%------------------------------------------------------------------------------
% File : Vampire---5.0.1
% Problem : PUZ127^5 : TPTP v9.3.1. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM
% Computer : n013.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8046.5625MB
% OS : Linux 6.8.0-71-generic
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Wed Sep 30 08:20:57 AM UTC 2026
% Result : Theorem 13.33s 2.50s
% Output : Refutation 13.33s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.03 % Problem : PUZ127^5 : TPTP v9.3.1. Released v4.0.0.
% 0.00/0.06 % Command : run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM
% 0.09/0.20 % Computer : n013.cluster.edu
% 0.09/0.20 % Model : x86_64 x86_64
% 0.09/0.20 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.09/0.20 % Memory : 8046.5625MB
% 0.09/0.20 % OS : Linux 6.8.0-71-generic
% 0.09/0.20 % CPULimit : 300
% 0.09/0.20 % WCLimit : 300
% 0.09/0.20 % DateTime : Tue Sep 29 13:25:36 UTC 2026
% 0.09/0.20 % CPUTime :
% 0.09/0.20 Running run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM
% 0.09/0.24 Running higher-order theorem proving
% 0.09/0.25 Running: /export/starexec/sandbox2/solver/bin/vampire-ho --input_syntax tptp --output_axiom_names on --mode casc -m 16384 --cores 7 -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p
% 0.67/0.42 % (2096397)Detected a higher-order problem, will run a greedy HOL sequence.
% 0.67/0.42 % (2096407)lrs+10_1_to=lpo:sil=128000:e2e=on:si=on:random_seed=1923285651:s2a=on:i=75:s2at=3:aac=none:bd=preordered:rtra=on:fe=abstraction_2999 on theBenchmark for (2999ds/75Mi)
% 0.67/0.42 % (2096404)lrs+10_1_cnfonf=off:si=on:uwa=one_side_interpreted:random_seed=3656263422:i=3:rtra=on:inj=on:ntd=on_2999 on theBenchmark for (2999ds/3Mi)
% 0.67/0.42 % (2096402)lrs+10_40_drc=off:e2e=on:si=on:uwa=one_side_interpreted:random_seed=770119268:s2a=on:i=87:rtra=on:ntd=on_2999 on theBenchmark for (2999ds/87Mi)
% 0.67/0.42 % (2096403)lrs+10_16_si=on:nwc=1.5:random_seed=3234543658:i=18:kws=arity_squared:rtra=on:fe=abstraction:ntd=on_2999 on theBenchmark for (2999ds/18Mi)
% 0.67/0.42 % (2096405)dis+1002_4:1_sfv=off:to=lpo:plsq=on:fde=none:e2e=on:si=on:spb=non_intro:acc=on:uwa=off:fd=preordered:foolp=on:s2agt=32:slsqc=1:slsq=on:random_seed=503848359:hsq=on:hsqr=16,1:s2a=on:i=634:add=on:nm=16:nicw=on:rtra=on:gtg=position:ss=included:ixr=off:c=on:inj=on:ntd=on:rawr=on_2999 on theBenchmark for (2999ds/634Mi)
% 0.67/0.42 % (2096404)Instruction limit reached!
% 0.67/0.42 % (2096404)------------------------------
% 0.67/0.42 % (2096404)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.42 % (2096404)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.42 % (2096404)CaDiCaL version: 2.1.3
% 0.67/0.42 % (2096404)Termination reason: Instruction limit
% 0.67/0.42 % (2096404)Termination phase: Saturation
% 0.67/0.42 % (2096404)Time elapsed: 0.003 s
% 0.67/0.42 % (2096404)Peak memory usage: 12 MB
% 0.67/0.42 % (2096404)Instructions burned: 5 (million)
% 0.67/0.42 % (2096403)Instruction limit reached!
% 0.67/0.42 % (2096403)------------------------------
% 0.67/0.42 % (2096403)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.42 % (2096403)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.42 % (2096403)CaDiCaL version: 2.1.3
% 0.67/0.42 % (2096403)Termination reason: Instruction limit
% 0.67/0.42 % (2096403)Termination phase: Saturation
% 0.67/0.42 % (2096403)Time elapsed: 0.010 s
% 0.67/0.42 % (2096403)Peak memory usage: 12 MB
% 0.67/0.42 % (2096403)Instructions burned: 18 (million)
% 0.67/0.42 % (2096408)WARNING Broken Constraint: if ho_split_queue_ratios(1,8) has been set then ho_split_queue(off) is equal to on
% 0.67/0.42 % (2096408)WARNING Broken Constraint: if sine_to_age_tolerance(5) has been set then sine_to_age(off) is equal to on or sine_to_pred_levels(off) is not equal to off or sine_level_split_queue(off) is equal to on
% 0.67/0.42 % (2096406)dis+21_4_fde=none:e2e=on:si=on:uwa=off:foolp=on:random_seed=660531779:i=24:av=off:rtra=on_2999 on theBenchmark for (2999ds/24Mi)
% 0.67/0.42 % (2096414)dis+10_1024_sil=128000:si=on:sp=unary_first:urr=on:uwa=all:fd=off:random_seed=3479981004:i=2:hud=10:rtra=on_2999 on theBenchmark for (2999ds/2Mi)
% 0.67/0.42 % (2096408)dis+1002_8_to=kbo:sil=128000:tgt=full:drc=off:si=on:sp=const_max:lma=off:spb=non_intro:cbe=off:uwa=interpreted_only:random_seed=1076971816:hsqr=1,8:i=157:s2at=5:add=on:nm=2:rtra=on_2999 on theBenchmark for (2999ds/157Mi)
% 0.67/0.42 % (2096414)Instruction limit reached!
% 0.67/0.42 % (2096414)------------------------------
% 0.67/0.42 % (2096414)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.42 % (2096414)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.42 % (2096414)CaDiCaL version: 2.1.3
% 0.67/0.42 % (2096414)Termination reason: Instruction limit
% 0.67/0.42 % (2096414)Termination phase: Saturation
% 0.67/0.42 % (2096414)Time elapsed: 0.004 s
% 0.67/0.42 % (2096414)Peak memory usage: 12 MB
% 0.67/0.42 % (2096414)Instructions burned: 6 (million)
% 0.67/0.42 % (2096415)lrs+1010_2:3_cha=on:si=on:uwa=off:nwc=1:random_seed=2849893228:i=5:fgj=on:av=off:rtra=on:fe=axiom:ntd=on_2999 on theBenchmark for (2999ds/5Mi)
% 0.67/0.42 % (2096407)Instruction limit reached!
% 0.67/0.42 % (2096407)------------------------------
% 0.67/0.42 % (2096407)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.42 % (2096407)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.42 % (2096407)CaDiCaL version: 2.1.3
% 0.67/0.42 % (2096407)Termination reason: Instruction limit
% 0.67/0.42 % (2096407)Termination phase: Saturation
% 0.67/0.42 % (2096407)Time elapsed: 0.033 s
% 0.67/0.42 % (2096407)Peak memory usage: 12 MB
% 0.67/0.42 % (2096407)Instructions burned: 76 (million)
% 0.67/0.47 % (2096415)Instruction limit reached!
% 0.67/0.47 % (2096415)------------------------------
% 0.67/0.47 % (2096415)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.47 % (2096415)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.47 % (2096415)CaDiCaL version: 2.1.3
% 0.67/0.47 % (2096415)Termination reason: Instruction limit
% 0.67/0.47 % (2096415)Termination phase: Saturation
% 0.67/0.47 % (2096415)Time elapsed: 0.004 s
% 0.67/0.47 % (2096415)Peak memory usage: 12 MB
% 0.67/0.47 % (2096415)Instructions burned: 6 (million)
% 0.67/0.47 % (2096402)Instruction limit reached!
% 0.67/0.47 % (2096402)------------------------------
% 0.67/0.47 % (2096402)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.47 % (2096402)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.47 % (2096402)CaDiCaL version: 2.1.3
% 0.67/0.47 % (2096402)Termination reason: Instruction limit
% 0.67/0.47 % (2096402)Termination phase: Saturation
% 0.67/0.47 % (2096402)Time elapsed: 0.044 s
% 0.67/0.47 % (2096402)Peak memory usage: 12 MB
% 0.67/0.47 % (2096402)Instructions burned: 88 (million)
% 0.67/0.47 % (2096406)Instruction limit reached!
% 0.67/0.47 % (2096406)------------------------------
% 0.67/0.47 % (2096406)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.47 % (2096406)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.47 % (2096406)CaDiCaL version: 2.1.3
% 0.67/0.47 % (2096406)Termination reason: Instruction limit
% 0.67/0.47 % (2096406)Termination phase: Saturation
% 0.67/0.47 % (2096406)Time elapsed: 0.023 s
% 0.67/0.47 % (2096406)Peak memory usage: 12 MB
% 0.67/0.47 % (2096406)Instructions burned: 24 (million)
% 0.67/0.47 % (2096422)WARNING Broken Constraint: if sine_to_age_tolerance(5) has been set then sine_to_age(off) is equal to on or sine_to_pred_levels(off) is not equal to off or sine_level_split_queue(off) is equal to on
% 0.67/0.47 % (2096422)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(1) has been set then forward_subsumption_demodulation(off) is equal to on
% 0.67/0.47 % (2096422)ott+1010_64_tgt=ground:cnfonf=lazy_simp:si=on:lma=off:spb=goal:lcm=predicate:random_seed=943333493:i=28:s2at=5:piset=not:hud=10:bd=all:av=off:rtra=on:ixr=off:fsdmm=1_2999 on theBenchmark for (2999ds/28Mi)
% 0.67/0.47 % (2096419)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(5) has been set then forward_subsumption_demodulation(off) is equal to on
% 0.67/0.47 % (2096421)lrs+10_1_sil=128000:si=on:urr=on:slsqc=1:slsq=on:random_seed=2336543826:i=12:s2at=2:kws=inv_frequency:bd=all:rtra=on_2999 on theBenchmark for (2999ds/12Mi)
% 0.67/0.47 % (2096419)dis+21_1_to=kbo:sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:uwa=hol:random_seed=4099125115:uwa_fpi=on:i=7:fgj=on:hud=10:fsr=off:rtra=on:rawr=on:fsdmm=5_2999 on theBenchmark for (2999ds/7Mi)
% 0.67/0.47 % (2096423)lrs+1002_64_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:sp=occurrence:lma=off:plsqr=32,1:uwa=interpreted_only:random_seed=13217169:i=86:piset=equals:rtra=on:ntd=on_2999 on theBenchmark for (2999ds/86Mi)
% 0.67/0.47 % (2096421)Instruction limit reached!
% 0.67/0.47 % (2096421)------------------------------
% 0.67/0.47 % (2096421)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.47 % (2096421)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.47 % (2096421)CaDiCaL version: 2.1.3
% 0.67/0.47 % (2096421)Termination reason: Instruction limit
% 0.67/0.47 % (2096421)Termination phase: Saturation
% 0.67/0.47 % (2096421)Time elapsed: 0.006 s
% 0.67/0.47 % (2096421)Peak memory usage: 12 MB
% 0.67/0.47 % (2096421)Instructions burned: 13 (million)
% 0.67/0.47 % (2096419)Instruction limit reached!
