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2730]),
[iquote('67:Obv:2730.4')] ).
cnf(2722,plain,
( ~ skP2(u)
| ~ c3_2(u,a620)
| c1_2(u,a720)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2714]),
[iquote('67:Obv:2714.4')] ).
cnf(4488,plain,
( ~ skP0(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,1643]),
[iquote('57:Res:266.1,1643.4')] ).
cnf(4512,plain,
( ~ skP3(u)
| ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c10_1(u)
| c5_2(u,a715)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[4486,303]),
[iquote('57:MRR:4486.8,303.1')] ).
cnf(1643,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1623,1254]),
[iquote('57:Res:1623.5,1254.1')] ).
cnf(4146,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a731)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4143]),
[iquote('66:Obv:4143.0')] ).
cnf(4145,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a731)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4144]),
[iquote('66:Obv:4144.0')] ).
cnf(4048,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4045]),
[iquote('66:Obv:4045.5')] ).
cnf(4047,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a731)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[4046]),
[iquote('66:Obv:4046.5')] ).
cnf(2376,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(mrr,[status(thm)],[2363,275]),
[iquote('63:MRR:2363.4,275.1')] ).
cnf(2208,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1670,1297]),
[iquote('61:Res:1670.7,1297.0')] ).
cnf(2209,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1670,1296]),
[iquote('61:Res:1670.7,1296.0')] ).
cnf(2210,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1670,1295]),
[iquote('61:Res:1670.7,1295.0')] ).
cnf(2211,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a675)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1670,1230]),
[iquote('61:Res:1670.7,1230.1')] ).
cnf(2373,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(mrr,[status(thm)],[2365,275]),
[iquote('63:MRR:2365.4,275.1')] ).
cnf(2212,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a675)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1670,1229]),
[iquote('61:Res:1670.7,1229.1')] ).
cnf(2176,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1936,1232]),
[iquote('66:Res:1936.6,1232.1')] ).
cnf(2165,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1921,1232]),
[iquote('66:Res:1921.6,1232.1')] ).
cnf(2154,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1913,1232]),
[iquote('66:Res:1913.6,1232.1')] ).
cnf(2320,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u) ),
inference(mrr,[status(thm)],[2309,275]),
[iquote('63:MRR:2309.4,275.1')] ).
cnf(2143,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1703,1232]),
[iquote('54:Res:1703.6,1232.1')] ).
cnf(4128,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4127]),
[iquote('54:Obv:4127.5')] ).
cnf(4114,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a712)
| skP10(u)
| c6_2(u,a712)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4113]),
[iquote('54:Obv:4113.6')] ).
cnf(4019,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[4018,1243]),
[iquote('56:SSi:4018.3,1243.2')] ).
cnf(2319,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(mrr,[status(thm)],[2310,275]),
[iquote('63:MRR:2310.4,275.1')] ).
cnf(4011,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[4010,1243]),
[iquote('56:SSi:4010.3,1243.2')] ).
cnf(3793,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3790]),
[iquote('62:Obv:3790.0')] ).
cnf(3792,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3791]),
[iquote('62:Obv:3791.0')] ).
cnf(3711,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3708]),
[iquote('62:Obv:3708.0')] ).
cnf(2318,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_1(u) ),
inference(mrr,[status(thm)],[2311,275]),
[iquote('63:MRR:2311.4,275.1')] ).
cnf(3710,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3709]),
[iquote('62:Obv:3709.0')] ).
cnf(3664,plain,
( ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3661]),
[iquote('66:Obv:3661.4')] ).
cnf(3663,plain,
( ~ c9_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3662]),
[iquote('66:Obv:3662.4')] ).
cnf(3309,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3306]),
[iquote('62:Obv:3306.0')] ).
cnf(2195,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1995,1653]),
[iquote('62:Res:1995.3,1653.0')] ).
cnf(3308,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3307]),
[iquote('62:Obv:3307.0')] ).
cnf(2807,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(ssi,[status(thm)],[2796,1243]),
[iquote('54:SSi:2796.0,1243.2')] ).
cnf(2789,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744) ),
inference(ssi,[status(thm)],[2778,1243]),
[iquote('66:SSi:2778.0,1243.2')] ).
cnf(2534,plain,
( ~ skP3(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2528]),
[iquote('67:Obv:2528.4')] ).
cnf(1986,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP5(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,a722)
| c6_2(u,a722) ),
inference(res,[status(thm),theory(equality)],[1463,1672]),
[iquote('62:Res:1463.6,1672.1')] ).
cnf(2519,plain,
( ~ skP2(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c1_2(u,a682)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2513]),
[iquote('67:Obv:2513.4')] ).
cnf(2415,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2408]),
[iquote('67:Obv:2408.4')] ).
cnf(2402,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c1_2(u,a731)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2395]),
[iquote('67:Obv:2395.4')] ).
cnf(2180,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1936,1230]),
[iquote('66:Res:1936.6,1230.1')] ).
cnf(1955,plain,
( ~ c3_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1898,1589]),
[iquote('66:Res:1898.5,1589.1')] ).
cnf(2181,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1936,1229]),
[iquote('66:Res:1936.6,1229.1')] ).
cnf(4410,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| skP1(u) ),
inference(obv,[status(thm),theory(equality)],[4394]),
[iquote('56:Obv:4394.1')] ).
cnf(4395,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| skP6(u) ),
inference(res,[status(thm),theory(equality)],[3715,1287]),
[iquote('56:Res:3715.7,1287.0')] ).
cnf(4409,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a747)
| c3_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4393]),
[iquote('56:Obv:4393.4')] ).
cnf(3715,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_1(u)
| c6_2(u,v)
| c4_2(u,v)
| c5_2(u,v)
| c3_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[3714]),
[iquote('56:Obv:3714.7')] ).
cnf(2169,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1921,1230]),
[iquote('66:Res:1921.6,1230.1')] ).
cnf(2170,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1921,1229]),
[iquote('66:Res:1921.6,1229.1')] ).
cnf(2158,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1913,1230]),
[iquote('66:Res:1913.6,1230.1')] ).
cnf(2159,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1913,1229]),
[iquote('66:Res:1913.6,1229.1')] ).
cnf(1941,plain,
( ~ c4_1(u)
| ~ c4_2(u,a744)
| c6_1(u)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1876,1589]),
[iquote('66:Res:1876.5,1589.1')] ).
cnf(2147,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1703,1230]),
[iquote('54:Res:1703.6,1230.1')] ).
cnf(2148,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1703,1229]),
[iquote('54:Res:1703.6,1229.1')] ).
cnf(4100,plain,
( ~ c6_1(u)
| ~ c8_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| skP1(u)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4099]),
[iquote('56:Obv:4099.8')] ).
cnf(4090,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| skP6(u)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[4089]),
[iquote('56:Obv:4089.8')] ).
cnf(4024,plain,
( ~ c3_1(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1313,1591]),
[iquote('36:Res:1313.2,1591.3')] ).
cnf(3439,plain,
( ~ skP0(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a676)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a676) ),
inference(mrr,[status(thm)],[3436,303]),
[iquote('62:MRR:3436.11,303.1')] ).
cnf(3424,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a635)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c5_2(u,a635) ),
inference(mrr,[status(thm)],[3421,299]),
[iquote('62:MRR:3421.10,299.1')] ).
cnf(3376,plain,
( ~ c2_1(u)
| ~ skP5(u)
| ~ skP0(u)
| c5_2(u,a684)
| c5_2(u,a747)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[3375]),
[iquote('62:Obv:3375.0')] ).
cnf(3273,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[3268]),
[iquote('67:Obv:3268.9')] ).
cnf(2434,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(mrr,[status(thm)],[2425,275]),
[iquote('63:MRR:2425.3,275.1')] ).
cnf(3165,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c9_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a731)
| c5_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[3148,1447]),
[iquote('66:Res:3148.5,1447.1')] ).
cnf(2947,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2936]),
[iquote('67:Obv:2936.9')] ).
cnf(2915,plain,
( ~ skP4(u)
| ~ c3_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2904]),
[iquote('67:Obv:2904.9')] ).
cnf(2898,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2887]),
[iquote('67:Obv:2887.9')] ).
cnf(2124,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ skP9(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1995,1650]),
[iquote('62:Res:1995.3,1650.1')] ).
cnf(2803,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(ssi,[status(thm)],[2800,1243]),
[iquote('54:SSi:2800.0,1243.2')] ).
cnf(2802,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(ssi,[status(thm)],[2801,1243]),
[iquote('54:SSi:2801.0,1243.2')] ).
cnf(2785,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c9_2(u,a747) ),
inference(ssi,[status(thm)],[2782,1243]),
[iquote('66:SSi:2782.0,1243.2')] ).
cnf(2784,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c4_2(u,a744)
| c5_2(u,a744)
| c3_2(u,a744)
| c5_2(u,a747) ),
inference(ssi,[status(thm)],[2783,1243]),
[iquote('66:SSi:2783.0,1243.2')] ).
cnf(2086,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ skP4(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1995,1651]),
[iquote('62:Res:1995.3,1651.1')] ).
cnf(2772,plain,
( ~ skP2(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2769]),
[iquote('66:Obv:2769.0')] ).
cnf(2771,plain,
( ~ skP2(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2770]),
[iquote('66:Obv:2770.0')] ).
cnf(2768,plain,
( ~ skP0(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2765]),
[iquote('66:Obv:2765.0')] ).
cnf(2767,plain,
( ~ skP0(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2766]),
[iquote('66:Obv:2766.0')] ).
cnf(1863,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a722)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(mrr,[status(thm)],[1858,1464]),
[iquote('51:MRR:1858.9,1464.2')] ).
cnf(2270,plain,
( ~ skP3(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[2226,1447]),
[iquote('62:Res:2226.5,1447.1')] ).
cnf(2261,plain,
( ~ skP0(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[2228,1447]),
[iquote('62:Res:2228.5,1447.1')] ).
cnf(1934,plain,
( ~ skP0(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1830,1589]),
[iquote('66:Res:1830.4,1589.1')] ).
cnf(1919,plain,
( ~ skP4(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1816,1589]),
[iquote('66:Res:1816.4,1589.1')] ).
cnf(1911,plain,
( ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c10_1(u)
| c2_1(u)
| c5_2(u,a744)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1803,1589]),
[iquote('66:Res:1803.4,1589.1')] ).
cnf(1910,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a722)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c10_1(u)
| c2_1(u)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(mrr,[status(thm)],[1909,1464]),
[iquote('51:MRR:1909.9,1464.2')] ).
cnf(3997,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[3996,1257]),
[iquote('56:MRR:3996.10,1257.1')] ).
cnf(3995,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[3994,1257]),
[iquote('56:MRR:3994.10,1257.1')] ).
cnf(3993,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c5_1(u)
| c4_2(u,a662)
| skP10(u)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[3992,1257]),
[iquote('56:MRR:3992.10,1257.1')] ).
cnf(2375,plain,
( ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u) ),
inference(mrr,[status(thm)],[2374,275]),
[iquote('63:MRR:2374.3,275.1')] ).
cnf(3978,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[3977,1287]),
[iquote('56:MRR:3977.10,1287.0')] ).
cnf(3976,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[3975,1287]),
[iquote('56:MRR:3975.10,1287.0')] ).
cnf(3974,plain,
( ~ c2_1(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c5_1(u)
| c4_2(u,a713)
| skP10(u)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[3973,1287]),
[iquote('56:MRR:3973.10,1287.0')] ).
cnf(3598,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[3580,1447]),
[iquote('62:Res:3580.5,1447.1')] ).
cnf(2372,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ skP2(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u) ),
inference(mrr,[status(thm)],[2366,275]),
[iquote('63:MRR:2366.4,275.1')] ).
cnf(2706,plain,
( ~ skP0(u)
| ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2701]),
[iquote('67:Obv:2701.9')] ).
cnf(2691,plain,
( ~ skP6(u)
| ~ c3_2(u,a620)
| c1_2(u,a720)
| c1_1(u)
| c6_2(u,a712)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2683]),
[iquote('67:Obv:2683.4')] ).
cnf(3522,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[3521]),
[iquote('54:Obv:3521.7')] ).
cnf(3512,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_2(u,a712)
| c6_2(u,a712)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[3511]),
[iquote('54:Obv:3511.7')] ).
cnf(2317,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ skP1(u)
| ~ c2_2(u,a684)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c8_1(u) ),
inference(mrr,[status(thm)],[2312,275]),
[iquote('63:MRR:2312.4,275.1')] ).
cnf(3502,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3499]),
[iquote('66:Obv:3499.0')] ).
cnf(3501,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3500]),
[iquote('66:Obv:3500.0')] ).
cnf(3384,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3381]),
[iquote('54:Obv:3381.1')] ).
cnf(3383,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3382]),
[iquote('54:Obv:3382.1')] ).
cnf(2130,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ c9_1(u)
| c7_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1985,1447]),
[iquote('62:Res:1985.4,1447.1')] ).
cnf(3380,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3377]),
[iquote('54:Obv:3377.1')] ).
cnf(3379,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP3(u)
| ~ skC33
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3378]),
[iquote('54:Obv:3378.1')] ).
cnf(3350,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3347]),
[iquote('54:Obv:3347.1')] ).
cnf(3349,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3348]),
[iquote('54:Obv:3348.1')] ).
cnf(4023,plain,
( ~ skP0(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,1591]),
[iquote('10:Res:266.1,1591.3')] ).
cnf(3346,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3343]),
[iquote('54:Obv:3343.1')] ).
cnf(3345,plain,
( ~ c2_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP6(u)
| ~ skC33
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3344]),
[iquote('54:Obv:3344.1')] ).
cnf(2881,plain,
( ~ skP4(u)
| ~ c3_1(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2878]),
[iquote('66:Obv:2878.4')] ).
cnf(2880,plain,
( ~ skP4(u)
| ~ c3_1(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2879]),
[iquote('66:Obv:2879.4')] ).
cnf(2820,plain,
( ~ c9_1(u)
| ~ skP7(u)
| ~ c1_1(u)
| ~ c7_2(u,a715)
| ~ c3_2(u,a650)
| ~ c2_2(u,a650)
| c2_1(u)
| c5_2(u,a715)
| c7_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2819]),
[iquote('63:Obv:2819.0')] ).
cnf(2302,plain,
( ~ skP4(u)
| ~ skP2(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2299]),
[iquote('66:Obv:2299.0')] ).
cnf(2301,plain,
( ~ skP4(u)
| ~ skP2(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2300]),
[iquote('66:Obv:2300.0')] ).
cnf(2298,plain,
( ~ skP4(u)
| ~ skP0(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2295]),
[iquote('66:Obv:2295.0')] ).
cnf(2297,plain,
( ~ skP4(u)
| ~ skP0(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2296]),
[iquote('66:Obv:2296.0')] ).
cnf(2611,plain,
( ~ c3_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a666)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1313,1590]),
[iquote('36:Res:1313.2,1590.3')] ).
cnf(2115,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c3_2(u,a726)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[2110,1633]),
[iquote('57:MRR:2110.11,1633.3')] ).
cnf(2114,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c4_2(u,a726)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[2111,1633]),
[iquote('57:MRR:2111.11,1633.3')] ).
cnf(2043,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1744,1297]),
[iquote('64:Res:1744.6,1297.0')] ).
cnf(2044,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1744,1296]),
[iquote('64:Res:1744.6,1296.0')] ).
cnf(2418,plain,
( ~ skP2(u)
| ~ c2_2(u,a675)
| ~ c7_2(u,a675)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c5_1(u)
| c1_1(u)
| c3_2(u,a675)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1377,1707]),
[iquote('63:Res:1377.3,1707.0')] ).
cnf(2045,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c3_2(u,a620)
| c6_2(u,a675)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1744,1295]),
[iquote('64:Res:1744.6,1295.0')] ).
cnf(3991,plain,
( ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u) ),
inference(mrr,[status(thm)],[3990,1257]),
[iquote('56:MRR:3990.10,1257.1')] ).
cnf(3972,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u) ),
inference(mrr,[status(thm)],[3971,1287]),
[iquote('56:MRR:3971.10,1287.0')] ).
cnf(3496,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[3493]),
[iquote('66:Obv:3493.5')] ).