% 0.67/0.47 % (2096419)------------------------------
% 0.67/0.47 % (2096419)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 0.67/0.47 % (2096419)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 0.67/0.47 % (2096419)CaDiCaL version: 2.1.3
% 0.67/0.47 % (2096419)Termination reason: Instruction limit
% 0.67/0.47 % (2096419)Termination phase: Saturation
% 0.67/0.47 % (2096419)Time elapsed: 0.007 s
% 0.67/0.47 % (2096419)Peak memory usage: 12 MB
% 0.67/0.47 % (2096419)Instructions burned: 7 (million)
% 0.67/0.47 % (2096422)Instruction limit reached!
% 0.67/0.47 % (2096422)------------------------------
% 0.67/0.47 % (2096422)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096422)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096422)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096422)Termination reason: Instruction limit
% 1.32/0.55 % (2096422)Termination phase: Saturation
% 1.32/0.55 % (2096422)Time elapsed: 0.034 s
% 1.32/0.55 % (2096422)Peak memory usage: 12 MB
% 1.32/0.55 % (2096422)Instructions burned: 29 (million)
% 1.32/0.55 % (2096430)lrs+1002_3:1_sil=128000:e2e=on:si=on:urr=on:uwa=one_side_constant:nwc=1.5:random_seed=2976478080:i=38:bd=all:rtra=on:amm=off:ss=axioms:ntd=on_2998 on theBenchmark for (2998ds/38Mi)
% 1.32/0.55 % (2096424)lrs+10_1_si=on:cs=on:random_seed=3795315382:i=8:rtra=on:ntd=on_2999 on theBenchmark for (2999ds/8Mi)
% 1.32/0.55 % (2096424)Instruction limit reached!
% 1.32/0.55 % (2096424)------------------------------
% 1.32/0.55 % (2096424)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096424)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096424)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096424)Termination reason: Instruction limit
% 1.32/0.55 % (2096424)Termination phase: Saturation
% 1.32/0.55 % (2096424)Time elapsed: 0.005 s
% 1.32/0.55 % (2096424)Peak memory usage: 12 MB
% 1.32/0.55 % (2096424)Instructions burned: 9 (million)
% 1.32/0.55 % (2096430)Refutation not found, incomplete strategy
% 1.32/0.55 % (2096430)------------------------------
% 1.32/0.55 % (2096430)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096430)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096430)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096430)Termination reason: Refutation not found, incomplete strategy
% 1.32/0.55 % (2096430)Time elapsed: 0.007 s
% 1.32/0.55 % (2096430)Peak memory usage: 12 MB
% 1.32/0.55 % (2096430)Instructions burned: 11 (million)
% 1.32/0.55 % (2096430)------------------------------
% 1.32/0.55 % (2096430)------------------------------
% 1.32/0.55 % (2096429)WARNING Broken Constraint: if positive_literal_split_queue_ratios(1,32) has been set then positive_literal_split_queue(off) is equal to on
% 1.32/0.55 % (2096429)ott+1002_20_sil=128000:cnfonf=lazy_not_gen_be_off:si=on:sp=unary_frequency:plsqr=1,32:bce=on:uwa=interpreted_only:foolp=on:random_seed=2484486984:i=2:add=on:rtra=on_2999 on theBenchmark for (2999ds/2Mi)
% 1.32/0.55 % (2096429)Instruction limit reached!
% 1.32/0.55 % (2096429)------------------------------
% 1.32/0.55 % (2096429)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096429)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096429)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096429)Termination reason: Instruction limit
% 1.32/0.55 % (2096429)Termination phase: Property scanning
% 1.32/0.55 % (2096429)Time elapsed: 0.001 s
% 1.32/0.55 % (2096429)Peak memory usage: 10 MB
% 1.32/0.55 % (2096429)Instructions burned: 2 (million)
% 1.32/0.55 % (2096433)lrs+1002_1_to=lpo:sil=128000:si=on:sos=on:spb=goal_then_units:uwa=off:random_seed=697972451:st=2:i=249:sd=1:rtra=on:ss=axioms_2998 on theBenchmark for (2998ds/249Mi)
% 1.32/0.55 % (2096434)dis+1002_1_sil=128000:fde=unused:e2e=on:si=on:cbe=off:uwa=off:random_seed=3176529535:hsq=on:st=2:i=25:kws=inv_frequency:rtra=on:ss=axioms:ntd=on_2998 on theBenchmark for (2998ds/25Mi)
% 1.32/0.55 % (2096435)lrs+10_16:1_sil=128000:si=on:lma=off:urr=on:uwa=interpreted_only:random_seed=365604332:i=14:kws=precedence:aac=none:nm=10:rtra=on:er=filter:ntd=on_2998 on theBenchmark for (2998ds/14Mi)
% 1.32/0.55 % (2096423)Instruction limit reached!
% 1.32/0.55 % (2096423)------------------------------
% 1.32/0.55 % (2096423)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096423)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096423)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096423)Termination reason: Instruction limit
% 1.32/0.55 % (2096423)Termination phase: Saturation
% 1.32/0.55 % (2096423)Time elapsed: 0.057 s
% 1.32/0.55 % (2096423)Peak memory usage: 12 MB
% 1.32/0.55 % (2096423)Instructions burned: 86 (million)
% 1.32/0.55 % (2096435)Instruction limit reached!
% 1.32/0.55 % (2096435)------------------------------
% 1.32/0.55 % (2096435)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.32/0.55 % (2096435)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.32/0.55 % (2096435)CaDiCaL version: 2.1.3
% 1.32/0.55 % (2096435)Termination reason: Instruction limit
% 1.89/0.63 % (2096435)Termination phase: Saturation
% 1.89/0.63 % (2096435)Time elapsed: 0.009 s
% 1.89/0.63 % (2096435)Peak memory usage: 12 MB
% 1.89/0.63 % (2096435)Instructions burned: 16 (million)
% 1.89/0.63 % (2096434)Instruction limit reached!
% 1.89/0.63 % (2096434)------------------------------
% 1.89/0.63 % (2096434)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096434)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096434)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096434)Termination reason: Instruction limit
% 1.89/0.63 % (2096434)Termination phase: Saturation
% 1.89/0.63 % (2096434)Time elapsed: 0.018 s
% 1.89/0.63 % (2096434)Peak memory usage: 12 MB
% 1.89/0.63 % (2096434)Instructions burned: 26 (million)
% 1.89/0.63 % (2096442)ott+21_20_to=lpo:sil=128000:tgt=ground:si=on:sp=arity:lma=off:uwa=off:foolp=on:random_seed=3395678208:st=4:i=2:add=off:sd=3:nm=16:fsr=off:rtra=on:ss=axioms:sgt=8:ntd=on_2998 on theBenchmark for (2998ds/2Mi)
% 1.89/0.63 % (2096442)Instruction limit reached!
% 1.89/0.63 % (2096442)------------------------------
% 1.89/0.63 % (2096442)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096442)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096442)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096442)Termination reason: Instruction limit
% 1.89/0.63 % (2096442)Termination phase: Saturation
% 1.89/0.63 % (2096442)Time elapsed: 0.001 s
% 1.89/0.63 % (2096442)Peak memory usage: 11 MB
% 1.89/0.63 % (2096442)Instructions burned: 2 (million)
% 1.89/0.63 % (2096438)dis+1010_1_sil=128000:si=on:uwa=off:random_seed=37787443:st=3:s2a=on:i=327:sd=3:rtra=on:ss=axioms_2998 on theBenchmark for (2998ds/327Mi)
% 1.89/0.63 % (2096441)dis+10_1_anc=all_dependent:to=kbo:sil=128000:si=on:chr=on:random_seed=4156255985:uwa_fpi=on:i=14:aac=none:rtra=on:fe=abstraction_2998 on theBenchmark for (2998ds/14Mi)
% 1.89/0.63 % (2096445)dis+1002_16_sil=128000:si=on:sp=occurrence:random_seed=2789196494:cond=fast:i=23:hud=1:av=off:rtra=on:fe=abstraction:ntd=on_2998 on theBenchmark for (2998ds/23Mi)
% 1.89/0.63 % (2096443)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=717986233:i=26:ep=R:rtra=on:ntd=on_2998 on theBenchmark for (2998ds/26Mi)
% 1.89/0.63 % (2096441)Instruction limit reached!
% 1.89/0.63 % (2096441)------------------------------
% 1.89/0.63 % (2096441)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096441)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096441)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096441)Termination reason: Instruction limit
% 1.89/0.63 % (2096441)Termination phase: Saturation
% 1.89/0.63 % (2096441)Time elapsed: 0.008 s
% 1.89/0.63 % (2096441)Peak memory usage: 12 MB
% 1.89/0.63 % (2096441)Instructions burned: 15 (million)
% 1.89/0.63 % (2096408)Instruction limit reached!
% 1.89/0.63 % (2096408)------------------------------
% 1.89/0.63 % (2096408)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096408)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096408)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096408)Termination reason: Instruction limit
% 1.89/0.63 % (2096408)Termination phase: Saturation
% 1.89/0.63 % (2096408)Time elapsed: 0.148 s
% 1.89/0.63 % (2096408)Peak memory usage: 13 MB
% 1.89/0.63 % (2096408)Instructions burned: 159 (million)
% 1.89/0.63 % (2096445)Instruction limit reached!
% 1.89/0.63 % (2096445)------------------------------
% 1.89/0.63 % (2096445)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096445)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096445)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096445)Termination reason: Instruction limit
% 1.89/0.63 % (2096445)Termination phase: Saturation
% 1.89/0.63 % (2096445)Time elapsed: 0.011 s
% 1.89/0.63 % (2096445)Peak memory usage: 12 MB
% 1.89/0.63 % (2096445)Instructions burned: 23 (million)
% 1.89/0.63 % (2096443)Instruction limit reached!
% 1.89/0.63 % (2096443)------------------------------
% 1.89/0.63 % (2096443)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 1.89/0.63 % (2096443)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 1.89/0.63 % (2096443)CaDiCaL version: 2.1.3
% 1.89/0.63 % (2096443)Termination reason: Instruction limit
% 1.89/0.63 % (2096443)Termination phase: Saturation
% 1.89/0.63 % (2096443)Time elapsed: 0.013 s
% 2.17/0.68 % (2096443)Peak memory usage: 12 MB
% 2.17/0.68 % (2096443)Instructions burned: 28 (million)
% 2.17/0.68 % (2096452)WARNING Broken Constraint: if choice_reasoning(on) has been set then choice_ax(on) is equal to off
% 2.17/0.68 % (2096451)WARNING Broken Constraint: if sine_to_age_generality_threshold(10) has been set then sine_to_age(off) is equal to on or sine_to_pred_levels(off) is not equal to off or sine_level_split_queue(off) is equal to on
% 2.17/0.68 % (2096451)WARNING Broken Constraint: if lrs_weight_limit_only(on) has been set then saturation_algorithm(otter) is equal to lrs
% 2.17/0.68 % (2096452)lrs+1010_4:1_slsqr=8,1:to=kbo:cha=on:drc=off:si=on:sp=arity:lcm=predicate:uwa=off:fd=preordered:gs=on:nwc=5:s2agt=32:slsqc=1:kmz=on:updr=off:chr=on:pe=on:slsq=on:random_seed=1060714011:i=8:nm=2:rtra=on:fe=abstraction:inj=on_2997 on theBenchmark for (2997ds/8Mi)
% 2.17/0.68 % (2096450)lrs+1002_1024_sil=128000:tgt=ground:fde=none:e2e=on:si=on:uwa=off:nwc=1:random_seed=4209883893:cond=on:i=60:rtra=on:ntd=on_2997 on theBenchmark for (2997ds/60Mi)
% 2.17/0.68 % (2096451)ott+21_1_to=kbo:sil=128000:cnfonf=lazy_gen:bsd=on:si=on:sp=const_frequency:lma=off:uwa=off:foolp=on:s2agt=10:lwlo=on:random_seed=3341675521:i=14:add=off:nm=40:rtra=on:rawr=on_2997 on theBenchmark for (2997ds/14Mi)
% 2.17/0.68 % (2096452)Instruction limit reached!