cnf(2419,plain,
( ~ skP1(u)
| ~ c2_2(u,a661)
| ~ c7_2(u,a661)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c5_1(u)
| c1_1(u)
| c3_2(u,a661)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1378,1707]),
[iquote('63:Res:1378.3,1707.0')] ).
cnf(3476,plain,
( ~ skP2(u)
| ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[3473]),
[iquote('66:Obv:3473.5')] ).
cnf(3456,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[3453]),
[iquote('66:Obv:3453.5')] ).
cnf(3404,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[3400]),
[iquote('54:Obv:3400.3')] ).
cnf(3370,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a712)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[3366]),
[iquote('54:Obv:3366.3')] ).
cnf(2361,plain,
( ~ skP2(u)
| ~ c2_2(u,a624)
| ~ c7_2(u,a624)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c4_1(u)
| c5_1(u)
| c1_1(u)
| c3_2(u,a624)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1379,1705]),
[iquote('63:Res:1379.4,1705.1')] ).
cnf(3313,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a676)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3310]),
[iquote('62:Obv:3310.0')] ).
cnf(3312,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP3(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a676)
| c2_1(u)
| c2_2(u,a676)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3311]),
[iquote('62:Obv:3311.0')] ).
cnf(3258,plain,
( ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3255]),
[iquote('66:Obv:3255.0')] ).
cnf(3257,plain,
( ~ c9_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a635)
| c2_1(u)
| c5_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[3256]),
[iquote('66:Obv:3256.0')] ).
cnf(2307,plain,
( ~ skP1(u)
| ~ c2_2(u,a624)
| ~ c7_2(u,a624)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c4_1(u)
| c5_1(u)
| c1_1(u)
| c3_2(u,a624)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1379,1706]),
[iquote('63:Res:1379.4,1706.1')] ).
cnf(2862,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2859]),
[iquote('62:Obv:2859.0')] ).
cnf(2861,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2860]),
[iquote('62:Obv:2860.0')] ).
cnf(2794,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2791]),
[iquote('62:Obv:2791.0')] ).
cnf(2793,plain,
( ~ skP5(u)
| ~ c9_1(u)
| ~ skP6(u)
| ~ skC33
| c1_1(u)
| c4_2(u,a684)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2792]),
[iquote('62:Obv:2792.0')] ).
cnf(2050,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP0(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c6_2(u,a635)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(obv,[status(thm),theory(equality)],[2049]),
[iquote('56:Obv:2049.0')] ).
cnf(2504,plain,
( ~ skP4(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2499]),
[iquote('67:Obv:2499.8')] ).
cnf(2471,plain,
( ~ skP6(u)
| ~ skP4(u)
| ~ c3_2(u,a620)
| c1_2(u,a682)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2465]),
[iquote('67:Obv:2465.4')] ).
cnf(2389,plain,
( ~ skP9(u)
| ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2384]),
[iquote('67:Obv:2384.8')] ).
cnf(2356,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c3_2(u,a620)
| c1_2(u,a731)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2349]),
[iquote('67:Obv:2349.4')] ).
cnf(2028,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP4(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c6_2(u,a682)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(obv,[status(thm),theory(equality)],[2027]),
[iquote('56:Obv:2027.0')] ).
cnf(2113,plain,
( ~ c5_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c6_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[2112]),
[iquote('57:Obv:2112.0')] ).
cnf(2069,plain,
( ~ c1_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c4_2(u,a676)
| c3_2(u,a676) ),
inference(obv,[status(thm),theory(equality)],[2068]),
[iquote('56:Obv:2068.2')] ).
cnf(2056,plain,
( ~ c1_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a712)
| c3_2(u,a712) ),
inference(obv,[status(thm),theory(equality)],[2055]),
[iquote('56:Obv:2055.2')] ).
cnf(3989,plain,
( ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c1_1(u)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c5_2(u,a747)
| skP1(u)
| c1_2(u,a638) ),
inference(mrr,[status(thm)],[3988,1257]),
[iquote('56:MRR:3988.9,1257.1')] ).
cnf(2014,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP9(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c6_2(u,a731)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(obv,[status(thm),theory(equality)],[2013]),
[iquote('56:Obv:2013.0')] ).
cnf(3970,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c5_2(u,a747)
| skP6(u)
| c1_2(u,a638) ),
inference(mrr,[status(thm)],[3969,1287]),
[iquote('56:MRR:3969.9,1287.0')] ).
cnf(3817,plain,
( ~ c3_1(u)
| ~ skP9(u)
| c7_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[3816,3814]),
[iquote('66:MRR:3816.7,3814.2')] ).
cnf(3814,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c7_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[3811]),
[iquote('66:Obv:3811.6')] ).
cnf(4043,plain,
( ~ skP3(u)
| ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c8_1(u)
| c5_2(u,a715)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[4021,303]),
[iquote('10:MRR:4021.7,303.1')] ).
cnf(1591,plain,
( ~ skP7(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1413,1254]),
[iquote('10:Res:1413.4,1254.1')] ).
cnf(4017,plain,
( ~ c6_1(a618)
| ~ c8_1(a618)
| c5_1(a618)
| c4_2(a618,a662)
| c5_2(a618,a662)
| c3_2(a618,a662)
| skP1(a618)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(ssi,[status(thm)],[4016,1324,1964,3000,3013]),
[iquote('71:SSi:4016.2,4016.0,1324.0,1964.0,3000.0,3013.0,1324.0,1964.0,3000.0,3013.0')] ).
cnf(3703,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| c9_2(u,a747)
| skP1(u) ),
inference(obv,[status(thm),theory(equality)],[3688]),
[iquote('56:Obv:3688.1')] ).
cnf(4009,plain,
( ~ c8_1(a618)
| ~ c6_1(a618)
| c5_1(a618)
| c4_2(a618,a713)
| c5_2(a618,a713)
| c3_2(a618,a713)
| skP6(a618)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(ssi,[status(thm)],[4008,1324,1964,3000,3013]),
[iquote('71:SSi:4008.3,4008.0,1324.0,1964.0,3000.0,3013.0,1324.0,1964.0,3000.0,3013.0')] ).
cnf(3689,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| c9_2(u,a747)
| skP6(u) ),
inference(res,[status(thm),theory(equality)],[1722,1287]),
[iquote('56:Res:1722.5,1287.0')] ).
cnf(2199,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c7_1(u)
| c6_2(u,a666)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(ssi,[status(thm)],[2198,1243]),
[iquote('56:SSi:2198.2,1243.2')] ).
cnf(3680,plain,
( ~ c1_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| c5_1(u)
| c4_2(u,a662)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a747)
| skP1(u) ),
inference(obv,[status(thm),theory(equality)],[3665]),
[iquote('56:Obv:3665.1')] ).
cnf(3666,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c4_2(u,a713)
| c5_2(u,a713)
| c3_2(u,a713)
| c5_2(u,a747)
| skP6(u) ),
inference(res,[status(thm),theory(equality)],[1723,1287]),
[iquote('56:Res:1723.5,1287.0')] ).
cnf(3560,plain,
( ~ skP3(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1689]),
[iquote('62:Res:271.1,1689.3')] ).
cnf(3562,plain,
( ~ skP0(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1689]),
[iquote('62:Res:266.1,1689.3')] ).
cnf(2610,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a635)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[266,1590]),
[iquote('10:Res:266.1,1590.3')] ).
cnf(3498,plain,
( ~ skP3(u)
| ~ skP9(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[3497,278]),
[iquote('66:MRR:3497.2,278.1')] ).
cnf(3478,plain,
( ~ skP2(u)
| ~ skP9(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a675)
| c6_2(u,a675)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[3477,278]),
[iquote('66:MRR:3477.2,278.1')] ).
cnf(3458,plain,
( ~ skP9(u)
| ~ skP0(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[3457,278]),
[iquote('66:MRR:3457.2,278.1')] ).
cnf(3213,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[3209]),
[iquote('56:Obv:3209.3')] ).
cnf(2360,plain,
( ~ skP1(u)
| ~ skP2(u)
| ~ c2_2(u,a661)
| ~ c7_2(u,a661)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c5_1(u)
| c1_1(u)
| c3_2(u,a661)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1378,1705]),
[iquote('63:Res:1378.3,1705.1')] ).
cnf(3193,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[3189]),
[iquote('56:Obv:3189.3')] ).
cnf(3138,plain,
( ~ c3_1(u)
| ~ skP9(u)
| c7_1(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1791]),
[iquote('66:Res:1313.2,1791.1')] ).
cnf(3133,plain,
( ~ skP6(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a676) ),
inference(mrr,[status(thm)],[3130,303]),
[iquote('62:MRR:3130.10,303.1')] ).
cnf(3118,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a712)
| c2_1(u)
| c5_2(u,a635) ),
inference(mrr,[status(thm)],[3115,299]),
[iquote('62:MRR:3115.9,299.1')] ).
cnf(2305,plain,
( ~ skP2(u)
| ~ skP1(u)
| ~ c2_2(u,a675)
| ~ c7_2(u,a675)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c5_1(u)
| c1_1(u)
| c3_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1377,1706]),
[iquote('63:Res:1377.3,1706.1')] ).
cnf(3059,plain,
( ~ c3_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a676)
| c4_2(u,a676)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1688]),
[iquote('62:Res:1313.2,1688.3')] ).
cnf(3024,plain,
( ~ c3_1(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1687]),
[iquote('62:Res:1313.2,1687.3')] ).
cnf(2816,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[2815]),
[iquote('57:Obv:2815.8')] ).
cnf(2776,plain,
( ~ skP3(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a676)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2773]),
[iquote('66:Obv:2773.0')] ).
cnf(1718,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_1(u)
| c6_2(u,v)
| c4_2(u,v)
| c5_2(u,v)
| c3_2(u,v) ),
inference(res,[status(thm),theory(equality)],[1583,1232]),
[iquote('56:Res:1583.5,1232.1')] ).
cnf(2775,plain,
( ~ skP3(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a676)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2774]),
[iquote('66:Obv:2774.0')] ).
cnf(2224,plain,
( ~ skP5(u)
| ~ c3_1(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[2218]),
[iquote('62:Obv:2218.8')] ).
cnf(2010,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1982,1447]),
[iquote('62:Res:1982.3,1447.1')] ).
cnf(2006,plain,
( ~ skP2(u)
| ~ skP5(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1983,1447]),
[iquote('62:Res:1983.3,1447.1')] ).
cnf(1722,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,v)
| c4_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1583,1230]),
[iquote('56:Res:1583.5,1230.1')] ).
cnf(2002,plain,
( ~ skP0(u)
| ~ skP5(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a684)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1984,1447]),
[iquote('62:Res:1984.3,1447.1')] ).
cnf(3012,plain,
( ~ skP7(u)
| ~ c1_1(u)
| ~ c9_1(u)
| ~ c7_2(u,a715)
| ~ c3_2(u,a706)
| ~ c2_2(u,a706)
| c2_1(u)
| c5_2(u,a715)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[3011]),
[iquote('63:Obv:3011.1')] ).
cnf(2440,plain,
( ~ c9_1(u)
| ~ skP7(u)
| ~ skP2(u)
| ~ c7_2(u,a715)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c2_1(u)
| c5_2(u,a715)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2439]),
[iquote('63:Obv:2439.0')] ).
cnf(2327,plain,
( ~ c9_1(u)
| ~ skP7(u)
| ~ skP1(u)
| ~ c7_2(u,a715)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c2_1(u)
| c5_2(u,a715)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2326]),
[iquote('63:Obv:2326.0')] ).
cnf(1723,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,v)
| c4_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1583,1229]),
[iquote('56:Res:1583.5,1229.1')] ).
cnf(2054,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a620)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2051]),
[iquote('66:Obv:2051.0')] ).
cnf(2053,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ skP2(u)
| ~ skC33
| c5_2(u,a620)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2052]),
[iquote('66:Obv:2052.0')] ).
cnf(3656,plain,
( ~ c3_1(u)
| ~ c9_1(u)
| c7_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c2_1(u)
| c2_2(u,a666)
| c5_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[3637,1447]),
[iquote('66:Res:3637.4,1447.1')] ).
cnf(3637,plain,
( ~ c3_1(u)
| c7_1(u)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(obv,[status(thm),theory(equality)],[3620]),
[iquote('66:Obv:3620.8')] ).
cnf(2033,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c4_2(u,a676)
| c5_2(u,a747)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[1564,1192]),
[iquote('54:Res:1564.5,1192.1')] ).
cnf(1979,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c5_2(u,a712)
| c5_2(u,a747)
| c6_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[1556,1192]),
[iquote('54:Res:1556.5,1192.1')] ).
cnf(3579,plain,
( ~ skP6(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[3559,307]),
[iquote('62:MRR:3559.8,307.1')] ).
cnf(3580,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(obv,[status(thm),theory(equality)],[3563]),
[iquote('62:Obv:3563.8')] ).
cnf(1689,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c7_1(u)
| c1_1(u)
| c10_2(u,a666)
| c4_2(u,a666)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[1684]),
[iquote('62:Obv:1684.5')] ).
cnf(2843,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[2834,1631,1257]),
[iquote('66:MRR:2834.3,2834.10,1631.6,1257.1')] ).
cnf(2842,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[2835,1631,1257]),
[iquote('66:MRR:2835.3,2835.10,1631.6,1257.1')] ).
cnf(2841,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c5_2(u,a620)
| skP10(u)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[2836,1631,1257]),
[iquote('66:MRR:2836.3,2836.10,1631.6,1257.1')] ).
cnf(2657,plain,
( ~ c9_1(u)
| ~ skP7(u)
| ~ c7_2(u,a715)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c5_2(u,a715)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(obv,[status(thm),theory(equality)],[2656]),
[iquote('63:Obv:2656.6')] ).
cnf(1725,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP5(u)
| ~ c2_1(u)
| c5_1(u)
| c6_2(u,a747)
| c4_2(u,a747)
| c5_2(u,a684)
| c3_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1583,1466]),
[iquote('56:Res:1583.5,1466.2')] ).
cnf(2325,plain,
( ~ skP4(u)
| ~ skP3(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a676)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2322]),
[iquote('66:Obv:2322.0')] ).
cnf(2324,plain,
( ~ skP4(u)
| ~ skP3(u)
| ~ skC33
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a676)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2323]),
[iquote('66:Obv:2323.0')] ).
cnf(2077,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2074]),
[iquote('54:Obv:2074.5')] ).
cnf(2076,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2075]),
[iquote('54:Obv:2075.5')] ).
cnf(2622,plain,
( ~ skP3(u)
| ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c5_2(u,a684)
| c3_2(u,a684)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(mrr,[status(thm)],[2608,303]),
[iquote('10:MRR:2608.7,303.1')] ).
cnf(2073,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2070]),
[iquote('54:Obv:2070.5')] ).
cnf(2072,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_1(u)
| ~ skC33
| c4_2(u,a666)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2071]),
[iquote('54:Obv:2071.5')] ).
cnf(2034,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c4_2(u,a676)
| c5_2(u,a747)
| c6_2(u,a676)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1564,1191]),
[iquote('54:Res:1564.5,1191.1')] ).
cnf(1980,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| c6_2(u,a712)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1556,1191]),
[iquote('54:Res:1556.5,1191.1')] ).
cnf(2140,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2137]),
[iquote('36:Obv:2137.5')] ).
cnf(1731,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c8_2(u,a661)
| c5_1(u)
| c3_2(u,a661) ),
inference(res,[status(thm),theory(equality)],[1727,1662]),
[iquote('61:Res:1727.5,1662.2')] ).
cnf(1697,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1694]),
[iquote('54:Obv:1694.0')] ).
cnf(1696,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1695]),
[iquote('54:Obv:1695.0')] ).
cnf(1693,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1690]),
[iquote('54:Obv:1690.0')] ).
cnf(2139,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2138]),
[iquote('36:Obv:2138.5')] ).
cnf(1692,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ skP0(u)
| ~ skC33
| c4_2(u,a635)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1691]),
[iquote('54:Obv:1691.0')] ).
cnf(1646,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c10_1(u)
| c5_2(u,a715)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1623,1228]),
[iquote('57:Res:1623.5,1228.2')] ).
cnf(1606,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| ~ c6_2(u,a722)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[1602,1465]),
[iquote('51:MRR:1602.9,1465.2')] ).
cnf(1605,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ skC33
| ~ c6_2(u,a722)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c7_1(u)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[1603,1465]),
[iquote('51:MRR:1603.9,1465.2')] ).