% 2.17/0.68 % (2096452)------------------------------
% 2.17/0.68 % (2096452)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.17/0.68 % (2096452)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.17/0.68 % (2096452)CaDiCaL version: 2.1.3
% 2.17/0.68 % (2096452)Termination reason: Instruction limit
% 2.17/0.68 % (2096452)Termination phase: Saturation
% 2.17/0.68 % (2096452)Time elapsed: 0.008 s
% 2.17/0.68 % (2096452)Peak memory usage: 12 MB
% 2.17/0.68 % (2096452)Instructions burned: 8 (million)
% 2.17/0.68 % (2096453)dis+1004_50_to=lpo:drc=off:fde=unused:cnfonf=lazy_not_gen_be_off:si=on:sp=reverse_arity:spb=units:cbe=off:foolp=on:random_seed=4166515004:uwa_fpi=on:i=31:doe=on:bd=preordered:rtra=on:fsd=on_2997 on theBenchmark for (2997ds/31Mi)
% 2.17/0.68 % (2096451)Instruction limit reached!
% 2.17/0.68 % (2096451)------------------------------
% 2.17/0.68 % (2096451)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.17/0.68 % (2096451)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.17/0.68 % (2096451)CaDiCaL version: 2.1.3
% 2.17/0.68 % (2096451)Termination reason: Instruction limit
% 2.17/0.68 % (2096451)Termination phase: Saturation
% 2.17/0.68 % (2096451)Time elapsed: 0.019 s
% 2.17/0.68 % (2096451)Peak memory usage: 12 MB
% 2.17/0.68 % (2096451)Instructions burned: 16 (million)
% 2.17/0.68 % (2096457)dis+10_1024_sil=128000:cnfonf=off:si=on:fd=off:random_seed=1170053659:i=7:hud=5:bd=preordered:rtra=on:bet=on_2997 on theBenchmark for (2997ds/7Mi)
% 2.17/0.68 % (2096457)Instruction limit reached!
% 2.17/0.68 % (2096457)------------------------------
% 2.17/0.68 % (2096457)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.17/0.68 % (2096457)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.17/0.68 % (2096457)CaDiCaL version: 2.1.3
% 2.17/0.68 % (2096457)Termination reason: Instruction limit
% 2.17/0.68 % (2096457)Termination phase: Saturation
% 2.17/0.68 % (2096457)Time elapsed: 0.012 s
% 2.17/0.68 % (2096457)Peak memory usage: 12 MB
% 2.17/0.68 % (2096457)Instructions burned: 8 (million)
% 2.17/0.68 % (2096450)Instruction limit reached!
% 2.17/0.68 % (2096450)------------------------------
% 2.17/0.68 % (2096450)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.17/0.68 % (2096450)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.17/0.68 % (2096450)CaDiCaL version: 2.1.3
% 2.17/0.68 % (2096450)Termination reason: Instruction limit
% 2.17/0.68 % (2096450)Termination phase: Saturation
% 2.17/0.68 % (2096450)Time elapsed: 0.047 s
% 2.17/0.68 % (2096450)Peak memory usage: 12 MB
% 2.17/0.68 % (2096450)Instructions burned: 60 (million)
% 2.17/0.68 % (2096453)Instruction limit reached!
% 2.17/0.68 % (2096453)------------------------------
% 2.17/0.68 % (2096453)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.17/0.68 % (2096453)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.17/0.68 % (2096453)CaDiCaL version: 2.1.3
% 2.17/0.68 % (2096453)Termination reason: Instruction limit
% 2.17/0.68 % (2096453)Termination phase: Saturation
% 2.40/0.75 % (2096453)Time elapsed: 0.031 s
% 2.40/0.75 % (2096453)Peak memory usage: 12 MB
% 2.40/0.75 % (2096453)Instructions burned: 33 (million)
% 2.40/0.75 % (2096433)Instruction limit reached!
% 2.40/0.75 % (2096433)------------------------------
% 2.40/0.75 % (2096433)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.40/0.75 % (2096433)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.40/0.75 % (2096433)CaDiCaL version: 2.1.3
% 2.40/0.75 % (2096433)Termination reason: Instruction limit
% 2.40/0.75 % (2096433)Termination phase: Saturation
% 2.40/0.75 % (2096433)Time elapsed: 0.145 s
% 2.40/0.75 % (2096433)Peak memory usage: 12 MB
% 2.40/0.75 % (2096433)Instructions burned: 250 (million)
% 2.40/0.75 % (2096459)lrs+10_1_plsq=on:drc=ordering:cnfonf=lazy_not_gen_be_off:bsd=on:si=on:plsqr=32,1:cs=on:random_seed=2965764194:i=23:rtra=on:ntd=on_2997 on theBenchmark for (2997ds/23Mi)
% 2.40/0.75 % (2096463)ott+1002_32_tgt=ground:si=on:sp=const_max:acc=on:nwc=0.5:random_seed=1936533219:i=143:fgj=on:piset=pi_sigma:rtra=on:fe=abstraction_2997 on theBenchmark for (2997ds/143Mi)
% 2.40/0.75 % (2096461)lrs+10_1_sil=128000:fde=unused:si=on:random_seed=4200842547:s2a=on:i=20:kws=inv_frequency:bd=all:rtra=on_2997 on theBenchmark for (2997ds/20Mi)
% 2.40/0.75 % (2096462)dis+1010_2:1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:slsq=on:random_seed=488088148:i=1240:rtra=on:ixr=off_2997 on theBenchmark for (2997ds/1240Mi)
% 2.40/0.75 % (2096459)Instruction limit reached!
% 2.40/0.75 % (2096459)------------------------------
% 2.40/0.75 % (2096459)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.40/0.75 % (2096459)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.40/0.75 % (2096459)CaDiCaL version: 2.1.3
% 2.40/0.75 % (2096459)Termination reason: Instruction limit
% 2.40/0.75 % (2096459)Termination phase: Saturation
% 2.40/0.75 % (2096459)Time elapsed: 0.019 s
% 2.40/0.75 % (2096459)Peak memory usage: 11 MB
% 2.40/0.75 % (2096459)Instructions burned: 25 (million)
% 2.40/0.75 % (2096461)Instruction limit reached!
% 2.40/0.75 % (2096461)------------------------------
% 2.40/0.75 % (2096461)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.40/0.75 % (2096461)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.40/0.75 % (2096461)CaDiCaL version: 2.1.3
% 2.40/0.75 % (2096461)Termination reason: Instruction limit
% 2.40/0.75 % (2096461)Termination phase: Saturation
% 2.40/0.75 % (2096461)Time elapsed: 0.022 s
% 2.40/0.75 % (2096461)Peak memory usage: 12 MB
% 2.40/0.75 % (2096461)Instructions burned: 20 (million)
% 2.40/0.75 % (2096464)lrs+1002_1_sil=128000:si=on:acc=on:uwa=off:random_seed=1636637226:st=5:s2a=on:i=193:sd=1:rtra=on:ss=axioms_2997 on theBenchmark for (2997ds/193Mi)
% 2.40/0.75 % (2096405)Instruction limit reached!
% 2.40/0.75 % (2096405)------------------------------
% 2.40/0.75 % (2096405)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.40/0.75 % (2096405)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.40/0.75 % (2096405)CaDiCaL version: 2.1.3
% 2.40/0.75 % (2096405)Termination reason: Instruction limit
% 2.40/0.75 % (2096405)Termination phase: Saturation
% 2.40/0.75 % (2096405)Time elapsed: 0.309 s
% 2.40/0.75 % (2096405)Peak memory usage: 14 MB
% 2.40/0.75 % (2096405)Instructions burned: 634 (million)
% 2.40/0.75 % (2096471)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(5) has been set then forward_subsumption_demodulation(off) is equal to on
% 2.40/0.75 % (2096471)dis+21_1_to=kbo:sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:uwa=hol:random_seed=1136420001:uwa_fpi=on:i=7:fgj=on:hud=10:fsr=off:rtra=on:rawr=on:fsdmm=5_2996 on theBenchmark for (2996ds/7Mi)
% 2.40/0.75 % (2096471)Instruction limit reached!
% 2.40/0.75 % (2096471)------------------------------
% 2.40/0.75 % (2096471)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.40/0.75 % (2096471)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.40/0.75 % (2096471)CaDiCaL version: 2.1.3
% 2.40/0.75 % (2096471)Termination reason: Instruction limit
% 2.40/0.75 % (2096471)Termination phase: Saturation
% 2.40/0.75 % (2096471)Time elapsed: 0.004 s
% 2.40/0.75 % (2096471)Peak memory usage: 12 MB
% 2.40/0.75 % (2096471)Instructions burned: 9 (million)
% 2.40/0.75 % (2096469)dis+10_1024_sil=128000:si=on:sp=unary_first:urr=on:uwa=all:fd=off:random_seed=925903624:i=42:hud=10:rtra=on_2996 on theBenchmark for (2996ds/42Mi)
% 2.40/0.75 % (2096472)lrs+10_1_to=lpo:sil=128000:si=on:sp=arity:urr=on:random_seed=935733268:i=181:sd=2:bd=preordered:rtra=on:ss=axioms_2996 on theBenchmark for (2996ds/181Mi)
% 2.83/0.84 % (2096474)dis+10_8_sil=128000:plsq=on:plsqc=1:si=on:sp=unary_first:sos=on:lma=off:plsqr=64,1:uwa=interpreted_only:foolp=on:random_seed=3878914833:st=3:avsq=on:i=169:avsqr=8,1:sd=2:kws=precedence:bd=preordered:rtra=on:ss=axioms:ntd=on_2996 on theBenchmark for (2996ds/169Mi)
% 2.83/0.84 % (2096469)Instruction limit reached!
% 2.83/0.84 % (2096469)------------------------------
% 2.83/0.84 % (2096469)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.83/0.84 % (2096469)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.83/0.84 % (2096469)CaDiCaL version: 2.1.3
% 2.83/0.84 % (2096469)Termination reason: Instruction limit
% 2.83/0.84 % (2096469)Termination phase: Saturation
% 2.83/0.84 % (2096469)Time elapsed: 0.021 s
% 2.83/0.84 % (2096469)Peak memory usage: 12 MB
% 2.83/0.84 % (2096469)Instructions burned: 42 (million)
% 2.83/0.84 % (2096463)Instruction limit reached!
% 2.83/0.84 % (2096463)------------------------------
% 2.83/0.84 % (2096463)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.83/0.84 % (2096463)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.83/0.84 % (2096463)CaDiCaL version: 2.1.3
% 2.83/0.84 % (2096463)Termination reason: Instruction limit
% 2.83/0.84 % (2096463)Termination phase: Saturation
% 2.83/0.84 % (2096463)Time elapsed: 0.084 s
% 2.83/0.84 % (2096463)Peak memory usage: 13 MB
% 2.83/0.84 % (2096463)Instructions burned: 144 (million)
% 2.83/0.84 % (2096478)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(5) has been set then sine_level_split_queue(off) is equal to on
% 2.83/0.84 % (2096478)lrs+1002_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=arity:cbe=off:uwa=all:slsqc=5:random_seed=1113252362:st=4:s2a=on:i=6:add=on:doe=on:hud=10:rtra=on:bet=on:ss=axioms_2996 on theBenchmark for (2996ds/6Mi)
% 2.83/0.84 % (2096479)ott+2_5:4_anc=none:to=lpo:si=on:lma=off:cbe=off:uwa=ground:nwc=3:random_seed=260074288:uwa_fpi=on:i=22:add=on:doe=on:ins=1:rtra=on_2996 on theBenchmark for (2996ds/22Mi)
% 2.83/0.84 % (2096478)Instruction limit reached!
% 2.83/0.84 % (2096478)------------------------------
% 2.83/0.84 % (2096478)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.83/0.84 % (2096478)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.83/0.84 % (2096478)CaDiCaL version: 2.1.3
% 2.83/0.84 % (2096478)Termination reason: Instruction limit
% 2.83/0.84 % (2096478)Termination phase: Saturation
% 2.83/0.84 % (2096478)Time elapsed: 0.003 s
% 2.83/0.84 % (2096478)Peak memory usage: 11 MB
% 2.83/0.84 % (2096478)Instructions burned: 6 (million)
% 2.83/0.84 % (2096438)Instruction limit reached!
% 2.83/0.84 % (2096438)------------------------------
% 2.83/0.84 % (2096438)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.83/0.84 % (2096438)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.83/0.84 % (2096438)CaDiCaL version: 2.1.3
% 2.83/0.84 % (2096438)Termination reason: Instruction limit
% 2.83/0.84 % (2096438)Termination phase: Saturation
% 2.83/0.84 % (2096438)Time elapsed: 0.214 s
% 2.83/0.84 % (2096438)Peak memory usage: 13 MB
% 2.83/0.84 % (2096438)Instructions burned: 327 (million)
% 2.83/0.84 % (2096479)Instruction limit reached!
% 2.83/0.84 % (2096479)------------------------------
% 2.83/0.84 % (2096479)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 2.83/0.84 % (2096479)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 2.83/0.84 % (2096479)CaDiCaL version: 2.1.3
% 2.83/0.84 % (2096479)Termination reason: Instruction limit
% 2.83/0.84 % (2096479)Termination phase: Saturation
% 2.83/0.84 % (2096479)Time elapsed: 0.006 s
% 2.83/0.84 % (2096479)Peak memory usage: 12 MB
% 2.83/0.84 % (2096479)Instructions burned: 26 (million)
% 2.83/0.84 % (2096484)dis+1004_4:1_slsqr=1,2:to=lpo:plsq=on:fde=unused:e2e=on:si=on:spb=goal_then_units:acc=on:urr=on:uwa=off:fd=preordered:s2agt=16:slsqc=1:slsq=on:random_seed=1827036634:hsq=on:hsqr=16,1:s2a=on:i=853:add=off:bd=all:nm=64:rtra=on:gtg=position:c=on:ntd=on_2995 on theBenchmark for (2995ds/853Mi)
% 2.83/0.84 % (2096482)dis+1010_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:sas=cadical:si=on:sos=all:uwa=off:sac=on:random_seed=2447026480:i=19:add=on:rtra=on_2995 on theBenchmark for (2995ds/19Mi)
% 2.83/0.84 % (2096483)ott+10_1_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:lma=off:plsqr=128,1:urr=ec_only:uwa=off:rp=on:nwc=20:br=off:random_seed=2705297869:i=316:bs=unit_only:ins=25:rtra=on:ntd=on_2995 on theBenchmark for (2995ds/316Mi)
% 3.67/0.96 % (2096482)Instruction limit reached!
% 3.67/0.96 % (2096482)------------------------------
% 3.67/0.96 % (2096482)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096482)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096482)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096482)Termination reason: Instruction limit
% 3.67/0.96 % (2096482)Termination phase: Saturation
% 3.67/0.96 % (2096482)Time elapsed: 0.010 s
% 3.67/0.96 % (2096482)Peak memory usage: 12 MB
% 3.67/0.96 % (2096482)Instructions burned: 20 (million)
% 3.67/0.96 % (2096464)Instruction limit reached!
% 3.67/0.96 % (2096464)------------------------------
% 3.67/0.96 % (2096464)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096464)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096464)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096464)Termination reason: Instruction limit
% 3.67/0.96 % (2096464)Termination phase: Saturation
% 3.67/0.96 % (2096464)Time elapsed: 0.101 s
% 3.67/0.96 % (2096464)Peak memory usage: 13 MB
% 3.67/0.96 % (2096464)Instructions burned: 193 (million)
% 3.67/0.96 % (2096488)dis+1003_3:4_to=kbo:plsq=on:prc=on:sims=off:e2e=on:si=on:spb=intro:acc=on:urr=on:uwa=off:foolp=on:s2agt=32:slsqc=3:slsq=on:random_seed=1584941772:hsq=on:hsqr=16,1:s2a=on:i=45:erml=3:slsql=off:rtra=on:gtg=exists_top:er=filter:ntd=on_2995 on theBenchmark for (2995ds/45Mi)
% 3.67/0.96 % (2096489)lrs+1002_1_sil=128000:fde=unused:e2e=on:si=on:sos=on:uwa=interpreted_only:random_seed=2141457520:i=480:rtra=on_2995 on theBenchmark for (2995ds/480Mi)
% 3.67/0.96 % (2096472)Instruction limit reached!
% 3.67/0.96 % (2096472)------------------------------
% 3.67/0.96 % (2096472)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096472)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096472)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096472)Termination reason: Instruction limit
% 3.67/0.96 % (2096472)Termination phase: Saturation
% 3.67/0.96 % (2096472)Time elapsed: 0.093 s
% 3.67/0.96 % (2096472)Peak memory usage: 13 MB
% 3.67/0.96 % (2096472)Instructions burned: 181 (million)
% 3.67/0.96 % (2096474)Instruction limit reached!
% 3.67/0.96 % (2096474)------------------------------
% 3.67/0.96 % (2096474)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096474)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096474)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096474)Termination reason: Instruction limit
% 3.67/0.96 % (2096474)Termination phase: Saturation
% 3.67/0.96 % (2096474)Time elapsed: 0.092 s
% 3.67/0.96 % (2096474)Peak memory usage: 13 MB
% 3.67/0.96 % (2096474)Instructions burned: 169 (million)
% 3.67/0.96 % (2096492)dis+1010_40_sil=128000:si=on:uwa=off:nwc=1:sac=on:chr=on:avsqc=3:random_seed=2073773018:avsq=on:i=21:avsqr=8,1:kws=frequency:fgj=on:bd=all:rtra=on:fe=axiom:ntd=on_2995 on theBenchmark for (2995ds/21Mi)
% 3.67/0.96 % (2096488)Instruction limit reached!
% 3.67/0.96 % (2096488)------------------------------
% 3.67/0.96 % (2096488)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096488)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096488)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096488)Termination reason: Instruction limit
% 3.67/0.96 % (2096488)Termination phase: Saturation
% 3.67/0.96 % (2096488)Time elapsed: 0.025 s
% 3.67/0.96 % (2096488)Peak memory usage: 12 MB
% 3.67/0.96 % (2096488)Instructions burned: 46 (million)
% 3.67/0.96 % (2096493)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(2) has been set then sine_level_split_queue(off) is equal to on
% 3.67/0.96 % (2096493)ott+1002_3_si=on:sp=weighted_frequency:spb=goal:cbe=off:slsqc=2:random_seed=562240972:cts=off:uwa_fpi=on:i=200:av=off:fsr=off:rtra=on:ntd=on_2995 on theBenchmark for (2995ds/200Mi)
% 3.67/0.96 % (2096492)Instruction limit reached!
% 3.67/0.96 % (2096492)------------------------------
% 3.67/0.96 % (2096492)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 3.67/0.96 % (2096492)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 3.67/0.96 % (2096492)CaDiCaL version: 2.1.3
% 3.67/0.96 % (2096492)Termination reason: Instruction limit
% 4.94/1.06 % (2096492)Termination phase: Saturation
% 4.94/1.06 % (2096492)Time elapsed: 0.011 s
% 4.94/1.06 % (2096492)Peak memory usage: 12 MB
% 4.94/1.06 % (2096492)Instructions burned: 23 (million)
% 4.94/1.06 % (2096495)lrs+10_1_sil=128000:fde=unused:si=on:random_seed=2079155254:s2a=on:i=13:kws=inv_frequency:bd=all:rtra=on_2995 on theBenchmark for (2995ds/13Mi)
% 4.94/1.06 % (2096495)Instruction limit reached!
% 4.94/1.06 % (2096495)------------------------------
% 4.94/1.06 % (2096495)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096495)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096495)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096495)Termination reason: Instruction limit
% 4.94/1.06 % (2096495)Termination phase: Saturation
% 4.94/1.06 % (2096495)Time elapsed: 0.008 s
% 4.94/1.06 % (2096495)Peak memory usage: 12 MB
% 4.94/1.06 % (2096495)Instructions burned: 14 (million)
% 4.94/1.06 % (2096497)lrs+1010_1_anc=none:slsqr=1,2:sil=128000:cnfonf=conj_eager:sas=cadical:si=on:hi=on:uwa=one_side_interpreted:rp=on:nwc=2:slsqc=3:slsq=on:random_seed=3655314844:i=66:s2at=3:nm=2:rtra=on:rawr=on_2995 on theBenchmark for (2995ds/66Mi)
% 4.94/1.06 % (2096499)lrs+1004_128_si=on:sos=all:uwa=off:random_seed=529645750:i=51:fsr=off:rtra=on_2994 on theBenchmark for (2994ds/51Mi)
% 4.94/1.06 % (2096497)Instruction limit reached!
% 4.94/1.06 % (2096497)------------------------------
% 4.94/1.06 % (2096497)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096497)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096497)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096497)Termination reason: Instruction limit
% 4.94/1.06 % (2096497)Termination phase: Saturation
% 4.94/1.06 % (2096497)Time elapsed: 0.035 s
% 4.94/1.06 % (2096497)Peak memory usage: 13 MB
% 4.94/1.06 % (2096497)Instructions burned: 67 (million)
% 4.94/1.06 % (2096499)Instruction limit reached!
% 4.94/1.06 % (2096499)------------------------------
% 4.94/1.06 % (2096499)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096499)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096499)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096499)Termination reason: Instruction limit
% 4.94/1.06 % (2096499)Termination phase: Saturation
% 4.94/1.06 % (2096499)Time elapsed: 0.027 s
% 4.94/1.06 % (2096499)Peak memory usage: 12 MB
% 4.94/1.06 % (2096499)Instructions burned: 53 (million)
% 4.94/1.06 % (2096502)dis+1002_64_sil=128000:cnfonf=lazy_not_gen_be_off:si=on:cbe=off:uwa=off:nwc=0.5:random_seed=796794850:i=31:kws=inv_frequency:bd=all:rtra=on:ntd=on_2994 on theBenchmark for (2994ds/31Mi)
% 4.94/1.06 % (2096483)Instruction limit reached!