cnf(2136,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2133]),
[iquote('36:Obv:2133.5')] ).
cnf(3170,plain,
( ~ skP6(u)
| ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a731)
| c6_2(u,a712)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[3167]),
[iquote('66:Obv:3167.5')] ).
cnf(3135,plain,
( ~ skP3(u)
| ~ skP9(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1791]),
[iquote('66:Res:271.1,1791.1')] ).
cnf(3136,plain,
( ~ skP2(u)
| ~ skP9(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1791]),
[iquote('66:Res:270.1,1791.1')] ).
cnf(3137,plain,
( ~ skP0(u)
| ~ skP9(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1791]),
[iquote('66:Res:266.1,1791.1')] ).
cnf(2135,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2134]),
[iquote('36:Obv:2134.5')] ).
cnf(3058,plain,
( ~ skP0(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a676)
| c4_2(u,a676)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1688]),
[iquote('62:Res:266.1,1688.3')] ).
cnf(3021,plain,
( ~ skP3(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1687]),
[iquote('62:Res:271.1,1687.3')] ).
cnf(2205,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c8_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2204]),
[iquote('54:Obv:2204.7')] ).
cnf(2203,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c6_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2202]),
[iquote('54:Obv:2202.7')] ).
cnf(1972,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1969]),
[iquote('4:Obv:1969.0')] ).
cnf(2201,plain,
( ~ c2_1(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a747)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c9_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2200]),
[iquote('54:Obv:2200.7')] ).
cnf(2108,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c4_2(u,a620)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662) ),
inference(mrr,[status(thm)],[2098,1257]),
[iquote('67:MRR:2098.8,1257.1')] ).
cnf(2107,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[2102,1257]),
[iquote('57:MRR:2102.9,1257.1')] ).
cnf(2067,plain,
( ~ skP5(u)
| ~ skP0(u)
| ~ c3_2(u,a684)
| c1_1(u)
| c4_2(u,a684)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a684) ),
inference(obv,[status(thm),theory(equality)],[2064]),
[iquote('62:Obv:2064.7')] ).
cnf(1971,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1970]),
[iquote('4:Obv:1970.0')] ).
cnf(2026,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a712)
| c8_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2025]),
[iquote('54:Obv:2025.2')] ).
cnf(2024,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a712)
| c6_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2023]),
[iquote('54:Obv:2023.2')] ).
cnf(2022,plain,
( ~ c2_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a712)
| c5_2(u,a747)
| skP10(u)
| c6_2(u,a712)
| c9_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2021]),
[iquote('54:Obv:2021.2')] ).
cnf(3173,plain,
( ~ skP6(u)
| ~ skP9(u)
| c5_2(u,a620)
| c1_1(u)
| c6_2(u,a712)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,a731) ),
inference(mrr,[status(thm)],[3172,278]),
[iquote('66:MRR:3172.2,278.1')] ).
cnf(1968,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1965]),
[iquote('4:Obv:1965.0')] ).
cnf(3088,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a676)
| c6_2(u,a676)
| c2_1(u)
| c2_2(u,a676) ),
inference(mrr,[status(thm)],[3084,303]),
[iquote('62:MRR:3084.9,303.1')] ).
cnf(3054,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c5_2(u,a635) ),
inference(mrr,[status(thm)],[3050,299]),
[iquote('62:MRR:3050.8,299.1')] ).
cnf(2999,plain,
( ~ c3_1(u)
| ~ c3_2(u,a620)
| c1_2(u,a666)
| c1_1(u)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2989]),
[iquote('67:Obv:2989.7')] ).
cnf(2964,plain,
( ~ skP3(u)
| ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1885]),
[iquote('67:Res:271.1,1885.1')] ).
cnf(1967,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ skP0(u)
| ~ skC33
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1966]),
[iquote('4:Obv:1966.0')] ).
cnf(2965,plain,
( ~ skP2(u)
| ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1885]),
[iquote('67:Res:270.1,1885.1')] ).
cnf(2966,plain,
( ~ skP0(u)
| ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1885]),
[iquote('67:Res:266.1,1885.1')] ).
cnf(3253,plain,
( ~ skP0(u)
| ~ c9_1(u)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c2_1(u)
| c5_2(u,a635) ),
inference(mrr,[status(thm)],[3249,299]),
[iquote('66:MRR:3249.7,299.1')] ).
cnf(3231,plain,
( ~ skP0(u)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(obv,[status(thm),theory(equality)],[3218]),
[iquote('66:Obv:3218.6')] ).
cnf(2948,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[278,1730]),
[iquote('56:Res:278.1,1730.3')] ).
cnf(2949,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[272,1730]),
[iquote('56:Res:272.1,1730.3')] ).
cnf(2916,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[278,1729]),
[iquote('56:Res:278.1,1729.3')] ).
cnf(3148,plain,
( ~ skP6(u)
| ~ skP9(u)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[3134,307]),
[iquote('66:MRR:3134.7,307.1')] ).
cnf(1791,plain,
( ~ skP9(u)
| ~ c8_2(u,v)
| c6_2(u,a731)
| c5_2(u,a620)
| c1_1(u)
| c10_2(u,a731)
| c4_2(u,a731)
| c4_2(u,v)
| c6_2(u,v) ),
inference(res,[status(thm),theory(equality)],[1774,1671]),
[iquote('66:Res:1774.2,1671.0')] ).
cnf(3070,plain,
( ~ skP6(u)
| ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a676)
| c4_2(u,a676)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[3055,307]),
[iquote('62:MRR:3055.7,307.1')] ).
cnf(3035,plain,
( ~ skP6(u)
| ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[3020,307]),
[iquote('62:MRR:3020.7,307.1')] ).
cnf(2978,plain,
( ~ skP6(u)
| ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2963,307]),
[iquote('67:MRR:2963.7,307.1')] ).
cnf(3069,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a676)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(obv,[status(thm),theory(equality)],[3056]),
[iquote('62:Obv:3056.6')] ).
cnf(1688,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c1_1(u)
| c10_2(u,a676)
| c4_2(u,a676)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[1682]),
[iquote('62:Obv:1682.4')] ).
cnf(3019,plain,
( ~ c8_1(a618)
| ~ c5_1(a618)
| skP1(a618)
| c10_1(a618)
| c5_2(a618,a662)
| c3_2(a618,a662)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3005,3013]),
[iquote('71:MRR:3005.2,3013.0')] ).
cnf(3018,plain,
( ~ skP3(a618)
| ~ c8_1(a618)
| ~ c6_1(a618)
| c4_2(a618,a676)
| c3_2(a618,a676)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3006,3013]),
[iquote('71:MRR:3006.3,3013.0')] ).
cnf(3017,plain,
( ~ skP6(a618)
| ~ c8_1(a618)
| ~ c6_1(a618)
| c5_2(a618,a712)
| c3_2(a618,a712)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3007,3013]),
[iquote('71:MRR:3007.3,3013.0')] ).
cnf(3034,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(obv,[status(thm),theory(equality)],[3023]),
[iquote('62:Obv:3023.6')] ).
cnf(1687,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c1_1(u)
| c10_2(u,a635)
| c4_2(u,a635)
| c4_2(u,v)
| c6_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[1683]),
[iquote('62:Obv:1683.4')] ).
cnf(3016,plain,
( ~ skP7(a618)
| ~ c5_1(a618)
| c10_1(a618)
| c5_2(a618,a715)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3008,3013]),
[iquote('71:MRR:3008.2,3013.0')] ).
cnf(3015,plain,
( ~ skP5(a618)
| c5_2(a618,a684)
| c3_2(a618,a684)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3009,3013]),
[iquote('71:MRR:3009.1,3013.0')] ).
cnf(3014,plain,
( ~ skP7(a618)
| c8_1(a618)
| c5_2(a618,a715)
| c6_2(a618,a747)
| c4_2(a618,a747) ),
inference(mrr,[status(thm)],[3010,3013]),
[iquote('71:MRR:3010.1,3013.0')] ).
cnf(3013,plain,
c2_1(a618),
inference(spt,[],[3004]),
[iquote('71:Spt:3004.1')] ).
cnf(2556,plain,
( ~ skP7(u)
| ~ c1_1(u)
| ~ c9_1(u)
| ~ c2_2(u,a715)
| ~ c7_2(u,a715)
| ~ c3_2(u,a706)
| ~ c2_2(u,a706)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[277,1709]),
[iquote('63:Res:277.1,1709.2')] ).
cnf(3003,plain,
( ~ skP9(a618)
| c6_2(a618,a731)
| c4_2(a618,a731) ),
inference(res,[status(thm),theory(equality)],[279,3002]),
[iquote('70:Res:279.1,3002.0')] ).
cnf(3002,plain,
( ~ c9_2(a618,u)
| c6_2(a618,u)
| c4_2(a618,u) ),
inference(spt,[],[3001]),
[iquote('70:Spt:3001.0,3001.2,3001.3')] ).
cnf(3000,plain,
c1_1(a618),
inference(spt,[],[2998]),
[iquote('69:Spt:2998.2')] ).
cnf(2979,plain,
( ~ c3_1(u)
| c7_1(u)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(obv,[status(thm),theory(equality)],[2967]),
[iquote('67:Obv:2967.4')] ).
cnf(1885,plain,
( ~ c3_1(u)
| ~ c8_2(u,v)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1878,1836]),
[iquote('67:MRR:1878.7,1836.1')] ).
cnf(2917,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[272,1729]),
[iquote('56:Res:272.1,1729.3')] ).
cnf(2863,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a731)
| skP10(u)
| c6_2(u,a731)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[278,1728]),
[iquote('56:Res:278.1,1728.3')] ).
cnf(2864,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c4_2(u,a682)
| skP10(u)
| c6_2(u,a682)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[272,1728]),
[iquote('56:Res:272.1,1728.3')] ).
cnf(2764,plain,
( ~ skP6(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c7_1(u)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2761]),
[iquote('66:Obv:2761.0')] ).
cnf(1730,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,v)
| c5_1(u)
| c4_2(u,v)
| skP10(u)
| c6_2(u,v)
| c8_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[1719]),
[iquote('56:Obv:1719.5')] ).
cnf(2763,plain,
( ~ skP6(u)
| ~ skC33
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c7_1(u)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[2762]),
[iquote('66:Obv:2762.0')] ).
cnf(2539,plain,
( ~ c3_1(u)
| ~ skP0(u)
| c7_1(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1843]),
[iquote('67:Res:1313.2,1843.1')] ).
cnf(1729,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,v)
| c5_1(u)
| c4_2(u,v)
| skP10(u)
| c6_2(u,v)
| c6_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[1720]),
[iquote('56:Obv:1720.5')] ).
cnf(2445,plain,
( ~ c3_1(u)
| ~ skP4(u)
| c7_1(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1842]),
[iquote('67:Res:1313.2,1842.1')] ).
cnf(2332,plain,
( ~ c3_1(u)
| ~ skP9(u)
| c7_1(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1841]),
[iquote('67:Res:1313.2,1841.1')] ).
cnf(2277,plain,
( ~ c3_1(u)
| ~ skP4(u)
| c7_1(u)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1817]),
[iquote('66:Res:1313.2,1817.1')] ).
cnf(1728,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,v)
| c5_1(u)
| c4_2(u,v)
| skP10(u)
| c6_2(u,v)
| c9_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[1721]),
[iquote('56:Obv:1721.5')] ).
cnf(2251,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c9_1(u)
| c1_1(u)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a712)
| c5_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[2241,1447]),
[iquote('62:Res:2241.4,1447.1')] ).
cnf(2229,plain,
( ~ c3_1(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a712)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1686]),
[iquote('62:Res:1313.2,1686.3')] ).
cnf(2106,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c5_2(u,a620) ),
inference(mrr,[status(thm)],[2099,1257]),
[iquote('66:MRR:2099.7,1257.1')] ).
cnf(2105,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a662)
| c1_2(u,a620) ),
inference(mrr,[status(thm)],[2100,1257]),
[iquote('64:MRR:2100.7,1257.1')] ).
cnf(2473,plain,
( ~ skP7(u)
| ~ c1_1(u)
| ~ c2_2(u,a715)
| ~ c7_2(u,a715)
| ~ c3_2(u,a650)
| ~ c2_2(u,a650)
| c7_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[277,1708]),
[iquote('63:Res:277.1,1708.1')] ).
cnf(2104,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c5_2(u,a747)
| c1_2(u,a638) ),
inference(mrr,[status(thm)],[2103,1257]),
[iquote('57:MRR:2103.8,1257.1')] ).
cnf(2095,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[2091]),
[iquote('54:Obv:2091.2')] ).
cnf(1998,plain,
( ~ skP6(u)
| ~ skP5(u)
| ~ c9_1(u)
| c1_1(u)
| c4_2(u,a684)
| c6_2(u,a712)
| c2_1(u)
| c2_2(u,a684)
| c5_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[1995,1447]),
[iquote('62:Res:1995.3,1447.1')] ).
cnf(1957,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1898,1537]),
[iquote('66:Res:1898.5,1537.2')] ).
cnf(2740,plain,
( ~ skP3(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1877]),
[iquote('66:Res:271.1,1877.0')] ).
cnf(2741,plain,
( ~ skP2(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1877]),
[iquote('66:Res:270.1,1877.0')] ).
cnf(2742,plain,
( ~ skP0(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1877]),
[iquote('66:Res:266.1,1877.0')] ).
cnf(2754,plain,
( ~ skP6(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2739,307]),
[iquote('66:MRR:2739.7,307.1')] ).
cnf(1877,plain,
( ~ c8_2(u,v)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a720)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1864,1268]),
[iquote('66:MRR:1864.6,1268.0')] ).
cnf(2659,plain,
( ~ skP3(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1852]),
[iquote('67:Res:271.1,1852.0')] ).
cnf(2660,plain,
( ~ skP2(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1852]),
[iquote('67:Res:270.1,1852.0')] ).
cnf(2661,plain,
( ~ skP0(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1852]),
[iquote('67:Res:266.1,1852.0')] ).
cnf(2673,plain,
( ~ skP6(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2658,307]),
[iquote('67:MRR:2658.7,307.1')] ).
cnf(1852,plain,
( ~ c8_2(u,v)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1845,1835]),
[iquote('67:MRR:1845.7,1835.0')] ).
cnf(2040,plain,
( ~ skP3(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c4_2(u,a676)
| c3_2(u,a676)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[2039,1243]),
[iquote('54:SSi:2039.3,1243.2')] ).
cnf(2020,plain,
( ~ skP6(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c5_2(u,a712)
| c3_2(u,a712)
| c6_2(u,a747) ),
inference(ssi,[status(thm)],[2019,1243]),
[iquote('54:SSi:2019.3,1243.2')] ).
cnf(1669,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[1666,1192]),
[iquote('61:Res:1666.5,1192.1')] ).
cnf(1648,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c3_2(u,a726)
| c10_1(u)
| c5_2(u,a715)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1644,1624]),
[iquote('57:MRR:1644.9,1624.3')] ).
cnf(2417,plain,
( ~ skP7(u)
| ~ c2_2(u,a715)
| ~ c7_2(u,a715)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[277,1707]),
[iquote('63:Res:277.1,1707.0')] ).
cnf(1647,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ skC26
| ~ c4_2(u,a726)
| c10_1(u)
| c5_2(u,a715)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1645,1624]),
[iquote('57:MRR:1645.9,1624.3')] ).
cnf(2591,plain,
( ~ skP0(u)
| ~ c3_2(u,a620)
| c1_2(u,a635)
| c1_1(u)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,a620) ),
inference(obv,[status(thm),theory(equality)],[2586]),
[iquote('67:Obv:2586.6')] ).
cnf(2536,plain,
( ~ skP3(u)
| ~ skP0(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1843]),
[iquote('67:Res:271.1,1843.1')] ).
cnf(2537,plain,
( ~ skP2(u)
| ~ skP0(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1843]),
[iquote('67:Res:270.1,1843.1')] ).
cnf(1590,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,v)
| c8_2(u,a747)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1404,1254]),
[iquote('10:Res:1404.4,1254.1')] ).
cnf(2551,plain,
( ~ skP6(u)
| ~ skP0(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2535,307]),
[iquote('67:MRR:2535.6,307.1')] ).
cnf(2550,plain,
( ~ skP0(u)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(obv,[status(thm),theory(equality)],[2538]),
[iquote('67:Obv:2538.2')] ).