% 4.94/1.06 % (2096483)------------------------------
% 4.94/1.06 % (2096483)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096483)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096483)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096483)Termination reason: Instruction limit
% 4.94/1.06 % (2096483)Termination phase: Saturation
% 4.94/1.06 % (2096483)Time elapsed: 0.147 s
% 4.94/1.06 % (2096483)Peak memory usage: 13 MB
% 4.94/1.06 % (2096483)Instructions burned: 318 (million)
% 4.94/1.06 % (2096503)dis+1010_40_to=kbo:tgt=full:fde=unused:si=on:sp=const_frequency:lma=off:cbe=off:uwa=interpreted_only:random_seed=77090864:i=137:kws=precedence:bd=all:rtra=on:c=on:ntd=on_2994 on theBenchmark for (2994ds/137Mi)
% 4.94/1.06 % (2096502)Instruction limit reached!
% 4.94/1.06 % (2096502)------------------------------
% 4.94/1.06 % (2096502)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096502)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096502)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096502)Termination reason: Instruction limit
% 4.94/1.06 % (2096502)Termination phase: Saturation
% 4.94/1.06 % (2096502)Time elapsed: 0.016 s
% 4.94/1.06 % (2096502)Peak memory usage: 12 MB
% 4.94/1.06 % (2096502)Instructions burned: 31 (million)
% 4.94/1.06 % (2096493)Instruction limit reached!
% 4.94/1.06 % (2096493)------------------------------
% 4.94/1.06 % (2096493)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 4.94/1.06 % (2096493)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 4.94/1.06 % (2096493)CaDiCaL version: 2.1.3
% 4.94/1.06 % (2096493)Termination reason: Instruction limit
% 4.94/1.06 % (2096493)Termination phase: Saturation
% 5.51/1.16 % (2096493)Time elapsed: 0.093 s
% 5.51/1.16 % (2096493)Peak memory usage: 12 MB
% 5.51/1.16 % (2096493)Instructions burned: 200 (million)
% 5.51/1.16 % (2096506)dis+10_2_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_pi_sigma_gen:si=on:sp=occurrence:plsqr=5,1:bsr=on:plsql=on:random_seed=1662508879:cond=on:i=34:hud=10:nm=10:rtra=on_2994 on theBenchmark for (2994ds/34Mi)
% 5.51/1.16 % (2096508)WARNING Broken Constraint: if sine_generality_threshold(60) has been set then sine_selection(off) is not equal to off
% 5.51/1.16 % (2096507)lrs+1010_1_sil=128000:hsqc=4:si=on:sos=on:random_seed=1105892669:hsq=on:i=67:hsqaw=5:rtra=on:fe=abstraction:ntd=on_2994 on theBenchmark for (2994ds/67Mi)
% 5.51/1.16 % (2096508)dis+21_1_to=lpo:sil=128000:cnfonf=lazy_not_gen_be_off:si=on:sp=unary_frequency:bsr=on:random_seed=2500909351:i=180:hud=16:bd=all:fsr=off:rtra=on:sgt=60:ntd=on_2994 on theBenchmark for (2994ds/180Mi)
% 5.51/1.16 % (2096506)Instruction limit reached!
% 5.51/1.16 % (2096506)------------------------------
% 5.51/1.16 % (2096506)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.51/1.16 % (2096506)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.51/1.16 % (2096506)CaDiCaL version: 2.1.3
% 5.51/1.16 % (2096506)Termination reason: Instruction limit
% 5.51/1.16 % (2096506)Termination phase: Saturation
% 5.51/1.16 % (2096506)Time elapsed: 0.018 s
% 5.51/1.16 % (2096506)Peak memory usage: 12 MB
% 5.51/1.16 % (2096506)Instructions burned: 34 (million)
% 5.51/1.16 % (2096512)lrs+1002_1_sil=128000:si=on:uwa=off:random_seed=3005783040:st=2:i=246:sd=3:rtra=on:ss=axioms_2993 on theBenchmark for (2993ds/246Mi)
% 5.51/1.16 % (2096507)Instruction limit reached!
% 5.51/1.16 % (2096507)------------------------------
% 5.51/1.16 % (2096507)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.51/1.16 % (2096507)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.51/1.16 % (2096507)CaDiCaL version: 2.1.3
% 5.51/1.16 % (2096507)Termination reason: Instruction limit
% 5.51/1.16 % (2096507)Termination phase: Saturation
% 5.51/1.16 % (2096507)Time elapsed: 0.034 s
% 5.51/1.16 % (2096507)Peak memory usage: 12 MB
% 5.51/1.16 % (2096507)Instructions burned: 68 (million)
% 5.51/1.16 % (2096484)Instruction limit reached!
% 5.51/1.16 % (2096484)------------------------------
% 5.51/1.16 % (2096484)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.51/1.16 % (2096484)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.51/1.16 % (2096484)CaDiCaL version: 2.1.3
% 5.51/1.16 % (2096484)Termination reason: Instruction limit
% 5.51/1.16 % (2096484)Termination phase: Saturation
% 5.51/1.16 % (2096484)Time elapsed: 0.215 s
% 5.51/1.16 % (2096484)Peak memory usage: 15 MB
% 5.51/1.16 % (2096484)Instructions burned: 853 (million)
% 5.51/1.16 % (2096503)Instruction limit reached!
% 5.51/1.16 % (2096503)------------------------------
% 5.51/1.16 % (2096503)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.51/1.16 % (2096503)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.51/1.16 % (2096503)CaDiCaL version: 2.1.3
% 5.51/1.16 % (2096503)Termination reason: Instruction limit
% 5.51/1.16 % (2096503)Termination phase: Saturation
% 5.51/1.16 % (2096503)Time elapsed: 0.073 s
% 5.51/1.16 % (2096503)Peak memory usage: 13 MB
% 5.51/1.16 % (2096503)Instructions burned: 139 (million)
% 5.51/1.16 % (2096515)lrs+10_1_sil=128000:si=on:sos=on:urr=on:random_seed=3278686450:i=427:sd=1:rtra=on:ss=axioms_2993 on theBenchmark for (2993ds/427Mi)
% 5.51/1.16 % (2096514)lrs+10_7_sil=128000:tgt=full:si=on:lma=off:uwa=off:nwc=1:sac=on:random_seed=2872204905:cond=on:i=96:bd=all:rtra=on_2993 on theBenchmark for (2993ds/96Mi)
% 5.51/1.16 % (2096516)dis+1010_1_sil=128000:si=on:uwa=off:random_seed=3816217255:st=3:s2a=on:i=874:sd=3:rtra=on:ss=axioms_2993 on theBenchmark for (2993ds/874Mi)
% 5.51/1.16 % (2096489)Instruction limit reached!
% 5.51/1.16 % (2096489)------------------------------
% 5.51/1.16 % (2096489)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.51/1.16 % (2096489)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.51/1.16 % (2096489)CaDiCaL version: 2.1.3
% 5.51/1.16 % (2096489)Termination reason: Instruction limit
% 5.51/1.16 % (2096489)Termination phase: Saturation
% 5.51/1.16 % (2096489)Time elapsed: 0.239 s
% 5.51/1.16 % (2096489)Peak memory usage: 14 MB
% 5.51/1.16 % (2096489)Instructions burned: 481 (million)
% 5.51/1.16 % (2096514)Instruction limit reached!
% 5.51/1.16 % (2096514)------------------------------
% 5.93/1.22 % (2096514)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096514)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096514)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096514)Termination reason: Instruction limit
% 5.93/1.22 % (2096514)Termination phase: Saturation
% 5.93/1.22 % (2096514)Time elapsed: 0.054 s
% 5.93/1.22 % (2096514)Peak memory usage: 13 MB
% 5.93/1.22 % (2096514)Instructions burned: 98 (million)
% 5.93/1.22 % (2096520)dis+1010_4_sas=cadical:si=on:cbe=off:nwc=20:random_seed=1151438060:st=6:s2a=on:i=515:sd=2:nm=2:rtra=on:ss=axioms_2993 on theBenchmark for (2993ds/515Mi)
% 5.93/1.22 % (2096521)lrs+1002_1_cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:random_seed=2716884984:st=1.5:i=130:rtra=on:ss=axioms_2992 on theBenchmark for (2992ds/130Mi)
% 5.93/1.22 % (2096508)Instruction limit reached!
% 5.93/1.22 % (2096508)------------------------------
% 5.93/1.22 % (2096508)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096508)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096508)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096508)Termination reason: Instruction limit
% 5.93/1.22 % (2096508)Termination phase: Saturation
% 5.93/1.22 % (2096508)Time elapsed: 0.145 s
% 5.93/1.22 % (2096508)Peak memory usage: 13 MB
% 5.93/1.22 % (2096508)Instructions burned: 180 (million)
% 5.93/1.22 % (2096512)Instruction limit reached!
% 5.93/1.22 % (2096512)------------------------------
% 5.93/1.22 % (2096512)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096512)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096512)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096512)Termination reason: Instruction limit
% 5.93/1.22 % (2096512)Termination phase: Saturation
% 5.93/1.22 % (2096512)Time elapsed: 0.127 s
% 5.93/1.22 % (2096512)Peak memory usage: 13 MB
% 5.93/1.22 % (2096512)Instructions burned: 247 (million)
% 5.93/1.22 % (2096515)Instruction limit reached!
% 5.93/1.22 % (2096515)------------------------------
% 5.93/1.22 % (2096515)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096515)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096515)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096515)Termination reason: Instruction limit
% 5.93/1.22 % (2096515)Termination phase: Saturation
% 5.93/1.22 % (2096515)Time elapsed: 0.113 s
% 5.93/1.22 % (2096515)Peak memory usage: 13 MB
% 5.93/1.22 % (2096515)Instructions burned: 428 (million)
% 5.93/1.22 % (2096526)dis+1010_8_to=lpo:sil=128000:tgt=ground:si=on:sp=reverse_frequency:cbe=off:uwa=off:random_seed=3815174590:i=450:rtra=on:ixr=off:ntd=on_2992 on theBenchmark for (2992ds/450Mi)
% 5.93/1.22 % (2096525)lrs+1010_8:1_sil=128000:fde=unused:e2e=on:si=on:sos=on:urr=on:uwa=one_side_constant:fd=off:random_seed=639647828:s2a=on:i=571:nm=16:rtra=on_2992 on theBenchmark for (2992ds/571Mi)
% 5.93/1.22 % (2096525)Refutation not found, incomplete strategy
% 5.93/1.22 % (2096525)------------------------------
% 5.93/1.22 % (2096525)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096525)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096525)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096525)Termination reason: Refutation not found, incomplete strategy
% 5.93/1.22 % (2096525)Time elapsed: 0.006 s
% 5.93/1.22 % (2096525)Peak memory usage: 12 MB
% 5.93/1.22 % (2096525)Instructions burned: 10 (million)
% 5.93/1.22 % (2096525)------------------------------
% 5.93/1.22 % (2096525)------------------------------
% 5.93/1.22 % (2096524)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=4041618708:i=44:ep=R:rtra=on:ntd=on_2992 on theBenchmark for (2992ds/44Mi)
% 5.93/1.22 % (2096521)Instruction limit reached!
% 5.93/1.22 % (2096521)------------------------------
% 5.93/1.22 % (2096521)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 5.93/1.22 % (2096521)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 5.93/1.22 % (2096521)CaDiCaL version: 2.1.3
% 5.93/1.22 % (2096521)Termination reason: Instruction limit
% 5.93/1.22 % (2096521)Termination phase: Saturation
% 5.93/1.22 % (2096521)Time elapsed: 0.066 s
% 5.93/1.22 % (2096521)Peak memory usage: 13 MB
% 5.93/1.22 % (2096521)Instructions burned: 131 (million)
% 5.93/1.22 % (2096530)lrs+10_5:1_to=lpo:sil=128000:si=on:uwa=one_side_interpreted:random_seed=2609016865:cts=off:i=95:piset=pi_sigma:bd=all:rtra=on:ntd=on_2992 on theBenchmark for (2992ds/95Mi)
% 6.23/1.37 % (2096531)lrs+1003_1_sil=128000:drc=off:cnfonf=lazy_pi_sigma_gen:si=on:uwa=one_side_interpreted:fd=off:rp=on:sac=on:random_seed=1372799423:s2a=on:i=65:add=on:bd=preordered:ins=10:rtra=on_2992 on theBenchmark for (2992ds/65Mi)
% 6.23/1.37 % (2096524)Instruction limit reached!
% 6.23/1.37 % (2096524)------------------------------
% 6.23/1.37 % (2096524)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.23/1.37 % (2096524)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.23/1.37 % (2096524)CaDiCaL version: 2.1.3
% 6.23/1.37 % (2096524)Termination reason: Instruction limit
% 6.23/1.37 % (2096524)Termination phase: Saturation
% 6.23/1.37 % (2096524)Time elapsed: 0.041 s
% 6.23/1.37 % (2096524)Peak memory usage: 12 MB
% 6.23/1.37 % (2096524)Instructions burned: 44 (million)
% 6.23/1.37 % (2096534)dis+1010_2:1_slsqr=2,1:to=lpo:plsq=on:cnfonf=lazy_pi_sigma_gen:si=on:sp=reverse_arity:acc=on:uwa=hol:fd=preordered:s2agt=16:flr=on:pe=on:slsq=on:random_seed=2157962484:uwa_fpi=on:avsq=on:s2a=on:cond=fast:i=105:s2at=1.5:aac=none:fgj=on:piset=and:hud=3:fsr=off:rtra=on:er=filter:rawr=on_2991 on theBenchmark for (2991ds/105Mi)
% 6.23/1.37 % (2096530)Instruction limit reached!
% 6.23/1.37 % (2096530)------------------------------
% 6.23/1.37 % (2096530)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.23/1.37 % (2096530)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.23/1.37 % (2096530)CaDiCaL version: 2.1.3
% 6.23/1.37 % (2096530)Termination reason: Instruction limit
% 6.23/1.37 % (2096530)Termination phase: Saturation
% 6.23/1.37 % (2096530)Time elapsed: 0.042 s
% 6.23/1.37 % (2096530)Peak memory usage: 12 MB
% 6.23/1.37 % (2096530)Instructions burned: 95 (million)
% 6.23/1.37 % (2096531)Instruction limit reached!
% 6.23/1.37 % (2096531)------------------------------
% 6.23/1.37 % (2096531)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.23/1.37 % (2096531)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.23/1.37 % (2096531)CaDiCaL version: 2.1.3
% 6.23/1.37 % (2096531)Termination reason: Instruction limit
% 6.23/1.37 % (2096531)Termination phase: Saturation
% 6.23/1.37 % (2096531)Time elapsed: 0.033 s
% 6.23/1.37 % (2096531)Peak memory usage: 13 MB
% 6.23/1.37 % (2096531)Instructions burned: 65 (million)
% 6.23/1.37 % (2096536)dis+10_4:1_sfv=off:to=kbo:fde=unused:cnfonf=off:sas=cadical:e2e=on:si=on:sp=occurrence:acc=on:uwa=off:fd=preordered:foolp=on:random_seed=3248974796:hsq=on:hsqr=16,1:s2a=on:i=5755:piset=or:nm=32:rtra=on:ss=axioms:c=on:sgt=8:rawr=on_2991 on theBenchmark for (2991ds/5755Mi)
% 6.23/1.37 % (2096537)lrs+10_1_sil=128000:drc=off:si=on:fs=off:urr=on:uwa=one_side_constant:random_seed=2906538215:st=10:i=375:sd=1:bd=all:fsr=off:rtra=on:ss=axioms_2991 on theBenchmark for (2991ds/375Mi)
% 6.23/1.37 % (2096537)Refutation not found, incomplete strategy
% 6.23/1.37 % (2096537)------------------------------
% 6.23/1.37 % (2096537)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.23/1.37 % (2096537)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.23/1.37 % (2096537)CaDiCaL version: 2.1.3
% 6.23/1.37 % (2096537)Termination reason: Refutation not found, incomplete strategy
% 6.23/1.37 % (2096537)Time elapsed: 0.005 s
% 6.23/1.37 % (2096537)Peak memory usage: 12 MB
% 6.23/1.37 % (2096537)Instructions burned: 8 (million)
% 6.23/1.37 % (2096537)------------------------------
% 6.23/1.37 % (2096537)------------------------------
% 6.23/1.37 % (2096540)lrs+10_1_to=lpo:sil=128000:e2e=on:si=on:random_seed=3081229157:s2a=on:i=495:s2at=3:aac=none:bd=preordered:rtra=on:fe=abstraction_2991 on theBenchmark for (2991ds/495Mi)
% 6.23/1.37 % (2096526)Instruction limit reached!
% 6.23/1.37 % (2096526)------------------------------
% 6.23/1.37 % (2096526)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.23/1.37 % (2096526)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.23/1.37 % (2096526)CaDiCaL version: 2.1.3
% 6.23/1.37 % (2096526)Termination reason: Instruction limit
% 6.23/1.37 % (2096526)Termination phase: Saturation
% 6.23/1.37 % (2096526)Time elapsed: 0.120 s
% 6.23/1.37 % (2096526)Peak memory usage: 14 MB
% 6.23/1.37 % (2096526)Instructions burned: 452 (million)
% 6.23/1.37 % (2096534)Instruction limit reached!
% 6.23/1.37 % (2096534)------------------------------
% 6.23/1.37 % (2096534)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096534)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096534)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096534)Termination reason: Instruction limit
% 6.78/1.49 % (2096534)Termination phase: Saturation
% 6.78/1.49 % (2096534)Time elapsed: 0.055 s
% 6.78/1.49 % (2096534)Peak memory usage: 13 MB
% 6.78/1.49 % (2096534)Instructions burned: 107 (million)
% 6.78/1.49 % (2096542)dis+10_2_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_pi_sigma_gen:si=on:sp=occurrence:plsqr=5,1:bsr=on:plsql=on:random_seed=1326034172:cond=on:i=34:hud=10:nm=10:rtra=on_2991 on theBenchmark for (2991ds/34Mi)
% 6.78/1.49 % (2096542)Instruction limit reached!
% 6.78/1.49 % (2096542)------------------------------
% 6.78/1.49 % (2096542)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096542)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096542)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096542)Termination reason: Instruction limit
% 6.78/1.49 % (2096542)Termination phase: Saturation
% 6.78/1.49 % (2096542)Time elapsed: 0.010 s
% 6.78/1.49 % (2096542)Peak memory usage: 12 MB
% 6.78/1.49 % (2096542)Instructions burned: 35 (million)
% 6.78/1.49 % (2096543)ott+1002_4_tgt=ground:si=on:tsa=off:nwc=1:random_seed=13242478:s2a=on:i=91:piset=or:hud=5:rtra=on:fe=abstraction_2991 on theBenchmark for (2991ds/91Mi)
% 6.78/1.49 % (2096545)dis+2_1_sil=128000:tgt=ground:e2e=on:si=on:sos=on:urr=on:uwa=off:nwc=2:random_seed=993115827:i=66:sd=50:kws=inv_arity:bd=preordered:nm=64:rtra=on:ss=axioms:c=on:ntd=on_2990 on theBenchmark for (2990ds/66Mi)
% 6.78/1.49 % (2096545)Instruction limit reached!
% 6.78/1.49 % (2096545)------------------------------
% 6.78/1.49 % (2096545)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096545)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096545)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096545)Termination reason: Instruction limit
% 6.78/1.49 % (2096545)Termination phase: Saturation
% 6.78/1.49 % (2096545)Time elapsed: 0.019 s
% 6.78/1.49 % (2096545)Peak memory usage: 13 MB
% 6.78/1.49 % (2096545)Instructions burned: 69 (million)
% 6.78/1.49 % (2096548)ott+2_5:4_anc=none:to=lpo:si=on:lma=off:cbe=off:uwa=ground:nwc=3:random_seed=997647956:uwa_fpi=on:i=22:add=on:doe=on:ins=1:rtra=on_2990 on theBenchmark for (2990ds/22Mi)
% 6.78/1.49 % (2096520)Instruction limit reached!
% 6.78/1.49 % (2096520)------------------------------
% 6.78/1.49 % (2096520)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096520)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096520)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096520)Termination reason: Instruction limit
% 6.78/1.49 % (2096520)Termination phase: Saturation
% 6.78/1.49 % (2096520)Time elapsed: 0.245 s
% 6.78/1.49 % (2096520)Peak memory usage: 14 MB
% 6.78/1.49 % (2096520)Instructions burned: 517 (million)
% 6.78/1.49 % (2096548)Instruction limit reached!
% 6.78/1.49 % (2096548)------------------------------
% 6.78/1.49 % (2096548)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096548)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096548)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096548)Termination reason: Instruction limit
% 6.78/1.49 % (2096548)Termination phase: Saturation
% 6.78/1.49 % (2096548)Time elapsed: 0.005 s
% 6.78/1.49 % (2096548)Peak memory usage: 12 MB
% 6.78/1.49 % (2096548)Instructions burned: 23 (million)
% 6.78/1.49 % (2096543)Instruction limit reached!
% 6.78/1.49 % (2096543)------------------------------
% 6.78/1.49 % (2096543)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096543)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096543)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096543)Termination reason: Instruction limit
% 6.78/1.49 % (2096543)Termination phase: Saturation
% 6.78/1.49 % (2096543)Time elapsed: 0.044 s
% 6.78/1.49 % (2096543)Peak memory usage: 12 MB
% 6.78/1.49 % (2096543)Instructions burned: 92 (million)
% 6.78/1.49 % (2096462)Instruction limit reached!
% 6.78/1.49 % (2096462)------------------------------
% 6.78/1.49 % (2096462)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 6.78/1.49 % (2096462)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 6.78/1.49 % (2096462)CaDiCaL version: 2.1.3
% 6.78/1.49 % (2096462)Termination reason: Instruction limit
% 7.84/1.62 % (2096462)Termination phase: Saturation
% 7.84/1.62 % (2096462)Time elapsed: 0.644 s
% 7.84/1.62 % (2096462)Peak memory usage: 16 MB
% 7.84/1.62 % (2096462)Instructions burned: 1241 (million)
% 7.84/1.62 % (2096551)lrs+10_1_sil=128000:si=on:urr=on:random_seed=2060570861:i=28:sd=1:rtra=on:ss=axioms:sgt=64_2990 on theBenchmark for (2990ds/28Mi)
% 7.84/1.62 % (2096552)WARNING Broken Constraint: if avatar_split_queue_ratios(1,16) has been set then avatar_split_queue(off) is equal to on
% 7.84/1.62 % (2096550)lrs+21_16_anc=none:sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:sas=cadical:si=on:plsqr=32,1:uwa=interpreted_only:foolp=on:nwc=3:random_seed=2970551961:i=338:bd=all:ins=4:rtra=on_2990 on theBenchmark for (2990ds/338Mi)
% 7.84/1.62 % (2096552)lrs+1010_2:13_to=kbo:sil=128000:cnfonf=lazy_not_gen:si=on:sp=const_min:uwa=interpreted_only:random_seed=820946437:i=137:add=off:avsqr=1,16:kws=inv_arity:bd=preordered:nm=0:rtra=on:ntd=on:rawr=on_2990 on theBenchmark for (2990ds/137Mi)
% 7.84/1.62 % (2096551)Instruction limit reached!