cnf(1709,plain,
( ~ c1_1(u)
| ~ c9_1(u)
| ~ c10_2(u,v)
| ~ c2_2(u,v)
| ~ c7_2(u,v)
| ~ c3_2(u,a706)
| ~ c2_2(u,a706)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1316,1704]),
[iquote('63:Res:1316.2,1704.0')] ).
cnf(1843,plain,
( ~ skP0(u)
| ~ c8_2(u,v)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1784,1834]),
[iquote('67:MRR:1784.6,1834.1')] ).
cnf(2442,plain,
( ~ skP3(u)
| ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1842]),
[iquote('67:Res:271.1,1842.1')] ).
cnf(2443,plain,
( ~ skP2(u)
| ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1842]),
[iquote('67:Res:270.1,1842.1')] ).
cnf(2444,plain,
( ~ skP0(u)
| ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1842]),
[iquote('67:Res:266.1,1842.1')] ).
cnf(1708,plain,
( ~ c1_1(u)
| ~ c10_2(u,v)
| ~ c2_2(u,v)
| ~ c7_2(u,v)
| ~ c3_2(u,a650)
| ~ c2_2(u,a650)
| c7_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1308,1704]),
[iquote('63:Res:1308.2,1704.0')] ).
cnf(2456,plain,
( ~ skP6(u)
| ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2441,307]),
[iquote('67:MRR:2441.6,307.1')] ).
cnf(1842,plain,
( ~ skP4(u)
| ~ c8_2(u,v)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1766,1833]),
[iquote('67:MRR:1766.6,1833.1')] ).
cnf(2358,plain,
( ~ skP7(u)
| ~ skP2(u)
| ~ c2_2(u,a715)
| ~ c7_2(u,a715)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[277,1705]),
[iquote('63:Res:277.1,1705.1')] ).
cnf(1707,plain,
( ~ c10_2(u,v)
| ~ c2_2(u,v)
| ~ c7_2(u,v)
| ~ c3_2(u,a624)
| ~ c2_2(u,a624)
| c2_1(u)
| c4_1(u)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[1338,1704]),
[iquote('63:Res:1338.2,1704.0')] ).
cnf(2329,plain,
( ~ skP3(u)
| ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1841]),
[iquote('67:Res:271.1,1841.1')] ).
cnf(2330,plain,
( ~ skP2(u)
| ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1841]),
[iquote('67:Res:270.1,1841.1')] ).
cnf(2331,plain,
( ~ skP0(u)
| ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1841]),
[iquote('67:Res:266.1,1841.1')] ).
cnf(1705,plain,
( ~ skP2(u)
| ~ c10_2(u,v)
| ~ c2_2(u,v)
| ~ c7_2(u,v)
| ~ c3_2(u,a675)
| ~ c2_2(u,a675)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[269,1704]),
[iquote('63:Res:269.1,1704.0')] ).
cnf(2343,plain,
( ~ skP6(u)
| ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2328,307]),
[iquote('67:MRR:2328.6,307.1')] ).
cnf(1841,plain,
( ~ skP9(u)
| ~ c8_2(u,v)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_1(u)
| c10_2(u,a620)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1759,1832]),
[iquote('67:MRR:1759.6,1832.1')] ).
cnf(2304,plain,
( ~ skP7(u)
| ~ skP1(u)
| ~ c2_2(u,a715)
| ~ c7_2(u,a715)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[277,1706]),
[iquote('63:Res:277.1,1706.1')] ).
cnf(2274,plain,
( ~ skP3(u)
| ~ skP4(u)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1817]),
[iquote('66:Res:271.1,1817.1')] ).
cnf(1706,plain,
( ~ skP1(u)
| ~ c10_2(u,v)
| ~ c2_2(u,v)
| ~ c7_2(u,v)
| ~ c3_2(u,a661)
| ~ c2_2(u,a661)
| c8_1(u) ),
inference(res,[status(thm),theory(equality)],[268,1704]),
[iquote('63:Res:268.1,1704.0')] ).
cnf(2275,plain,
( ~ skP2(u)
| ~ skP4(u)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1817]),
[iquote('66:Res:270.1,1817.1')] ).
cnf(2276,plain,
( ~ skP0(u)
| ~ skP4(u)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1817]),
[iquote('66:Res:266.1,1817.1')] ).
cnf(2288,plain,
( ~ skP6(u)
| ~ skP4(u)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2273,307]),
[iquote('66:MRR:2273.6,307.1')] ).
cnf(1817,plain,
( ~ skP4(u)
| ~ c8_2(u,v)
| c6_2(u,a682)
| c5_2(u,a620)
| c1_1(u)
| c4_2(u,a682)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1804,305]),
[iquote('66:MRR:1804.5,305.1')] ).
cnf(1903,plain,
( ~ c3_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c10_1(u)
| c2_1(u)
| c5_2(u,a666)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1313,1589]),
[iquote('36:Res:1313.2,1589.1')] ).
cnf(2226,plain,
( ~ skP3(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a712)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1686]),
[iquote('62:Res:271.1,1686.3')] ).
cnf(2228,plain,
( ~ skP0(u)
| ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a712)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1686]),
[iquote('62:Res:266.1,1686.3')] ).
cnf(2241,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_1(u)
| c10_2(u,a712)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[2240,307]),
[iquote('62:MRR:2240.5,307.1')] ).
cnf(1686,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c1_1(u)
| c10_2(u,a712)
| c4_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1681,307]),
[iquote('62:MRR:1681.6,307.1')] ).
cnf(1444,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a747)
| c5_2(u,a684)
| c3_2(u,a684)
| c6_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1404,1228]),
[iquote('4:Res:1404.4,1228.2')] ).
cnf(1654,plain,
( ~ c3_1(u)
| ~ c10_2(u,v)
| ~ c3_2(u,v)
| c7_1(u)
| c8_1(u)
| c4_2(u,a666)
| c6_2(u,a666)
| c8_2(u,v) ),
inference(res,[status(thm),theory(equality)],[1312,1649]),
[iquote('58:Res:1312.2,1649.0')] ).
cnf(1918,plain,
( ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a744)
| c5_2(u,a620)
| skP10(u)
| c5_2(u,a744)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(obv,[status(thm),theory(equality)],[1912]),
[iquote('66:Obv:1912.6')] ).
cnf(1670,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c1_1(u)
| c6_2(u,a675)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1666,1191]),
[iquote('61:Res:1666.5,1191.1')] ).
cnf(1559,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a676)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1539,1297]),
[iquote('54:Res:1539.3,1297.0')] ).
cnf(1857,plain,
( ~ c3_1(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a666)
| c7_1(u)
| c5_2(u,a666)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[1313,1588]),
[iquote('36:Res:1313.2,1588.2')] ).
cnf(1560,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a676)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1539,1296]),
[iquote('54:Res:1539.3,1296.0')] ).
cnf(1561,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a676)
| c4_2(u,a676)
| skP10(u)
| c6_2(u,a676)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1539,1295]),
[iquote('54:Res:1539.3,1295.0')] ).
cnf(1469,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c7_1(u)
| c6_2(u,a666)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1367,1232]),
[iquote('36:Res:1367.4,1232.1')] ).
cnf(1653,plain,
( ~ c10_2(u,v)
| ~ c3_2(u,v)
| c6_1(u)
| c3_1(u)
| c8_1(u)
| c4_2(u,a720)
| c6_2(u,a720)
| c8_2(u,v) ),
inference(res,[status(thm),theory(equality)],[1267,1649]),
[iquote('58:Res:1267.2,1649.0')] ).
cnf(1936,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1830,1537]),
[iquote('66:Res:1830.4,1537.2')] ).
cnf(1921,plain,
( ~ skP4(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1816,1537]),
[iquote('66:Res:1816.4,1537.2')] ).
cnf(1913,plain,
( ~ skP9(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1803,1537]),
[iquote('66:Res:1803.4,1537.2')] ).
cnf(1880,plain,
( ~ c3_1(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1739,1297]),
[iquote('64:Res:1739.4,1297.0')] ).
cnf(1902,plain,
( ~ skP0(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c10_1(u)
| c2_1(u)
| c5_2(u,a635)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[266,1589]),
[iquote('24:Res:266.1,1589.1')] ).
cnf(1881,plain,
( ~ c3_1(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1739,1296]),
[iquote('64:Res:1739.4,1296.0')] ).
cnf(1882,plain,
( ~ c3_1(u)
| ~ c3_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1739,1295]),
[iquote('64:Res:1739.4,1295.0')] ).
cnf(1703,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c1_2(u,a744)
| c4_2(u,a744) ),
inference(obv,[status(thm),theory(equality)],[1698]),
[iquote('54:Obv:1698.2')] ).
cnf(1633,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662) ),
inference(obv,[status(thm),theory(equality)],[1625]),
[iquote('57:Obv:1625.6')] ).
cnf(1434,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c7_1(u)
| c6_2(u,a666)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1367,1297]),
[iquote('36:Res:1367.4,1297.0')] ).
cnf(1426,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c7_1(u)
| c6_2(u,a666)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1367,1296]),
[iquote('36:Res:1367.4,1296.0')] ).
cnf(1418,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c7_1(u)
| c6_2(u,a666)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1367,1295]),
[iquote('36:Res:1367.4,1295.0')] ).
cnf(1407,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c7_1(u)
| c6_2(u,a666)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1367,1230]),
[iquote('36:Res:1367.4,1230.1')] ).
cnf(1393,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c7_1(u)
| c6_2(u,a666)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1367,1229]),
[iquote('36:Res:1367.4,1229.1')] ).
cnf(1499,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ skC26
| ~ c3_2(u,a726)
| c5_2(u,a684)
| c3_2(u,a684)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1496,1466]),
[iquote('4:MRR:1496.8,1466.2')] ).
cnf(1485,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ skC26
| ~ c4_2(u,a726)
| c5_2(u,a684)
| c3_2(u,a684)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1481,1466]),
[iquote('4:MRR:1481.8,1466.2')] ).
cnf(1985,plain,
( ~ c3_1(u)
| ~ skP5(u)
| c7_1(u)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,a666)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1672]),
[iquote('62:Res:1313.2,1672.1')] ).
cnf(1847,plain,
( ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1738,1297]),
[iquote('64:Res:1738.4,1297.0')] ).
cnf(1848,plain,
( ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1738,1296]),
[iquote('64:Res:1738.4,1296.0')] ).
cnf(1650,plain,
( ~ skP9(u)
| ~ c10_2(u,v)
| ~ c3_2(u,v)
| c8_1(u)
| c4_2(u,a731)
| c6_2(u,a731)
| c8_2(u,v) ),
inference(res,[status(thm),theory(equality)],[278,1649]),
[iquote('58:Res:278.1,1649.0')] ).
cnf(1849,plain,
( ~ c3_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1738,1295]),
[iquote('64:Res:1738.4,1295.0')] ).
cnf(1632,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c9_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[1629]),
[iquote('57:Obv:1629.5')] ).
cnf(1631,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| ~ c2_1(u)
| skP1(u)
| c10_1(u)
| c5_2(u,a662)
| c3_2(u,a662)
| c5_2(u,a747) ),
inference(obv,[status(thm),theory(equality)],[1630]),
[iquote('57:Obv:1630.5')] ).
cnf(1600,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1593,1312]),
[iquote('54:MRR:1593.3,1312.2')] ).
cnf(1651,plain,
( ~ skP4(u)
| ~ c10_2(u,v)
| ~ c3_2(u,v)
| c8_1(u)
| c4_2(u,a682)
| c6_2(u,a682)
| c8_2(u,v) ),
inference(res,[status(thm),theory(equality)],[272,1649]),
[iquote('58:Res:272.1,1649.0')] ).
cnf(1599,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1594,1312]),
[iquote('54:MRR:1594.3,1312.2')] ).
cnf(1598,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c4_2(u,a666)
| skP10(u)
| c6_2(u,a666)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1595,1312]),
[iquote('54:MRR:1595.3,1312.2')] ).
cnf(1844,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c4_2(u,a620)
| c6_2(u,a675) ),
inference(mrr,[status(thm)],[1837,302]),
[iquote('67:MRR:1837.7,302.1')] ).
cnf(1566,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c4_2(u,a676)
| c3_2(u,a676) ),
inference(mrr,[status(thm)],[1558,303]),
[iquote('54:MRR:1558.6,303.1')] ).
cnf(1652,plain,
( ~ skP0(u)
| ~ c10_2(u,v)
| ~ c3_2(u,v)
| c8_1(u)
| c4_2(u,a635)
| c6_2(u,a635)
| c8_2(u,v) ),
inference(res,[status(thm),theory(equality)],[267,1649]),
[iquote('58:Res:267.1,1649.0')] ).
cnf(1551,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_2(u,a712)
| c3_2(u,a712) ),
inference(res,[status(thm),theory(equality)],[1544,1232]),
[iquote('54:Res:1544.3,1232.1')] ).
cnf(1498,plain,
( ~ skP7(u)
| ~ c2_1(u)
| ~ skC26
| ~ c3_2(u,a726)
| c8_1(u)
| c5_2(u,a715)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1497,1475]),
[iquote('4:MRR:1497.8,1475.2')] ).
cnf(1484,plain,
( ~ skP7(u)
| ~ c2_1(u)
| ~ skC26
| ~ c4_2(u,a726)
| c8_1(u)
| c5_2(u,a715)
| c3_1(u)
| c10_2(u,a747) ),
inference(mrr,[status(thm)],[1482,1475]),
[iquote('4:MRR:1482.8,1475.2')] ).
cnf(1954,plain,
( ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1951]),
[iquote('66:Obv:1951.3')] ).
cnf(1435,plain,
( ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1366,1297]),
[iquote('31:Res:1366.4,1297.0')] ).
cnf(1953,plain,
( ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1952]),
[iquote('66:Obv:1952.3')] ).
cnf(1950,plain,
( ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1947]),
[iquote('66:Obv:1947.3')] ).
cnf(1949,plain,
( ~ c3_1(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1948]),
[iquote('66:Obv:1948.3')] ).
cnf(1933,plain,
( ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1930]),
[iquote('66:Obv:1930.0')] ).
cnf(1427,plain,
( ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1366,1296]),
[iquote('31:Res:1366.4,1296.0')] ).
cnf(1932,plain,
( ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1931]),
[iquote('66:Obv:1931.0')] ).
cnf(1929,plain,
( ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1926]),
[iquote('66:Obv:1926.0')] ).
cnf(1928,plain,
( ~ skP0(u)
| ~ skC33
| c5_2(u,a620)
| skP10(u)
| c9_2(u,a744)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1927]),
[iquote('66:Obv:1927.0')] ).
cnf(1786,plain,
( ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1737,1297]),
[iquote('64:Res:1737.3,1297.0')] ).
cnf(1419,plain,
( ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1366,1295]),
[iquote('31:Res:1366.4,1295.0')] ).
cnf(1787,plain,
( ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1737,1296]),
[iquote('64:Res:1737.3,1296.0')] ).
cnf(1788,plain,
( ~ skP0(u)
| ~ c3_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1737,1295]),
[iquote('64:Res:1737.3,1295.0')] ).
cnf(1783,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c6_2(u,a675)
| c5_2(u,a620) ),
inference(mrr,[status(thm)],[1779,302]),
[iquote('66:MRR:1779.6,302.1')] ).
cnf(1768,plain,
( ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1736,1297]),
[iquote('64:Res:1736.3,1297.0')] ).
cnf(1856,plain,
( ~ skP0(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a635)
| c5_2(u,a635)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[266,1588]),
[iquote('10:Res:266.1,1588.2')] ).
cnf(1769,plain,
( ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1736,1296]),
[iquote('64:Res:1736.3,1296.0')] ).
cnf(1770,plain,
( ~ skP4(u)
| ~ c3_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1736,1295]),
[iquote('64:Res:1736.3,1295.0')] ).
cnf(1761,plain,
( ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| skP10(u)
| c6_2(u,a620)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1735,1297]),
[iquote('64:Res:1735.3,1297.0')] ).
cnf(1762,plain,
( ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| skP10(u)
| c6_2(u,a620)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1735,1296]),
[iquote('64:Res:1735.3,1296.0')] ).
cnf(1471,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c6_2(u,a635)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1365,1232]),
[iquote('4:Res:1365.3,1232.1')] ).
cnf(1763,plain,
( ~ skP9(u)
| ~ c3_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731)
| skP10(u)
| c6_2(u,a620)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1735,1295]),
[iquote('64:Res:1735.3,1295.0')] ).
cnf(1744,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c6_2(u,a675)
| c1_2(u,a620) ),
inference(mrr,[status(thm)],[1740,302]),
[iquote('64:MRR:1740.6,302.1')] ).
cnf(1565,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c4_2(u,a676)
| c3_2(u,a676)
| c9_2(u,a747) ),
inference(mrr,[status(thm)],[1562,303]),
[iquote('54:MRR:1562.5,303.1')] ).
cnf(1564,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c4_2(u,a676)
| c3_2(u,a676)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[1563,303]),
[iquote('54:MRR:1563.5,303.1')] ).
cnf(1472,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c6_2(u,a682)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1364,1232]),
[iquote('4:Res:1364.3,1232.1')] ).
cnf(1552,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a712)
| skP10(u)
| c6_2(u,a712)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1544,1297]),
[iquote('54:Res:1544.3,1297.0')] ).
cnf(1553,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a712)
| skP10(u)
| c6_2(u,a712)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1544,1296]),
[iquote('54:Res:1544.3,1296.0')] ).
cnf(1554,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c3_2(u,a712)
| skP10(u)
| c6_2(u,a712)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1544,1295]),
[iquote('54:Res:1544.3,1295.0')] ).
cnf(1555,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a712)
| c3_2(u,a712)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1544,1230]),
[iquote('54:Res:1544.3,1230.1')] ).
cnf(1473,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c6_2(u,a731)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1363,1232]),
[iquote('4:Res:1363.3,1232.1')] ).
cnf(1982,plain,
( ~ skP3(u)
| ~ skP5(u)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,a676)
| c6_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1672]),
[iquote('62:Res:271.1,1672.1')] ).
cnf(1983,plain,
( ~ skP2(u)
| ~ skP5(u)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,a675)
| c6_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[270,1672]),
[iquote('62:Res:270.1,1672.1')] ).
cnf(1984,plain,
( ~ skP0(u)
| ~ skP5(u)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,a635)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1672]),
[iquote('62:Res:266.1,1672.1')] ).
cnf(1995,plain,
( ~ skP6(u)
| ~ skP5(u)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c6_2(u,a712) ),
inference(mrr,[status(thm)],[1981,307]),
[iquote('62:MRR:1981.5,307.1')] ).
cnf(1672,plain,
( ~ skP5(u)
| ~ c8_2(u,v)
| c1_1(u)
| c10_2(u,a684)
| c4_2(u,a684)
| c4_2(u,v)
| c6_2(u,v) ),
inference(res,[status(thm),theory(equality)],[274,1671]),
[iquote('62:Res:274.1,1671.0')] ).
cnf(1556,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c2_1(u)
| c5_2(u,a712)
| c3_2(u,a712)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1544,1229]),
[iquote('54:Res:1544.3,1229.1')] ).
cnf(1476,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a638)
| c3_2(u,a638) ),
inference(mrr,[status(thm)],[1470,1243]),
[iquote('20:MRR:1470.3,1243.1')] ).
cnf(1436,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a635)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1365,1297]),
[iquote('31:Res:1365.3,1297.0')] ).
cnf(1437,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a682)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1364,1297]),
[iquote('31:Res:1364.3,1297.0')] ).
cnf(1438,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a731)
| skP10(u)
| c6_2(u,a638)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1363,1297]),
[iquote('31:Res:1363.3,1297.0')] ).
cnf(1428,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a635)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1365,1296]),
[iquote('31:Res:1365.3,1296.0')] ).
cnf(1429,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a682)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1364,1296]),
[iquote('31:Res:1364.3,1296.0')] ).
cnf(1430,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a731)
| skP10(u)
| c6_2(u,a638)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1363,1296]),
[iquote('31:Res:1363.3,1296.0')] ).
cnf(1420,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a635)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1365,1295]),
[iquote('31:Res:1365.3,1295.0')] ).
cnf(1421,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a682)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1364,1295]),
[iquote('31:Res:1364.3,1295.0')] ).
cnf(1422,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c3_2(u,a638)
| c6_2(u,a731)
| skP10(u)
| c6_2(u,a638)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1363,1295]),
[iquote('31:Res:1363.3,1295.0')] ).
cnf(1409,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a635)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1365,1230]),
[iquote('4:Res:1365.3,1230.1')] ).
cnf(1410,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a682)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1364,1230]),
[iquote('4:Res:1364.3,1230.1')] ).
cnf(1411,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a731)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1363,1230]),
[iquote('4:Res:1363.3,1230.1')] ).
cnf(1395,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a635)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1365,1229]),
[iquote('4:Res:1365.3,1229.1')] ).
cnf(1396,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a682)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1364,1229]),
[iquote('4:Res:1364.3,1229.1')] ).
cnf(1397,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c2_1(u)
| c6_2(u,a731)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[1363,1229]),
[iquote('4:Res:1363.3,1229.1')] ).
cnf(1964,plain,
skP10(a618),
inference(spt,[],[1961]),
[iquote('68:Spt:1961.3')] ).
cnf(1898,plain,
( ~ c3_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1897,1312]),
[iquote('66:MRR:1897.1,1312.2')] ).
cnf(1908,plain,
( ~ skP3(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c10_1(u)
| c2_1(u)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(mrr,[status(thm)],[1900,303]),
[iquote('24:MRR:1900.5,303.1')] ).
cnf(1896,plain,
( ~ c3_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1895,1312]),
[iquote('66:MRR:1895.1,1312.2')] ).
cnf(1894,plain,
( ~ c3_1(u)
| c7_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a666)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1893,1312]),
[iquote('66:MRR:1893.1,1312.2')] ).
cnf(1876,plain,
( c6_1(u)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1875,1267]),
[iquote('66:MRR:1875.0,1267.2')] ).
cnf(1874,plain,
( c6_1(u)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1873,1267]),
[iquote('66:MRR:1873.0,1267.2')] ).
cnf(1862,plain,
( ~ skP3(u)
| ~ skP9(u)
| ~ c4_1(u)
| ~ c4_2(u,a676)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(mrr,[status(thm)],[1854,303]),
[iquote('10:MRR:1854.4,303.1')] ).
cnf(1872,plain,
( c6_1(u)
| c3_1(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a720)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1871,1267]),
[iquote('66:MRR:1871.0,1267.2')] ).
cnf(1830,plain,
( ~ skP0(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1829,267]),
[iquote('66:MRR:1829.1,267.1')] ).
cnf(1828,plain,
( ~ skP0(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1827,267]),
[iquote('66:MRR:1827.1,267.1')] ).
cnf(1836,plain,
( ~ c3_1(u)
| ~ c4_2(u,a620)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1312,1831]),
[iquote('67:Res:1312.2,1831.0')] ).
cnf(1826,plain,
( ~ skP0(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a635)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1825,267]),
[iquote('66:MRR:1825.1,267.1')] ).
cnf(1816,plain,
( ~ skP4(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1815,272]),
[iquote('66:MRR:1815.1,272.1')] ).
cnf(1814,plain,
( ~ skP4(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1813,272]),
[iquote('66:MRR:1813.1,272.1')] ).
cnf(1835,plain,
( ~ c4_2(u,a620)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720) ),
inference(res,[status(thm),theory(equality)],[1267,1831]),
[iquote('67:Res:1267.2,1831.0')] ).
cnf(1812,plain,
( ~ skP4(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a682)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1811,272]),
[iquote('66:MRR:1811.1,272.1')] ).
cnf(1803,plain,
( ~ skP9(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1802,278]),
[iquote('66:MRR:1802.1,278.1')] ).
cnf(1801,plain,
( ~ skP9(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1800,278]),
[iquote('66:MRR:1800.1,278.1')] ).
cnf(1589,plain,
( ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c10_1(u)
| c2_1(u)
| c5_2(u,v)
| c8_2(u,a613)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1277,1254]),
[iquote('24:Res:1277.2,1254.1')] ).
cnf(1799,plain,
( ~ skP9(u)
| c5_2(u,a620)
| skP10(u)
| c6_2(u,a731)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1798,278]),
[iquote('66:MRR:1798.1,278.1')] ).
cnf(1778,plain,
( ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c5_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[1312,1773]),
[iquote('66:Res:1312.2,1773.0')] ).
cnf(1739,plain,
( ~ c3_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a666)
| c1_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[1312,1734]),
[iquote('64:Res:1312.2,1734.0')] ).
cnf(1777,plain,
( c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c5_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[1267,1773]),
[iquote('66:Res:1267.2,1773.0')] ).
cnf(1588,plain,
( ~ skP9(u)
| ~ c4_1(u)
| ~ c8_2(u,v)
| ~ c4_2(u,v)
| c5_2(u,v)
| c8_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[279,1254]),
[iquote('10:Res:279.1,1254.1')] ).
cnf(1738,plain,
( c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a720)
| c1_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[1267,1734]),
[iquote('64:Res:1267.2,1734.0')] ).
cnf(1834,plain,
( ~ skP0(u)
| ~ c4_2(u,a620)
| c6_2(u,a635)
| c1_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[267,1831]),
[iquote('67:Res:267.1,1831.0')] ).
cnf(1833,plain,
( ~ skP4(u)
| ~ c4_2(u,a620)
| c6_2(u,a682)
| c1_2(u,a682) ),
inference(res,[status(thm),theory(equality)],[272,1831]),
[iquote('67:Res:272.1,1831.0')] ).
cnf(1832,plain,
( ~ skP9(u)
| ~ c4_2(u,a620)
| c6_2(u,a731)
| c1_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[278,1831]),
[iquote('67:Res:278.1,1831.0')] ).
cnf(1831,plain,
( ~ c3_2(u,v)
| ~ c4_2(u,a620)
| c6_2(u,v)
| c1_2(u,v) ),
inference(spt,[],[1179]),
[iquote('67:Spt:1179.3,1179.6,1179.9,1179.10')] ).
cnf(1776,plain,
( ~ skP0(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c5_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[267,1773]),
[iquote('66:Res:267.1,1773.0')] ).
cnf(1775,plain,
( ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c5_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[272,1773]),
[iquote('66:Res:272.1,1773.0')] ).
cnf(1774,plain,
( ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c5_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[278,1773]),
[iquote('66:Res:278.1,1773.0')] ).
cnf(1737,plain,
( ~ skP0(u)
| c6_2(u,a635)
| c1_2(u,a635)
| c1_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[267,1734]),
[iquote('64:Res:267.1,1734.0')] ).
cnf(1773,plain,
( ~ c3_2(u,v)
| c6_2(u,v)
| c1_2(u,v)
| c5_2(u,a620) ),
inference(spt,[],[1178]),
[iquote('66:Spt:1178.3,1178.8,1178.9,1178.10')] ).
cnf(1736,plain,
( ~ skP4(u)
| c6_2(u,a682)
| c1_2(u,a682)
| c1_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[272,1734]),
[iquote('64:Res:272.1,1734.0')] ).
cnf(1735,plain,
( ~ skP9(u)
| c6_2(u,a731)
| c1_2(u,a731)
| c1_2(u,a620) ),
inference(res,[status(thm),theory(equality)],[278,1734]),
[iquote('64:Res:278.1,1734.0')] ).
cnf(1758,plain,
c6_2(a614,a615),
inference(spt,[],[1753]),
[iquote('65:Spt:1753.2')] ).
cnf(1734,plain,
( ~ c3_2(u,v)
| c6_2(u,v)
| c1_2(u,v)
| c1_2(u,a620) ),
inference(spt,[],[1177]),
[iquote('64:Spt:1177.3,1177.8,1177.9,1177.10')] ).
cnf(1733,plain,
( ~ c1_1(a756)
| ~ c8_1(a756)
| ~ skP1(a756)
| c5_1(a756)
| c8_2(a756,a661)
| c10_2(a756,a661) ),
inference(ssi,[status(thm)],[1732,1136]),
[iquote('56:SSi:1732.2,1136.0')] ).
cnf(1727,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ skP1(u)
| c5_1(u)
| c4_2(u,a661) ),
inference(mrr,[status(thm)],[1716,301]),
[iquote('56:MRR:1716.5,301.1')] ).
cnf(1583,plain,
( ~ c1_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c5_1(u)
| c6_2(u,v)
| c1_2(u,v)
| c4_2(u,v) ),
inference(obv,[status(thm),theory(equality)],[1578]),
[iquote('56:Obv:1578.4')] ).
cnf(1704,plain,
( ~ c5_2(u,v)
| ~ c10_2(u,w)
| ~ c2_2(u,w)
| ~ c7_2(u,w)
| ~ c3_2(u,v)
| ~ c2_2(u,v)
| c8_1(u) ),
inference(spt,[],[1215]),
[iquote('63:Spt:1215.1,1215.2,1215.3,1215.4,1215.5,1215.6,1215.8')] ).
cnf(1575,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1568,267]),
[iquote('54:MRR:1568.3,267.1')] ).
cnf(1574,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1569,267]),
[iquote('54:MRR:1569.3,267.1')] ).
cnf(1573,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c4_2(u,a635)
| skP10(u)
| c6_2(u,a635)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1570,267]),
[iquote('54:MRR:1570.3,267.1')] ).
cnf(1520,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c6_1(u)
| ~ c3_1(u)
| c2_1(u)
| c5_2(u,a715)
| c6_2(u,a715) ),
inference(mrr,[status(thm)],[1519,309]),
[iquote('53:MRR:1519.7,309.1')] ).
cnf(1671,plain,
( ~ c1_2(u,v)
| ~ c8_2(u,w)
| c1_1(u)
| c10_2(u,v)
| c4_2(u,v)
| c4_2(u,w)
| c6_2(u,w) ),
inference(spt,[],[1304]),
[iquote('62:Spt:1304.1,1304.2,1304.3,1304.5,1304.6,1304.7,1304.8')] ).
cnf(1465,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c9_2(u,a722)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715) ),
inference(obv,[status(thm),theory(equality)],[1459]),
[iquote('51:Obv:1459.4')] ).
cnf(1464,plain,
( ~ skP7(u)
| ~ c9_1(u)
| ~ c5_2(u,a722)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715) ),
inference(obv,[status(thm),theory(equality)],[1460]),
[iquote('51:Obv:1460.4')] ).
cnf(1666,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| c3_2(u,a675) ),
inference(mrr,[status(thm)],[1664,270]),
[iquote('61:MRR:1664.5,270.1')] ).
cnf(1665,plain,
( ~ c9_1(u)
| ~ c10_1(u)
| ~ c4_1(u)
| ~ c8_2(u,a732)
| skP9(u) ),
inference(mrr,[status(thm)],[1663,1260]),
[iquote('61:MRR:1663.5,1260.1')] ).
cnf(1662,plain,
( ~ c10_1(u)
| ~ c4_1(u)
| ~ c4_2(u,v)
| ~ c8_2(u,v)
| c3_2(u,v) ),
inference(spt,[],[1075]),
[iquote('61:Spt:1075.0,1075.1,1075.4,1075.5,1075.7')] ).
cnf(1414,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a638)
| c3_2(u,a638)
| c9_2(u,a747) ),
inference(mrr,[status(thm)],[1408,1243]),
[iquote('20:MRR:1408.2,1243.1')] ).
cnf(1661,plain,
c7_1(a614),
inference(spt,[],[1660]),
[iquote('60:Spt:1660.1')] ).
cnf(1659,plain,
c6_2(a614,a616),
inference(mrr,[status(thm)],[1488,1658]),
[iquote('59:MRR:1488.0,1658.0')] ).
cnf(1658,plain,
c8_1(a614),
inference(spt,[],[1656]),
[iquote('59:Spt:1656.2')] ).
cnf(1649,plain,
( ~ c3_2(u,v)
| ~ c10_2(u,w)
| ~ c3_2(u,w)
| c8_1(u)
| c4_2(u,v)
| c6_2(u,v)
| c8_2(u,w) ),
inference(spt,[],[1281]),
[iquote('58:Spt:1281.0,1281.1,1281.2,1281.3,1281.4,1281.5,1281.6')] ).