% 7.84/1.62 % (2096551)------------------------------
% 7.84/1.62 % (2096551)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 7.84/1.62 % (2096551)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 7.84/1.62 % (2096551)CaDiCaL version: 2.1.3
% 7.84/1.62 % (2096551)Termination reason: Instruction limit
% 7.84/1.62 % (2096551)Termination phase: Saturation
% 7.84/1.62 % (2096551)Time elapsed: 0.009 s
% 7.84/1.62 % (2096551)Peak memory usage: 12 MB
% 7.84/1.62 % (2096551)Instructions burned: 31 (million)
% 7.84/1.62 % (2096553)dis+10_32_sil=128000:tgt=ground:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=32,1:uwa=one_side_interpreted:nwc=1:random_seed=3560300853:hsq=on:hsqr=1,8:i=340:hsql=off:bd=preordered:av=off:rtra=on_2990 on theBenchmark for (2990ds/340Mi)
% 7.84/1.62 % (2096557)dis+1004_1_sil=128000:si=on:sos=on:uwa=one_side_interpreted:random_seed=1796622096:i=227:sd=1:bd=all:rtra=on:ss=axioms_2990 on theBenchmark for (2990ds/227Mi)
% 7.84/1.62 % (2096552)Instruction limit reached!
% 7.84/1.62 % (2096552)------------------------------
% 7.84/1.62 % (2096552)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 7.84/1.62 % (2096552)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 7.84/1.62 % (2096552)CaDiCaL version: 2.1.3
% 7.84/1.62 % (2096552)Termination reason: Instruction limit
% 7.84/1.62 % (2096552)Termination phase: Saturation
% 7.84/1.62 % (2096552)Time elapsed: 0.069 s
% 7.84/1.62 % (2096552)Peak memory usage: 13 MB
% 7.84/1.62 % (2096552)Instructions burned: 137 (million)
% 7.84/1.62 % (2096557)Instruction limit reached!
% 7.84/1.62 % (2096557)------------------------------
% 7.84/1.62 % (2096557)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 7.84/1.62 % (2096557)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 7.84/1.62 % (2096557)CaDiCaL version: 2.1.3
% 7.84/1.62 % (2096557)Termination reason: Instruction limit
% 7.84/1.62 % (2096557)Termination phase: Saturation
% 7.84/1.62 % (2096557)Time elapsed: 0.061 s
% 7.84/1.62 % (2096557)Peak memory usage: 13 MB
% 7.84/1.62 % (2096557)Instructions burned: 229 (million)
% 7.84/1.62 % (2096561)lrs+10_64_anc=all_dependent:sil=128000:e2e=on:si=on:cbe=off:uwa=off:random_seed=1296972590:i=116:ep=RSTC:rtra=on:ntd=on_2989 on theBenchmark for (2989ds/116Mi)
% 7.84/1.62 % (2096560)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(1) has been set then sine_level_split_queue(off) is equal to on
% 7.84/1.62 % (2096560)dis+1010_1_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:nwc=2:slsqc=1:random_seed=3190006484:i=373:hud=10:nm=16:av=off:rtra=on:ntd=on_2989 on theBenchmark for (2989ds/373Mi)
% 7.84/1.62 % (2096561)Instruction limit reached!
% 7.84/1.62 % (2096561)------------------------------
% 7.84/1.62 % (2096561)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 7.84/1.62 % (2096561)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 7.84/1.62 % (2096561)CaDiCaL version: 2.1.3
% 7.84/1.62 % (2096561)Termination reason: Instruction limit
% 7.84/1.62 % (2096561)Termination phase: Saturation
% 7.84/1.62 % (2096561)Time elapsed: 0.033 s
% 7.84/1.62 % (2096561)Peak memory usage: 13 MB
% 7.84/1.62 % (2096561)Instructions burned: 118 (million)
% 7.84/1.62 % (2096564)lrs+10_1_sil=128000:drc=off:si=on:sos=on:erd=off:urr=on:uwa=interpreted_only:random_seed=2752615983:i=575:rtra=on_2989 on theBenchmark for (2989ds/575Mi)
% 7.84/1.62 % (2096516)Instruction limit reached!
% 8.49/1.84 % (2096516)------------------------------
% 8.49/1.84 % (2096516)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.84 % (2096516)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.84 % (2096516)CaDiCaL version: 2.1.3
% 8.49/1.84 % (2096516)Termination reason: Instruction limit
% 8.49/1.84 % (2096516)Termination phase: Saturation
% 8.49/1.84 % (2096516)Time elapsed: 0.446 s
% 8.49/1.84 % (2096516)Peak memory usage: 15 MB
% 8.49/1.84 % (2096516)Instructions burned: 874 (million)
% 8.49/1.84 % (2096540)Instruction limit reached!
% 8.49/1.84 % (2096540)------------------------------
% 8.49/1.84 % (2096540)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.84 % (2096540)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.84 % (2096540)CaDiCaL version: 2.1.3
% 8.49/1.84 % (2096540)Termination reason: Instruction limit
% 8.49/1.84 % (2096540)Termination phase: Saturation
% 8.49/1.84 % (2096540)Time elapsed: 0.224 s
% 8.49/1.84 % (2096540)Peak memory usage: 13 MB
% 8.49/1.84 % (2096540)Instructions burned: 496 (million)
% 8.49/1.84 % (2096566)dis+2_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:fdtod=off:sp=const_max:lma=off:random_seed=2657128889:cts=off:i=270:doe=on:hud=5:bs=unit_only:bd=preordered:nm=30:ins=25:rtra=on_2988 on theBenchmark for (2988ds/270Mi)
% 8.49/1.84 % (2096567)dis+1002_4:1_sfv=off:to=lpo:plsq=on:fde=none:e2e=on:si=on:spb=non_intro:acc=on:uwa=off:fd=preordered:foolp=on:s2agt=32:slsqc=1:slsq=on:random_seed=1628258550:hsq=on:hsqr=16,1:s2a=on:i=9840:add=on:nm=16:nicw=on:rtra=on:gtg=position:ss=included:ixr=off:c=on:inj=on:ntd=on:rawr=on_2988 on theBenchmark for (2988ds/9840Mi)
% 8.49/1.84 % (2096553)Instruction limit reached!
% 8.49/1.84 % (2096553)------------------------------
% 8.49/1.84 % (2096553)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.84 % (2096553)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.84 % (2096553)CaDiCaL version: 2.1.3
% 8.49/1.84 % (2096553)Termination reason: Instruction limit
% 8.49/1.84 % (2096553)Termination phase: Saturation
% 8.49/1.84 % (2096553)Time elapsed: 0.164 s
% 8.49/1.84 % (2096553)Peak memory usage: 14 MB
% 8.49/1.85 % (2096553)Instructions burned: 341 (million)
% 8.49/1.85 % (2096550)Instruction limit reached!
% 8.49/1.85 % (2096550)------------------------------
% 8.49/1.85 % (2096550)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.85 % (2096550)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.85 % (2096550)CaDiCaL version: 2.1.3
% 8.49/1.85 % (2096550)Termination reason: Instruction limit
% 8.49/1.85 % (2096550)Termination phase: Saturation
% 8.49/1.85 % (2096550)Time elapsed: 0.170 s
% 8.49/1.85 % (2096550)Peak memory usage: 14 MB
% 8.49/1.85 % (2096550)Instructions burned: 340 (million)
% 8.49/1.85 % (2096571)WARNING Broken Constraint: if sine_to_age_tolerance(3) has been set then sine_to_age(off) is equal to on or sine_to_pred_levels(off) is not equal to off or sine_level_split_queue(off) is equal to on
% 8.49/1.85 % (2096570)lrs+1010_1_sil=128000:si=on:sos=all:uwa=off:nwc=1:random_seed=3317855884:i=421:rtra=on:ss=axioms_2988 on theBenchmark for (2988ds/421Mi)
% 8.49/1.85 % (2096571)lrs+10_40_sil=128000:tgt=full:cnfonf=off:si=on:sp=reverse_frequency:spb=goal_then_units:uwa=off:fd=preordered:nwc=1:random_seed=3751613444:avsq=on:i=270:s2at=3:avsqr=1,16:rtra=on:ntd=on_2988 on theBenchmark for (2988ds/270Mi)
% 8.49/1.85 % (2096566)Instruction limit reached!
% 8.49/1.85 % (2096566)------------------------------
% 8.49/1.85 % (2096566)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.85 % (2096566)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.85 % (2096566)CaDiCaL version: 2.1.3
% 8.49/1.85 % (2096566)Termination reason: Instruction limit
% 8.49/1.85 % (2096566)Termination phase: Saturation
% 8.49/1.85 % (2096566)Time elapsed: 0.102 s
% 8.49/1.85 % (2096566)Peak memory usage: 12 MB
% 8.49/1.85 % (2096566)Instructions burned: 271 (million)
% 8.49/1.85 % (2096560)Instruction limit reached!
% 8.49/1.85 % (2096560)------------------------------
% 8.49/1.85 % (2096560)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 8.49/1.85 % (2096560)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 8.49/1.85 % (2096560)CaDiCaL version: 2.1.3
% 8.49/1.85 % (2096560)Termination reason: Instruction limit
% 12.06/2.05 % (2096560)Termination phase: Saturation
% 12.06/2.05 % (2096560)Time elapsed: 0.164 s
% 12.06/2.05 % (2096560)Peak memory usage: 12 MB
% 12.06/2.05 % (2096560)Instructions burned: 374 (million)
% 12.06/2.05 % (2096575)WARNING Broken Constraint: if ho_split_queue_ratios(1,8) has been set then ho_split_queue(off) is equal to on
% 12.06/2.05 % (2096575)WARNING Broken Constraint: if sine_to_age_tolerance(5) has been set then sine_to_age(off) is equal to on or sine_to_pred_levels(off) is not equal to off or sine_level_split_queue(off) is equal to on
% 12.06/2.05 % (2096574)dis+1002_64_sil=128000:cnfonf=lazy_not_gen_be_off:si=on:cbe=off:uwa=off:nwc=0.5:random_seed=22402007:i=31:kws=inv_frequency:bd=all:rtra=on:ntd=on_2987 on theBenchmark for (2987ds/31Mi)
% 12.06/2.05 % (2096575)dis+1002_8_to=kbo:sil=128000:tgt=full:drc=off:si=on:sp=const_max:lma=off:spb=non_intro:cbe=off:uwa=interpreted_only:random_seed=3987704663:hsqr=1,8:i=1440:s2at=5:add=on:nm=2:rtra=on_2987 on theBenchmark for (2987ds/1440Mi)
% 12.06/2.05 % (2096564)Instruction limit reached!
% 12.06/2.05 % (2096564)------------------------------
% 12.06/2.05 % (2096564)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 12.06/2.05 % (2096564)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 12.06/2.05 % (2096564)CaDiCaL version: 2.1.3
% 12.06/2.05 % (2096564)Termination reason: Instruction limit
% 12.06/2.05 % (2096564)Termination phase: Saturation
% 12.06/2.05 % (2096564)Time elapsed: 0.155 s
% 12.06/2.05 % (2096564)Peak memory usage: 15 MB
% 12.06/2.05 % (2096564)Instructions burned: 577 (million)
% 12.06/2.05 % (2096574)Instruction limit reached!