cnf(1400,plain,
( ~ c1_1(u)
| ~ c2_1(u)
| c3_1(u)
| c6_2(u,a720)
| c5_2(u,a638)
| c3_2(u,a638)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[1394,1243]),
[iquote('20:MRR:1394.2,1243.1')] ).
cnf(1624,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c10_1(u)
| c5_2(u,a715) ),
inference(mrr,[status(thm)],[1616,309]),
[iquote('57:MRR:1616.6,309.1')] ).
cnf(1623,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| c10_1(u)
| c5_2(u,a715)
| c9_2(u,a747) ),
inference(mrr,[status(thm)],[1620,309]),
[iquote('57:MRR:1620.5,309.1')] ).
cnf(1622,plain,
( ~ skP7(u)
| ~ c5_1(u)
| ~ c2_1(u)
| c10_1(u)
| c5_2(u,a715)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[1621,309]),
[iquote('57:MRR:1621.5,309.1')] ).
cnf(1608,plain,
( ~ c8_1(u)
| ~ c5_1(u)
| skP1(u)
| c10_1(u)
| c3_2(u,a662)
| c1_2(u,a662) ),
inference(res,[status(thm),theory(equality)],[1255,1607]),
[iquote('57:Res:1255.2,1607.1')] ).
cnf(1615,plain,
( ~ skP7(u)
| ~ c5_1(u)
| c10_1(u)
| c1_2(u,a715) ),
inference(mrr,[status(thm)],[1609,309]),
[iquote('57:MRR:1609.3,309.1')] ).
cnf(1614,plain,
( ~ c5_1(a614)
| c10_1(a614)
| c3_2(a614,a616) ),
inference(mrr,[status(thm)],[1613,1166]),
[iquote('57:MRR:1613.3,1166.0')] ).
cnf(1607,plain,
( ~ c5_1(u)
| ~ c10_2(u,v)
| c10_1(u)
| c3_2(u,v)
| c1_2(u,v) ),
inference(spt,[],[1253]),
[iquote('57:Spt:1253.0,1253.1,1253.4,1253.5,1253.6')] ).
cnf(1463,plain,
( ~ skP7(u)
| ~ c9_1(u)
| c2_1(u)
| c6_1(u)
| c4_2(u,a715)
| c5_2(u,a715)
| c8_2(u,a722) ),
inference(obv,[status(thm),theory(equality)],[1462]),
[iquote('51:Obv:1462.3')] ).
cnf(1542,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c7_1(u)
| c1_2(u,a666)
| c4_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1313,1537]),
[iquote('54:Res:1313.2,1537.2')] ).
cnf(1254,plain,
( ~ c4_1(u)
| ~ c9_2(u,v)
| ~ c8_2(u,w)
| ~ c4_2(u,w)
| c5_2(u,w)
| c8_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1175,1247]),
[iquote('10:MRR:1175.1,1247.0')] ).
cnf(1547,plain,
( ~ skP11(u)
| ~ c9_1(u)
| ~ c10_1(u)
| ~ c8_2(u,a749)
| c1_2(u,a749) ),
inference(res,[status(thm),theory(equality)],[280,1546]),
[iquote('55:Res:280.1,1546.2')] ).
cnf(1550,plain,
( ~ c9_1(a614)
| ~ c10_1(a614)
| ~ c8_2(a614,u)
| c9_2(a614,u)
| c1_2(a614,u) ),
inference(res,[status(thm),theory(equality)],[1168,1546]),
[iquote('55:Res:1168.0,1546.2')] ).
cnf(1577,plain,
( ~ c1_1(u)
| ~ skP8(u)
| c5_1(u)
| c4_2(u,a718)
| c6_2(u,a718) ),
inference(res,[status(thm),theory(equality)],[1576,310]),
[iquote('56:Res:1576.4,310.1')] ).
cnf(1576,plain,
( ~ c1_1(u)
| c5_1(u)
| c4_2(u,v)
| c6_2(u,v)
| c8_2(u,v) ),
inference(spt,[],[1234]),
[iquote('56:Spt:1234.0,1234.3,1234.5,1234.6,1234.7')] ).
cnf(1541,plain,
( ~ skP0(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_2(u,a635)
| c4_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[266,1537]),
[iquote('54:Res:266.1,1537.2')] ).
cnf(1539,plain,
( ~ skP3(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_2(u,a676)
| c4_2(u,a676) ),
inference(res,[status(thm),theory(equality)],[271,1537]),
[iquote('54:Res:271.1,1537.2')] ).
cnf(1545,plain,
( ~ skP2(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c4_2(u,a675) ),
inference(mrr,[status(thm)],[1540,302]),
[iquote('54:MRR:1540.3,302.1')] ).
cnf(1544,plain,
( ~ skP6(u)
| ~ c8_1(u)
| ~ c6_1(u)
| c1_2(u,a712) ),
inference(mrr,[status(thm)],[1538,307]),
[iquote('54:MRR:1538.4,307.1')] ).
cnf(1546,plain,
( ~ c9_1(u)
| ~ c10_1(u)
| ~ c7_2(u,v)
| ~ c8_2(u,v)
| c1_2(u,v) ),
inference(spt,[],[1299]),
[iquote('55:Spt:1299.1,1299.2,1299.3,1299.4,1299.5')] ).
cnf(1537,plain,
( ~ c8_1(u)
| ~ c6_1(u)
| ~ c8_2(u,v)
| c1_2(u,v)
| c4_2(u,v) ),
inference(spt,[],[1270]),
[iquote('54:Spt:1270.0,1270.1,1270.2,1270.4,1270.5')] ).
cnf(1517,plain,
( ~ c3_1(u)
| ~ skC33
| ~ c6_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c2_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1513]),
[iquote('36:Obv:1513.3')] ).
cnf(1512,plain,
( ~ skP0(u)
| ~ skC33
| ~ c6_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c2_2(u,a751) ),
inference(res,[status(thm),theory(equality)],[266,1054]),
[iquote('2:Res:266.1,1054.1')] ).
cnf(1518,plain,
( ~ c6_1(u)
| ~ c3_1(u)
| ~ c2_2(u,v)
| c6_2(u,v)
| c3_2(u,v) ),
inference(spt,[],[1172]),
[iquote('53:Spt:1172.0,1172.1,1172.2,1172.4,1172.5')] ).
cnf(1511,plain,
( ~ skP2(u)
| ~ skC33
| ~ c6_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c2_2(u,a751) ),
inference(res,[status(thm),theory(equality)],[270,1054]),
[iquote('2:Res:270.1,1054.1')] ).
cnf(1508,plain,
( ~ c3_1(u)
| ~ skC33
| ~ c6_2(u,a666)
| c7_1(u)
| c9_2(u,a666)
| c3_2(u,a751) ),
inference(obv,[status(thm),theory(equality)],[1504]),
[iquote('36:Obv:1504.3')] ).
cnf(1516,plain,
( ~ skP3(u)
| ~ skC33
| ~ c6_2(u,a676)
| c7_1(u)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[1510,304]),
[iquote('2:MRR:1510.4,304.1')] ).
cnf(1515,plain,
( ~ skP6(u)
| ~ skC33
| ~ c6_2(u,a712)
| c7_1(u)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[1509,308]),
[iquote('2:MRR:1509.4,308.1')] ).
cnf(1054,plain,
( ~ skC33
| ~ c8_2(u,v)
| ~ c6_2(u,v)
| c7_1(u)
| c9_2(u,v)
| c2_2(u,a751) ),
inference(mrr,[status(thm)],[640,1024]),
[iquote('2:MRR:640.0,1024.0')] ).
cnf(1503,plain,
( ~ skP0(u)
| ~ skC33
| ~ c6_2(u,a635)
| c7_1(u)
| c9_2(u,a635)
| c3_2(u,a751) ),
inference(res,[status(thm),theory(equality)],[266,1053]),
[iquote('2:Res:266.1,1053.1')] ).
cnf(1502,plain,
( ~ skP2(u)
| ~ skC33
| ~ c6_2(u,a675)
| c7_1(u)
| c9_2(u,a675)
| c3_2(u,a751) ),
inference(res,[status(thm),theory(equality)],[270,1053]),
[iquote('2:Res:270.1,1053.1')] ).
cnf(1507,plain,
( ~ skP3(u)
| ~ skC33
| ~ c6_2(u,a676)
| c7_1(u)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[1501,304]),
[iquote('2:MRR:1501.4,304.1')] ).
cnf(1506,plain,
( ~ skP6(u)
| ~ skC33
| ~ c6_2(u,a712)
| c7_1(u)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[1500,308]),
[iquote('2:MRR:1500.4,308.1')] ).
cnf(1053,plain,
( ~ skC33
| ~ c8_2(u,v)
| ~ c6_2(u,v)
| c7_1(u)
| c9_2(u,v)
| c3_2(u,a751) ),
inference(mrr,[status(thm)],[641,1024]),
[iquote('2:MRR:641.0,1024.0')] ).
cnf(1495,plain,
( ~ skC26
| ~ c3_2(u,a726)
| c10_1(u)
| c2_1(u)
| c3_1(u)
| c10_2(u,a613)
| c1_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1277,1052]),
[iquote('24:Res:1277.2,1052.1')] ).
cnf(1480,plain,
( ~ skC26
| ~ c4_2(u,a726)
| c10_1(u)
| c2_1(u)
| c3_1(u)
| c10_2(u,a613)
| c1_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1277,1051]),
[iquote('24:Res:1277.2,1051.1')] ).
cnf(1494,plain,
( ~ skP9(u)
| ~ skC26
| ~ c3_2(u,a726)
| c3_1(u)
| c10_2(u,a731)
| c1_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[279,1052]),
[iquote('2:Res:279.1,1052.1')] ).
cnf(1479,plain,
( ~ skP9(u)
| ~ skC26
| ~ c4_2(u,a726)
| c3_1(u)
| c10_2(u,a731)
| c1_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[279,1051]),
[iquote('2:Res:279.1,1051.1')] ).
cnf(1052,plain,
( ~ skC26
| ~ c9_2(u,v)
| ~ c3_2(u,a726)
| c3_1(u)
| c10_2(u,v)
| c1_2(u,v) ),
inference(mrr,[status(thm)],[642,1024]),
[iquote('2:MRR:642.0,1024.0')] ).
cnf(1486,plain,
c3_1(a614),
inference(spt,[],[1483]),
[iquote('52:Spt:1483.3')] ).
cnf(1051,plain,
( ~ skC26
| ~ c9_2(u,v)
| ~ c4_2(u,a726)
| c3_1(u)
| c10_2(u,v)
| c1_2(u,v) ),
inference(mrr,[status(thm)],[643,1024]),
[iquote('2:MRR:643.0,1024.0')] ).
cnf(1443,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a613)
| c10_1(u)
| c2_1(u)
| c6_2(u,a613) ),
inference(res,[status(thm),theory(equality)],[1277,1228]),
[iquote('24:Res:1277.2,1228.2')] ).
cnf(1466,plain,
( ~ skP5(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c5_2(u,a684)
| c3_2(u,a684) ),
inference(res,[status(thm),theory(equality)],[274,1232]),
[iquote('4:Res:274.1,1232.1')] ).
cnf(1442,plain,
( ~ skP9(u)
| ~ c3_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a731)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[279,1228]),
[iquote('4:Res:279.1,1228.2')] ).
cnf(1475,plain,
( ~ skP7(u)
| ~ c2_1(u)
| ~ c1_2(u,a747)
| c8_1(u)
| c5_2(u,a715) ),
inference(mrr,[status(thm)],[1474,309]),
[iquote('4:MRR:1474.5,309.1')] ).
cnf(1232,plain,
( ~ c2_1(u)
| ~ c1_2(u,v)
| ~ c1_2(u,a747)
| c5_2(u,v)
| c3_2(u,v) ),
inference(mrr,[status(thm)],[1048,1221]),
[iquote('4:MRR:1048.3,1221.0')] ).
cnf(1449,plain,
( ~ skP7(u)
| ~ c9_1(u)
| c2_1(u)
| c2_2(u,a715)
| c5_2(u,a715) ),
inference(res,[status(thm),theory(equality)],[277,1447]),
[iquote('51:Res:277.1,1447.1')] ).
cnf(1454,plain,
( ~ c8_1(u)
| ~ c9_1(u)
| skP1(u)
| c2_1(u)
| c5_2(u,a662) ),
inference(mrr,[status(thm)],[1448,1256]),
[iquote('51:MRR:1448.4,1256.1')] ).
cnf(1453,plain,
( ~ c9_1(a614)
| c2_1(a614)
| c2_2(a614,a616)
| c5_2(a614,a616) ),
inference(res,[status(thm),theory(equality)],[1159,1447]),
[iquote('51:Res:1159.0,1447.1')] ).
cnf(1447,plain,
( ~ c9_1(u)
| ~ c10_2(u,v)
| c2_1(u)
| c2_2(u,v)
| c5_2(u,v) ),
inference(spt,[],[1231]),
[iquote('51:Spt:1231.0,1231.1,1231.2,1231.4,1231.5')] ).
cnf(1228,plain,
( ~ c3_1(u)
| ~ c8_1(u)
| ~ c9_2(u,v)
| ~ c10_2(u,v)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1008,1221]),
[iquote('4:MRR:1008.4,1221.0')] ).
cnf(1171,plain,
( ~ c4_1(u)
| ~ c2_2(u,v)
| ~ c4_2(u,a654)
| c6_2(u,v)
| c10_2(u,v) ),
inference(mrr,[status(thm)],[1043,1157]),
[iquote('4:MRR:1043.3,1157.0')] ).
cnf(1170,plain,
( ~ c4_1(u)
| ~ c2_2(u,v)
| ~ c9_2(u,a654)
| c6_2(u,v)
| c10_2(u,v) ),
inference(mrr,[status(thm)],[1042,1157]),
[iquote('4:MRR:1042.3,1157.0')] ).
cnf(1432,plain,
( ~ c1_1(u)
| ~ c3_2(u,a650)
| c7_1(u)
| skP10(u)
| c6_2(u,a650)
| c8_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1309,1297]),
[iquote('35:Res:1309.2,1297.0')] ).
cnf(1040,plain,
( ~ skC32
| ~ c4_2(u,a748)
| c8_1(u)
| c10_2(u,v)
| c5_2(u,v)
| c3_2(u,v) ),
inference(mrr,[status(thm)],[628,1024]),
[iquote('2:MRR:628.0,1024.0')] ).
cnf(1424,plain,
( ~ c1_1(u)
| ~ c3_2(u,a650)
| c7_1(u)
| skP10(u)
| c6_2(u,a650)
| c6_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1309,1296]),
[iquote('35:Res:1309.2,1296.0')] ).
cnf(1416,plain,
( ~ c1_1(u)
| ~ c3_2(u,a650)
| c7_1(u)
| skP10(u)
| c6_2(u,a650)
| c9_2(u,a744) ),
inference(res,[status(thm),theory(equality)],[1309,1295]),
[iquote('35:Res:1309.2,1295.0')] ).
cnf(1336,plain,
( ~ c2_2(u,v)
| ~ c9_2(u,a722)
| c6_1(u)
| c4_2(u,v)
| c5_2(u,v) ),
inference(mrr,[status(thm)],[1050,1333]),
[iquote('46:MRR:1050.0,1333.0')] ).
cnf(1335,plain,
( ~ c2_2(u,v)
| ~ c5_2(u,a722)
| c6_1(u)
| c4_2(u,v)
| c5_2(u,v) ),
inference(mrr,[status(thm)],[1049,1333]),
[iquote('46:MRR:1049.0,1333.0')] ).
cnf(1297,plain,
( ~ c1_2(u,v)
| ~ c3_2(u,v)
| skP10(u)
| c6_2(u,v)
| c8_2(u,a744) ),
inference(mrr,[status(thm)],[1036,1294]),
[iquote('31:MRR:1036.2,1294.0')] ).
cnf(1296,plain,
( ~ c1_2(u,v)
| ~ c3_2(u,v)
| skP10(u)
| c6_2(u,v)
| c6_2(u,a744) ),
inference(mrr,[status(thm)],[1035,1294]),
[iquote('31:MRR:1035.2,1294.0')] ).
cnf(1404,plain,
( ~ skP5(u)
| ~ c2_1(u)
| c5_2(u,a684)
| c3_2(u,a684)
| c9_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[274,1230]),
[iquote('4:Res:274.1,1230.1')] ).
cnf(1413,plain,
( ~ skP7(u)
| ~ c2_1(u)
| c8_1(u)
| c5_2(u,a715)
| c9_2(u,a747) ),
inference(mrr,[status(thm)],[1412,309]),
[iquote('4:MRR:1412.4,309.1')] ).
cnf(1295,plain,
( ~ c1_2(u,v)
| ~ c3_2(u,v)
| skP10(u)
| c6_2(u,v)
| c9_2(u,a744) ),
inference(mrr,[status(thm)],[1034,1294]),
[iquote('31:MRR:1034.2,1294.0')] ).
cnf(1230,plain,
( ~ c2_1(u)
| ~ c1_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c9_2(u,a747) ),
inference(mrr,[status(thm)],[1038,1221]),
[iquote('4:MRR:1038.2,1221.0')] ).
cnf(1390,plain,
( ~ skP5(u)
| ~ c2_1(u)
| c5_2(u,a684)
| c3_2(u,a684)
| c5_2(u,a747) ),
inference(res,[status(thm),theory(equality)],[274,1229]),
[iquote('4:Res:274.1,1229.1')] ).
cnf(1399,plain,
( ~ skP7(u)
| ~ c2_1(u)
| c8_1(u)
| c5_2(u,a715)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[1398,309]),
[iquote('4:MRR:1398.4,309.1')] ).
cnf(1229,plain,
( ~ c2_1(u)
| ~ c1_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c5_2(u,a747) ),
inference(mrr,[status(thm)],[1037,1221]),
[iquote('4:MRR:1037.2,1221.0')] ).
cnf(1169,plain,
( ~ c4_1(u)
| ~ c2_2(u,v)
| c6_2(u,v)
| c10_2(u,v)
| c1_2(u,a654) ),
inference(mrr,[status(thm)],[1031,1157]),
[iquote('4:MRR:1031.2,1157.0')] ).
cnf(1028,plain,
( ~ skC32
| c8_1(u)
| c10_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c1_2(u,a748) ),
inference(mrr,[status(thm)],[625,1024]),
[iquote('2:MRR:625.0,1024.0')] ).
cnf(1374,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c7_1(u)
| c6_2(u,a666) ),
inference(res,[status(thm),theory(equality)],[1312,1192]),
[iquote('36:Res:1312.2,1192.1')] ).
cnf(1379,plain,
( c2_1(u)
| c4_1(u)
| c5_1(u)
| c1_1(u)
| c10_2(u,a624)
| c3_2(u,a624) ),
inference(res,[status(thm),theory(equality)],[1338,1241]),
[iquote('47:Res:1338.2,1241.0')] ).
cnf(1373,plain,
( ~ c1_1(u)
| ~ c2_2(u,a638)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720) ),
inference(res,[status(thm),theory(equality)],[1267,1192]),
[iquote('20:Res:1267.2,1192.1')] ).
cnf(1027,plain,
( ~ skC32
| c8_1(u)
| c10_2(u,v)
| c5_2(u,v)
| c3_2(u,v)
| c10_2(u,a748) ),
inference(mrr,[status(thm)],[624,1024]),
[iquote('2:MRR:624.0,1024.0')] ).
cnf(1367,plain,
( ~ c3_1(u)
| ~ c1_1(u)
| c7_1(u)
| c6_2(u,a666)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1312,1191]),
[iquote('36:Res:1312.2,1191.1')] ).
cnf(1378,plain,
( ~ skP1(u)
| c5_1(u)
| c1_1(u)
| c10_2(u,a661)
| c3_2(u,a661) ),
inference(res,[status(thm),theory(equality)],[268,1241]),
[iquote('4:Res:268.1,1241.0')] ).
cnf(1377,plain,
( ~ skP2(u)
| c5_1(u)
| c1_1(u)
| c10_2(u,a675)
| c3_2(u,a675) ),
inference(res,[status(thm),theory(equality)],[269,1241]),
[iquote('4:Res:269.1,1241.0')] ).
cnf(1334,plain,
( ~ c2_2(u,v)
| c6_1(u)
| c4_2(u,v)
| c5_2(u,v)
| c8_2(u,a722) ),
inference(mrr,[status(thm)],[1039,1333]),
[iquote('46:MRR:1039.0,1333.0')] ).
cnf(1366,plain,
( ~ c1_1(u)
| c6_1(u)
| c3_1(u)
| c6_2(u,a720)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[1267,1191]),
[iquote('20:Res:1267.2,1191.1')] ).
cnf(1372,plain,
( ~ skP0(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c6_2(u,a635) ),
inference(res,[status(thm),theory(equality)],[267,1192]),
[iquote('4:Res:267.1,1192.1')] ).
cnf(1371,plain,
( ~ skP4(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c6_2(u,a682) ),
inference(res,[status(thm),theory(equality)],[272,1192]),
[iquote('4:Res:272.1,1192.1')] ).
cnf(1370,plain,
( ~ skP9(u)
| ~ c1_1(u)
| ~ c2_2(u,a638)
| c6_2(u,a731) ),
inference(res,[status(thm),theory(equality)],[278,1192]),
[iquote('4:Res:278.1,1192.1')] ).
cnf(1241,plain,
( ~ c5_2(u,v)
| c5_1(u)
| c1_1(u)
| c10_2(u,v)
| c3_2(u,v) ),
inference(mrr,[status(thm)],[1193,1221]),
[iquote('4:MRR:1193.1,1221.0')] ).
cnf(1365,plain,
( ~ skP0(u)
| ~ c1_1(u)
| c6_2(u,a635)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[267,1191]),
[iquote('4:Res:267.1,1191.1')] ).
cnf(1364,plain,
( ~ skP4(u)
| ~ c1_1(u)
| c6_2(u,a682)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[272,1191]),
[iquote('4:Res:272.1,1191.1')] ).
cnf(1363,plain,
( ~ skP9(u)
| ~ c1_1(u)
| c6_2(u,a731)
| c1_2(u,a638) ),
inference(res,[status(thm),theory(equality)],[278,1191]),
[iquote('4:Res:278.1,1191.1')] ).
cnf(1192,plain,
( ~ c1_1(u)
| ~ c3_2(u,v)
| ~ c2_2(u,a638)
| c6_2(u,v) ),
inference(mrr,[status(thm)],[1029,1158]),
[iquote('4:MRR:1029.1,1158.0')] ).
cnf(1191,plain,
( ~ c1_1(u)
| ~ c3_2(u,v)
| c6_2(u,v)
| c1_2(u,a638) ),
inference(mrr,[status(thm)],[1026,1158]),
[iquote('4:MRR:1026.1,1158.0')] ).
cnf(1360,plain,
( ~ skP7(u)
| c8_1(u)
| c5_2(u,a715)
| c1_2(u,a715) ),
inference(res,[status(thm),theory(equality)],[277,1180]),
[iquote('4:Res:277.1,1180.0')] ).
cnf(1180,plain,
( ~ c10_2(u,v)
| c8_1(u)
| c5_2(u,v)
| c1_2(u,v) ),
inference(mrr,[status(thm)],[1155,1157]),
[iquote('4:MRR:1155.1,1157.0')] ).
cnf(1356,plain,
( ~ skP0(a618)
| ~ c9_2(a618,a635)
| c4_2(a618,a635) ),
inference(res,[status(thm),theory(equality)],[266,1326]),
[iquote('39:Res:266.1,1326.0')] ).
cnf(1355,plain,
( ~ skP2(a618)
| ~ c9_2(a618,a675)
| c4_2(a618,a675) ),
inference(res,[status(thm),theory(equality)],[270,1326]),
[iquote('39:Res:270.1,1326.0')] ).
cnf(1358,plain,
( ~ c9_2(a618,a666)
| c7_1(a618)
| c4_2(a618,a666) ),
inference(ssi,[status(thm)],[1357,1324]),
[iquote('39:SSi:1357.0,1324.0')] ).
cnf(1326,plain,
( ~ c8_2(a618,u)
| ~ c9_2(a618,u)
| c4_2(a618,u) ),
inference(mrr,[status(thm)],[1154,1323]),
[iquote('39:MRR:1154.2,1323.0')] ).
cnf(1190,plain,
( ~ c6_1(u)
| ~ c5_1(u)
| ~ c4_1(u)
| c8_1(a637) ),
inference(mrr,[status(thm)],[612,1158]),
[iquote('4:MRR:612.3,1158.0')] ).
cnf(1189,plain,
( ~ c6_1(u)
| ~ c5_1(u)
| ~ c4_1(u)
| c5_1(a637) ),
inference(mrr,[status(thm)],[611,1158]),
[iquote('4:MRR:611.3,1158.0')] ).
cnf(1349,plain,
( ~ c9_1(a756)
| skP9(a756)
| c8_2(a756,a732)
| c10_2(a756,a732) ),
inference(res,[status(thm),theory(equality)],[1343,1146]),
[iquote('50:Res:1343.2,1146.0')] ).
cnf(1351,plain,
( ~ skP7(a618)
| c8_2(a618,a715)
| c6_2(a618,a715) ),
inference(res,[status(thm),theory(equality)],[277,1325]),
[iquote('39:Res:277.1,1325.0')] ).
cnf(1188,plain,
( ~ c6_1(u)
| ~ c5_1(u)
| ~ c4_1(u)
| c3_1(a637) ),
inference(mrr,[status(thm)],[610,1158]),
[iquote('4:MRR:610.3,1158.0')] ).
cnf(1352,plain,
( ~ c8_1(a618)
| skP1(a618)
| c8_2(a618,a662) ),
inference(mrr,[status(thm)],[1350,1257]),
[iquote('39:MRR:1350.3,1257.1')] ).
cnf(1325,plain,
( ~ c10_2(a618,u)
| c8_2(a618,u)
| c6_2(a618,u) ),
inference(mrr,[status(thm)],[1153,1323]),
[iquote('39:MRR:1153.1,1323.0')] ).
cnf(1318,plain,
( ~ c1_1(u)
| ~ c9_1(u)
| ~ c9_2(u,a706) ),
inference(mrr,[status(thm)],[1227,1315]),
[iquote('37:MRR:1227.3,1315.0')] ).
cnf(1146,plain,
( ~ c4_2(a756,u)
| c8_2(a756,u)
| c10_2(a756,u) ),
inference(mrr,[status(thm)],[1125,1134]),
[iquote('3:MRR:1125.1,1134.0')] ).
cnf(567,plain,
( ~ c10_1(u)
| ~ skC23
| skP8(u)
| c2_2(u,a719) ),
inference(mrr,[status(thm)],[353,536]),
[iquote('0:MRR:353.2,536.0')] ).
cnf(1317,plain,
( ~ c1_1(u)
| ~ c9_1(u)
| c6_2(u,a706) ),
inference(mrr,[status(thm)],[1225,1315]),
[iquote('37:MRR:1225.2,1315.0')] ).
cnf(1316,plain,
( ~ c1_1(u)
| ~ c9_1(u)
| c5_2(u,a706) ),
inference(mrr,[status(thm)],[1224,1315]),
[iquote('37:MRR:1224.2,1315.0')] ).
cnf(1314,plain,
( ~ c3_1(u)
| ~ c7_2(u,a666)
| c7_1(u) ),
inference(mrr,[status(thm)],[1226,1311]),
[iquote('36:MRR:1226.2,1311.0')] ).
cnf(1343,plain,
( ~ c9_1(u)
| skP9(u)
| c4_2(u,a732) ),
inference(mrr,[status(thm)],[565,1342]),
[iquote('50:MRR:565.1,1342.0')] ).
cnf(1339,plain,
( ~ c9_2(u,a624)
| c2_1(u)
| c4_1(u) ),
inference(mrr,[status(thm)],[569,1337]),
[iquote('47:MRR:569.0,1337.0')] ).
cnf(1313,plain,
( ~ c3_1(u)
| c7_1(u)
| c8_2(u,a666) ),
inference(mrr,[status(thm)],[1223,1311]),
[iquote('36:MRR:1223.1,1311.0')] ).
cnf(1312,plain,
( ~ c3_1(u)
| c7_1(u)
| c3_2(u,a666) ),
inference(mrr,[status(thm)],[1222,1311]),
[iquote('36:MRR:1222.1,1311.0')] ).
cnf(1310,plain,
( ~ c1_1(u)
| c7_1(u)
| c7_2(u,a650) ),
inference(mrr,[status(thm)],[1210,1307]),
[iquote('35:MRR:1210.1,1307.0')] ).
cnf(1309,plain,
( ~ c1_1(u)
| c7_1(u)
| c1_2(u,a650) ),
inference(mrr,[status(thm)],[1209,1307]),
[iquote('35:MRR:1209.1,1307.0')] ).
cnf(1308,plain,
( ~ c1_1(u)
| c7_1(u)
| c5_2(u,a650) ),
inference(mrr,[status(thm)],[1208,1307]),
[iquote('35:MRR:1208.1,1307.0')] ).
cnf(1278,plain,
( ~ c2_2(u,a613)
| c10_1(u)
| c2_1(u) ),
inference(mrr,[status(thm)],[1211,1276]),
[iquote('24:MRR:1211.1,1276.0')] ).
cnf(1268,plain,
( ~ c10_2(u,a720)
| c6_1(u)
| c3_1(u) ),
inference(mrr,[status(thm)],[566,1266]),
[iquote('20:MRR:566.0,1266.0')] ).
cnf(1264,plain,
( ~ c4_2(u,a752)
| c3_1(u)
| c10_1(u) ),
inference(mrr,[status(thm)],[564,1262]),
[iquote('18:MRR:564.0,1262.0')] ).
cnf(1263,plain,
( ~ c7_2(u,a752)
| c3_1(u)
| c10_1(u) ),
inference(mrr,[status(thm)],[563,1262]),
[iquote('18:MRR:563.0,1262.0')] ).
cnf(1344,plain,
( ~ c10_1(a614)
| c9_2(a614,a719)
| skP8(a614) ),
inference(res,[status(thm),theory(equality)],[1168,1258]),
[iquote('14:Res:1168.0,1258.1')] ).
cnf(1338,plain,
( c2_1(u)
| c4_1(u)
| c5_2(u,a624) ),
inference(mrr,[status(thm)],[556,1337]),
[iquote('47:MRR:556.0,1337.0')] ).
cnf(1277,plain,
( c10_1(u)
| c2_1(u)
| c9_2(u,a613) ),
inference(mrr,[status(thm)],[1207,1276]),
[iquote('24:MRR:1207.0,1276.0')] ).
cnf(1267,plain,
( c6_1(u)
| c3_1(u)
| c3_2(u,a720) ),
inference(mrr,[status(thm)],[554,1266]),
[iquote('20:MRR:554.0,1266.0')] ).
cnf(546,plain,
( ~ skC22
| skP6(u)
| c9_2(u,a713) ),
inference(mrr,[status(thm)],[316,536]),
[iquote('0:MRR:316.1,536.0')] ).
cnf(309,axiom,
( ~ skP7(u)
| ~ c3_2(u,a715) ),
file('SYN422+1.p',unknown),
[] ).
cnf(310,axiom,
( ~ skP8(u)
| ~ c8_2(u,a718) ),
file('SYN422+1.p',unknown),
[] ).
cnf(301,axiom,
( ~ skP1(u)
| ~ c6_2(u,a661) ),
file('SYN422+1.p',unknown),
[] ).
cnf(307,axiom,
( ~ skP6(u)
| ~ c4_2(u,a712) ),
file('SYN422+1.p',unknown),
[] ).
cnf(300,axiom,
( ~ skP1(u)
| ~ c1_2(u,a661) ),
file('SYN422+1.p',unknown),
[] ).
cnf(302,axiom,
( ~ skP2(u)
| ~ c1_2(u,a675) ),
file('SYN422+1.p',unknown),
[] ).
cnf(305,axiom,
( ~ skP4(u)
| ~ c10_2(u,a682) ),
file('SYN422+1.p',unknown),
[] ).
cnf(313,axiom,
( ~ skP10(u)
| ~ c10_2(u,a743) ),
file('SYN422+1.p',unknown),
[] ).
cnf(303,axiom,
( ~ skP3(u)
| ~ c5_2(u,a676) ),
file('SYN422+1.p',unknown),
[] ).
cnf(306,axiom,
( ~ skP4(u)
| ~ c5_2(u,a682) ),
file('SYN422+1.p',unknown),
[] ).
cnf(314,axiom,
( ~ skP11(u)
| ~ c5_2(u,a749) ),
file('SYN422+1.p',unknown),
[] ).
cnf(299,axiom,
( ~ skP0(u)
| ~ c2_2(u,a635) ),
file('SYN422+1.p',unknown),
[] ).
cnf(304,axiom,
( ~ skP3(u)
| ~ c9_2(u,a676) ),
file('SYN422+1.p',unknown),
[] ).
cnf(308,axiom,
( ~ skP6(u)
| ~ c9_2(u,a712) ),
file('SYN422+1.p',unknown),
[] ).
cnf(312,axiom,
( ~ skP10(u)
| ~ c9_2(u,a743) ),
file('SYN422+1.p',unknown),
[] ).
cnf(1345,plain,
( ~ skP8(a614)
| c9_2(a614,a718) ),
inference(res,[status(thm),theory(equality)],[1168,311]),
[iquote('4:Res:1168.0,311.1')] ).
cnf(311,axiom,
( ~ skP8(u)
| ~ c7_2(u,a718) ),
file('SYN422+1.p',unknown),
[] ).
cnf(1168,plain,
( c7_2(a614,u)
| c9_2(a614,u) ),
inference(mrr,[status(thm)],[581,1157]),
[iquote('4:MRR:581.0,1157.0')] ).
cnf(267,axiom,
( ~ skP0(u)
| c3_2(u,a635) ),
file('SYN422+1.p',unknown),
[] ).
cnf(272,axiom,
( ~ skP4(u)
| c3_2(u,a682) ),
file('SYN422+1.p',unknown),
[] ).
cnf(278,axiom,
( ~ skP9(u)
| c3_2(u,a731) ),
file('SYN422+1.p',unknown),
[] ).
cnf(266,axiom,
( ~ skP0(u)
| c8_2(u,a635) ),
file('SYN422+1.p',unknown),
[] ).
cnf(270,axiom,
( ~ skP2(u)
| c8_2(u,a675) ),
file('SYN422+1.p',unknown),
[] ).
cnf(271,axiom,
( ~ skP3(u)
| c8_2(u,a676) ),
file('SYN422+1.p',unknown),
[] ).
cnf(276,axiom,
( ~ skP6(u)
| c8_2(u,a712) ),
file('SYN422+1.p',unknown),
[] ).
cnf(273,axiom,
( ~ skP5(u)
| c6_2(u,a684) ),
file('SYN422+1.p',unknown),
[] ).
cnf(281,axiom,
( ~ skP11(u)
| c6_2(u,a749) ),
file('SYN422+1.p',unknown),
[] ).
cnf(274,axiom,
( ~ skP5(u)
| c1_2(u,a684) ),
file('SYN422+1.p',unknown),
[] ).
cnf(277,axiom,
( ~ skP7(u)
| c10_2(u,a715) ),
file('SYN422+1.p',unknown),
[] ).
cnf(268,axiom,
( ~ skP1(u)
| c5_2(u,a661) ),
file('SYN422+1.p',unknown),
[] ).
cnf(269,axiom,
( ~ skP2(u)
| c5_2(u,a675) ),
file('SYN422+1.p',unknown),
[] ).
cnf(279,axiom,
( ~ skP9(u)
| c9_2(u,a731) ),
file('SYN422+1.p',unknown),
[] ).
cnf(275,axiom,
( ~ skP5(u)
| c7_2(u,a684) ),
file('SYN422+1.p',unknown),
[] ).
cnf(280,axiom,
( ~ skP11(u)
| c7_2(u,a749) ),
file('SYN422+1.p',unknown),
[] ).
cnf(1342,plain,
skC28,
inference(spt,[],[1249]),
[iquote('50:Spt:1249.1')] ).
cnf(1341,plain,
~ c4_0,
inference(spt,[],[1200]),
[iquote('49:Spt:1200.0')] ).
cnf(1340,plain,
~ c4_1(a733),
inference(spt,[],[1248]),
[iquote('48:Spt:1248.0')] ).
cnf(1167,plain,
~ c5_2(a614,a615),
inference(mrr,[status(thm)],[544,1157]),
[iquote('4:MRR:544.1,1157.0')] ).
cnf(1166,plain,
~ c1_2(a614,a616),
inference(mrr,[status(thm)],[543,1157]),
[iquote('4:MRR:543.1,1157.0')] ).
cnf(1293,plain,
c6_2(a656,a657),
inference(mrr,[status(thm)],[1152,1289]),
[iquote('30:MRR:1152.0,1289.0')] ).
cnf(1292,plain,
c3_2(a656,a657),
inference(mrr,[status(thm)],[1151,1289]),
[iquote('30:MRR:1151.0,1289.0')] ).
cnf(1240,plain,
~ c9_1(a608),
inference(mrr,[status(thm)],[1165,1195]),
[iquote('4:MRR:1165.1,1195.0')] ).
cnf(1239,plain,
~ c10_1(a608),
inference(mrr,[status(thm)],[1164,1195]),
[iquote('4:MRR:1164.1,1195.0')] ).
cnf(1238,plain,
~ c4_1(a608),
inference(mrr,[status(thm)],[1163,1195]),
[iquote('4:MRR:1163.1,1195.0')] ).
cnf(1337,plain,
skC4,
inference(spt,[],[1196]),
[iquote('47:Spt:1196.0')] ).
cnf(1333,plain,
skC25,
inference(spt,[],[1182]),
[iquote('46:Spt:1182.0')] ).
cnf(1161,plain,
c3_2(a614,a615),
inference(mrr,[status(thm)],[542,1157]),
[iquote('4:MRR:542.0,1157.0')] ).
cnf(1160,plain,
c9_2(a614,a616),
inference(mrr,[status(thm)],[541,1157]),
[iquote('4:MRR:541.0,1157.0')] ).
cnf(1159,plain,
c10_2(a614,a616),
inference(mrr,[status(thm)],[540,1157]),
[iquote('4:MRR:540.0,1157.0')] ).
cnf(1324,plain,
c3_1(a618),
inference(mrr,[status(thm)],[1150,1323]),
[iquote('39:MRR:1150.0,1323.0')] ).
cnf(1332,plain,
~ skC17,
inference(spt,[],[176]),
[iquote('45:Spt:176.0')] ).
cnf(1322,plain,
c1_1(a758),
inference(mrr,[status(thm)],[1220,1319]),
[iquote('38:MRR:1220.0,1319.0')] ).
cnf(1331,plain,
~ skC21,
inference(spt,[],[97]),
[iquote('44:Spt:97.0')] ).
cnf(1321,plain,
c8_1(a758),
inference(mrr,[status(thm)],[1219,1319]),
[iquote('38:MRR:1219.0,1319.0')] ).
cnf(1330,plain,
~ skC14,
inference(spt,[],[171]),
[iquote('43:Spt:171.0')] ).
cnf(1329,plain,
~ skC0,
inference(spt,[],[153]),
[iquote('42:Spt:153.0')] ).
cnf(1320,plain,
c4_1(a758),
inference(mrr,[status(thm)],[1218,1319]),
[iquote('38:MRR:1218.0,1319.0')] ).
cnf(1328,plain,
~ skC30,
inference(spt,[],[190]),
[iquote('41:Spt:190.0')] ).
cnf(1327,plain,
~ skC15,
inference(spt,[],[93]),
[iquote('40:Spt:93.0')] ).
cnf(1291,plain,
c7_1(a656),
inference(mrr,[status(thm)],[1149,1289]),
[iquote('30:MRR:1149.0,1289.0')] ).
cnf(1323,plain,
~ skC2,
inference(spt,[],[82]),
[iquote('39:Spt:82.0')] ).
cnf(1319,plain,
~ skC35,
inference(spt,[],[102]),
[iquote('38:Spt:102.0')] ).
cnf(1290,plain,
c1_1(a656),
inference(mrr,[status(thm)],[1148,1289]),
[iquote('30:MRR:1148.0,1289.0')] ).
cnf(1315,plain,
~ skC20,
inference(spt,[],[182]),
[iquote('37:Spt:182.0')] ).
cnf(1311,plain,
~ skC13,
inference(spt,[],[170]),
[iquote('36:Spt:170.0')] ).
cnf(1221,plain,
~ c6_0,
inference(mrr,[status(thm)],[1162,1194]),
[iquote('4:MRR:1162.1,1194.0')] ).
cnf(1307,plain,
~ skC8,
inference(spt,[],[88]),
[iquote('35:Spt:88.0')] ).
cnf(1303,plain,
~ skC19,
inference(spt,[],[96]),
[iquote('34:Spt:96.0')] ).
cnf(1195,plain,
~ c1_0,
inference(mrr,[status(thm)],[12,1181]),
[iquote('4:MRR:12.1,1181.0')] ).
cnf(1302,plain,
~ skC11,
inference(spt,[],[90]),
[iquote('33:Spt:90.0')] ).
cnf(1298,plain,
~ skC12,
inference(spt,[],[92]),
[iquote('32:Spt:92.0')] ).
cnf(1181,plain,
~ c8_0,
inference(mrr,[status(thm)],[67,1158]),
[iquote('4:MRR:67.0,1158.0')] ).
cnf(1294,plain,
~ skC31,
inference(spt,[],[193]),
[iquote('31:Spt:193.0')] ).
cnf(1289,plain,
~ skC10,
inference(spt,[],[89]),
[iquote('30:Spt:89.0')] ).
cnf(1288,plain,
~ skC27,
inference(spt,[],[98]),
[iquote('29:Spt:98.0')] ).
cnf(1136,plain,
c6_1(a756),
inference(mrr,[status(thm)],[20,1134]),
[iquote('3:MRR:20.0,1134.0')] ).
cnf(1287,plain,
( ~ c6_2(u,a713)
| skP6(u) ),
inference(spt,[],[550]),
[iquote('28:Spt:550.1,550.2')] ).
cnf(1286,plain,
( ~ c10_2(u,a713)
| skP6(u) ),
inference(spt,[],[549]),
[iquote('27:Spt:549.1,549.2')] ).
cnf(1285,plain,
~ skC18,
inference(spt,[],[179]),
[iquote('26:Spt:179.0')] ).
cnf(1194,plain,
c5_0,
inference(mrr,[status(thm)],[3,1181]),
[iquote('4:MRR:3.0,1181.0')] ).
cnf(1279,plain,
~ skC9,
inference(spt,[],[165]),
[iquote('25:Spt:165.0')] ).
cnf(1276,plain,
~ skC1,
inference(spt,[],[80]),
[iquote('24:Spt:80.0')] ).
cnf(1275,plain,
~ skC3,
inference(spt,[],[84]),
[iquote('23:Spt:84.0')] ).
cnf(1158,plain,
c2_0,
inference(mrr,[status(thm)],[1,1157]),
[iquote('4:MRR:1.0,1157.0')] ).
cnf(1274,plain,
~ skC16,
inference(spt,[],[173]),
[iquote('22:Spt:173.0')] ).
cnf(1269,plain,
~ skC6,
inference(spt,[],[86]),
[iquote('21:Spt:86.0')] ).
cnf(1266,plain,
skC24,
inference(spt,[],[137]),
[iquote('20:Spt:137.1')] ).
cnf(1135,plain,
c3_0,
inference(mrr,[status(thm)],[2,1134]),
[iquote('3:MRR:2.0,1134.0')] ).
cnf(1265,plain,
~ skC29,
inference(spt,[],[188]),
[iquote('19:Spt:188.0')] ).
cnf(1262,plain,
skC34,
inference(spt,[],[150]),
[iquote('18:Spt:150.1')] ).
cnf(1261,plain,
~ skC7,
inference(spt,[],[162]),
[iquote('17:Spt:162.0')] ).
cnf(1260,plain,
( ~ c9_1(u)
| ~ c3_2(u,a732)
| skP9(u) ),
inference(spt,[],[583]),
[iquote('16:Spt:583.0,583.2,583.3')] ).
cnf(1259,plain,
( ~ c10_1(u)
| ~ c4_2(u,a719)
| skP8(u) ),
inference(spt,[],[584]),
[iquote('15:Spt:584.0,584.2,584.3')] ).
cnf(1258,plain,
( ~ c10_1(u)
| ~ c7_2(u,a719)
| skP8(u) ),
inference(spt,[],[585]),
[iquote('14:Spt:585.0,585.2,585.3')] ).
cnf(536,plain,
ndr1_0,
inference(mrr,[status(thm)],[75,4,9]),
[iquote('0:MRR:75.0,75.2,4.1,9.0')] ).
cnf(1257,plain,
( ~ c8_1(u)
| ~ c6_2(u,a662)
| skP1(u) ),
inference(spt,[],[579]),
[iquote('13:Spt:579.0,579.1,579.3')] ).
cnf(1256,plain,
( ~ c8_1(u)
| ~ c2_2(u,a662)
| skP1(u) ),
inference(spt,[],[578]),
[iquote('12:Spt:578.0,578.1,578.3')] ).
cnf(1255,plain,
( ~ c8_1(u)
| skP1(u)
| c10_2(u,a662) ),
inference(spt,[],[561]),
[iquote('11:Spt:561.0,561.2,561.3')] ).
cnf(1247,plain,
c10_0,
inference(spt,[],[220]),
[iquote('10:Spt:220.1')] ).
cnf(1246,plain,
( ~ c7_1(u)
| ~ c8_1(u)
| ~ c10_2(u,a627) ),
inference(spt,[],[603]),
[iquote('9:Spt:603.0,603.1,603.3')] ).
cnf(1245,plain,
( ~ c7_1(u)
| ~ c8_1(u)
| ~ c5_2(u,a627) ),
inference(spt,[],[602]),
[iquote('8:Spt:602.0,602.1,602.3')] ).
cnf(1244,plain,
( ~ c7_1(u)
| ~ c8_1(u)
| ~ c2_2(u,a627) ),
inference(spt,[],[601]),
[iquote('7:Spt:601.0,601.1,601.3')] ).
cnf(1243,plain,
( ~ c2_1(u)
| ~ c6_1(u)
| c3_1(u) ),
inference(spt,[],[606]),
[iquote('6:Spt:606.0,606.1,606.3')] ).
cnf(1242,plain,
( c3_1(u)
| c5_1(u)
| c2_1(u) ),
inference(spt,[],[590]),
[iquote('5:Spt:590.2,590.3,590.4')] ).
cnf(1157,plain,
~ c9_0,
inference(spt,[],[537]),
[iquote('4:Spt:537.0')] ).
cnf(1134,plain,
~ c7_0,
inference(spt,[],[538]),
[iquote('3:Spt:538.0')] ).
cnf(1024,plain,
ndr1_1(u),
inference(spt,[],[545]),
[iquote('2:Spt:545.1')] ).
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : SYN422+1 : TPTP v8.1.0. Released v2.1.0.
% 0.03/0.12 % Command : run_spass %d %s
% 0.13/0.33 % Computer : n006.cluster.edu
% 0.13/0.33 % Model : x86_64 x86_64
% 0.13/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.33 % Memory : 8042.1875MB
% 0.13/0.33 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.33 % CPULimit : 300
% 0.13/0.33 % WCLimit : 600
% 0.13/0.33 % DateTime : Mon Jul 11 14:26:05 EDT 2022
% 0.13/0.33 % CPUTime :
% 1.74/1.98
% 1.74/1.98 SPASS V 3.9
% 1.74/1.98 SPASS beiseite: Completion found.
% 1.74/1.98 % SZS status CounterSatisfiable
% 1.74/1.98 Problem: /export/starexec/sandbox/benchmark/theBenchmark.p
% 1.74/1.98 SPASS derived 4171 clauses, backtracked 0 clauses, performed 71 splits and kept 2056 clauses.
% 1.74/1.98 SPASS allocated 106014 KBytes.
% 1.74/1.98 SPASS spent 0:00:01.64 on the problem.
% 1.74/1.98 0:00:00.04 for the input.
% 1.74/1.98 0:00:00.24 for the FLOTTER CNF translation.
% 1.74/1.98 0:00:00.09 for inferences.
% 1.74/1.98 0:00:00.00 for the backtracking.
% 1.74/1.98 0:00:01.13 for the reduction.
% 1.74/1.98
% 1.74/1.98
% 1.74/1.98 The saturated set of worked-off clauses is :
% 1.74/1.98 % SZS output start Saturation
% See solution above
%------------------------------------------------------------------------------