% 12.06/2.05 % (2096574)------------------------------
% 12.06/2.05 % (2096574)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 12.06/2.05 % (2096574)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 12.06/2.05 % (2096574)CaDiCaL version: 2.1.3
% 12.06/2.05 % (2096574)Termination reason: Instruction limit
% 12.06/2.05 % (2096574)Termination phase: Saturation
% 12.06/2.05 % (2096574)Time elapsed: 0.016 s
% 12.06/2.05 % (2096574)Peak memory usage: 12 MB
% 12.06/2.05 % (2096574)Instructions burned: 32 (million)
% 12.06/2.05 % (2096578)dis+10_2_sil=128000:si=on:random_seed=764190554:s2a=on:i=339:av=off:rtra=on:fe=abstraction:ss=axioms:fsd=on:ntd=on_2987 on theBenchmark for (2987ds/339Mi)
% 12.06/2.05 % (2096579)lrs+2_16:1_si=on:cbe=off:uwa=interpreted_only:random_seed=2444508745:i=111:add=on:fgj=on:rtra=on:fdi=1024_2987 on theBenchmark for (2987ds/111Mi)
% 12.06/2.05 % (2096571)Instruction limit reached!
% 12.06/2.05 % (2096571)------------------------------
% 12.06/2.05 % (2096571)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 12.06/2.05 % (2096571)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 12.06/2.05 % (2096571)CaDiCaL version: 2.1.3
% 12.06/2.05 % (2096571)Termination reason: Instruction limit
% 12.06/2.05 % (2096571)Termination phase: Saturation
% 12.06/2.05 % (2096571)Time elapsed: 0.141 s
% 12.06/2.05 % (2096571)Peak memory usage: 14 MB
% 12.06/2.05 % (2096571)Instructions burned: 271 (million)
% 12.06/2.05 % (2096582)dis+10_8_sil=128000:plsq=on:plsqc=1:si=on:sp=unary_first:sos=on:lma=off:plsqr=64,1:uwa=interpreted_only:foolp=on:random_seed=4100833564:st=3:avsq=on:i=122:avsqr=8,1:sd=2:kws=precedence:bd=preordered:rtra=on:ss=axioms:ntd=on_2986 on theBenchmark for (2986ds/122Mi)
% 12.06/2.05 % (2096579)Instruction limit reached!
% 12.06/2.05 % (2096579)------------------------------
% 12.06/2.05 % (2096579)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 12.06/2.05 % (2096579)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 12.06/2.05 % (2096579)CaDiCaL version: 2.1.3
% 12.06/2.05 % (2096579)Termination reason: Instruction limit
% 12.06/2.05 % (2096579)Termination phase: Saturation
% 12.06/2.05 % (2096579)Time elapsed: 0.058 s
% 12.06/2.05 % (2096579)Peak memory usage: 13 MB
% 12.06/2.05 % (2096579)Instructions burned: 112 (million)
% 12.06/2.05 % (2096578)Instruction limit reached!
% 12.06/2.05 % (2096578)------------------------------
% 12.06/2.05 % (2096578)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 12.06/2.05 % (2096578)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 12.06/2.05 % (2096578)CaDiCaL version: 2.1.3
% 12.06/2.05 % (2096578)Termination reason: Instruction limit
% 12.06/2.05 % (2096578)Termination phase: Saturation
% 12.06/2.05 % (2096578)Time elapsed: 0.083 s
% 12.06/2.05 % (2096578)Peak memory usage: 12 MB
% 12.06/2.05 % (2096578)Instructions burned: 341 (million)
% 13.11/2.23 % (2096584)dis+1010_3:2_anc=all_dependent:sil=128000:si=on:sos=on:lma=off:spb=goal_then_units:bce=on:fd=off:random_seed=1786330251:uwa_fpi=on:avsq=on:i=136:avsqr=1,32:hud=15:nm=0:rtra=on:ntd=on_2986 on theBenchmark for (2986ds/136Mi)
% 13.11/2.23 % (2096585)dis+1002_1_sil=128000:fde=unused:e2e=on:si=on:cbe=off:uwa=off:random_seed=1318507428:hsq=on:st=2:i=232:kws=inv_frequency:rtra=on:ss=axioms:ntd=on_2986 on theBenchmark for (2986ds/232Mi)
% 13.11/2.23 % (2096570)Instruction limit reached!
% 13.11/2.23 % (2096570)------------------------------
% 13.11/2.23 % (2096570)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.11/2.23 % (2096570)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.11/2.23 % (2096570)CaDiCaL version: 2.1.3
% 13.11/2.23 % (2096570)Termination reason: Instruction limit
% 13.11/2.23 % (2096570)Termination phase: Saturation
% 13.11/2.23 % (2096570)Time elapsed: 0.207 s
% 13.11/2.23 % (2096570)Peak memory usage: 14 MB
% 13.11/2.23 % (2096570)Instructions burned: 422 (million)
% 13.11/2.23 % (2096582)Instruction limit reached!
% 13.11/2.23 % (2096582)------------------------------
% 13.11/2.23 % (2096582)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.11/2.23 % (2096582)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.11/2.23 % (2096582)CaDiCaL version: 2.1.3
% 13.11/2.23 % (2096582)Termination reason: Instruction limit
% 13.11/2.23 % (2096582)Termination phase: Saturation
% 13.11/2.23 % (2096582)Time elapsed: 0.064 s
% 13.11/2.23 % (2096582)Peak memory usage: 13 MB
% 13.11/2.23 % (2096582)Instructions burned: 123 (million)
% 13.11/2.23 % (2096588)lrs+1010_8:1_sil=128000:tgt=ground:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:sos=on:plsqr=256,1:uwa=off:random_seed=3111940939:i=1254:kws=precedence:bd=preordered:av=off:rtra=on_2986 on theBenchmark for (2986ds/1254Mi)
% 13.11/2.23 % (2096590)WARNING Broken Constraint: if lrs_weight_limit_only(on) has been set then saturation_algorithm(discount) is equal to lrs
% 13.11/2.23 % (2096590)dis+1002_5:4_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_simp:si=on:plsqr=878,253:plsql=on:uwa=interpreted_only:lwlo=on:random_seed=3939739593:s2a=on:i=281:add=on:rtra=on:fe=axiom:fdi=1024_2986 on theBenchmark for (2986ds/281Mi)
% 13.11/2.23 % (2096584)Instruction limit reached!
% 13.11/2.23 % (2096584)------------------------------
% 13.11/2.23 % (2096584)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.11/2.23 % (2096584)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.11/2.23 % (2096584)CaDiCaL version: 2.1.3
% 13.11/2.23 % (2096584)Termination reason: Instruction limit
% 13.11/2.23 % (2096584)Termination phase: Saturation
% 13.11/2.23 % (2096584)Time elapsed: 0.067 s
% 13.11/2.23 % (2096584)Peak memory usage: 13 MB
% 13.11/2.23 % (2096584)Instructions burned: 137 (million)
% 13.11/2.23 % (2096585)Instruction limit reached!
% 13.11/2.23 % (2096585)------------------------------
% 13.11/2.23 % (2096585)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.11/2.23 % (2096585)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.11/2.23 % (2096585)CaDiCaL version: 2.1.3
% 13.11/2.23 % (2096585)Termination reason: Instruction limit
% 13.11/2.23 % (2096585)Termination phase: Saturation
% 13.11/2.23 % (2096585)Time elapsed: 0.064 s
% 13.11/2.23 % (2096585)Peak memory usage: 14 MB
% 13.11/2.23 % (2096585)Instructions burned: 235 (million)
% 13.11/2.23 % (2096593)ott+10_1_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:lma=off:plsqr=128,1:urr=ec_only:uwa=off:rp=on:nwc=20:br=off:random_seed=901701536:i=865:bs=unit_only:ins=25:rtra=on:ntd=on_2985 on theBenchmark for (2985ds/865Mi)
% 13.11/2.23 % (2096592)dis+1010_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:sas=cadical:si=on:sos=all:uwa=off:sac=on:random_seed=3852992299:i=619:add=on:rtra=on_2985 on theBenchmark for (2985ds/619Mi)
% 13.11/2.23 % (2096590)Instruction limit reached!
% 13.11/2.23 % (2096590)------------------------------
% 13.11/2.23 % (2096590)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.11/2.23 % (2096590)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.11/2.23 % (2096590)CaDiCaL version: 2.1.3
% 13.11/2.23 % (2096590)Termination reason: Instruction limit
% 13.11/2.23 % (2096590)Termination phase: Saturation
% 13.11/2.23 % (2096590)Time elapsed: 0.155 s
% 13.11/2.23 % (2096590)Peak memory usage: 14 MB
% 13.11/2.23 % (2096590)Instructions burned: 282 (million)
% 13.11/2.23 % (2096596)lrs+10_1_sil=128000:si=on:urr=on:random_seed=2049185172:i=212:sd=1:rtra=on:ss=axioms:sgt=64_2984 on theBenchmark for (2984ds/212Mi)
% 13.67/2.38 % (2096593)Instruction limit reached!
% 13.67/2.38 % (2096593)------------------------------
% 13.67/2.38 % (2096593)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096593)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096593)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096593)Termination reason: Instruction limit
% 13.67/2.38 % (2096593)Termination phase: Saturation
% 13.67/2.38 % (2096593)Time elapsed: 0.214 s
% 13.67/2.38 % (2096593)Peak memory usage: 16 MB
% 13.67/2.38 % (2096593)Instructions burned: 867 (million)
% 13.67/2.38 % (2096598)lrs+1010_64_sil=128000:si=on:avsql=on:uwa=off:random_seed=3241887251:hsq=on:st=3:avsq=on:i=130:avsqr=1,16:sd=1:rtra=on:ss=axioms_2983 on theBenchmark for (2983ds/130Mi)
% 13.67/2.38 % (2096596)Instruction limit reached!
% 13.67/2.38 % (2096596)------------------------------
% 13.67/2.38 % (2096596)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096596)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096596)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096596)Termination reason: Instruction limit
% 13.67/2.38 % (2096596)Termination phase: Saturation
% 13.67/2.38 % (2096596)Time elapsed: 0.106 s
% 13.67/2.38 % (2096596)Peak memory usage: 13 MB
% 13.67/2.38 % (2096596)Instructions burned: 213 (million)
% 13.67/2.38 % (2096598)Instruction limit reached!
% 13.67/2.38 % (2096598)------------------------------
% 13.67/2.38 % (2096598)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096598)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096598)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096598)Termination reason: Instruction limit
% 13.67/2.38 % (2096598)Termination phase: Saturation
% 13.67/2.38 % (2096598)Time elapsed: 0.037 s
% 13.67/2.38 % (2096598)Peak memory usage: 13 MB
% 13.67/2.38 % (2096598)Instructions burned: 133 (million)
% 13.67/2.38 % (2096600)lrs+1002_1_cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:random_seed=1752206446:st=1.5:i=346:rtra=on:ss=axioms_2983 on theBenchmark for (2983ds/346Mi)
% 13.67/2.38 % (2096592)Instruction limit reached!
% 13.67/2.38 % (2096592)------------------------------
% 13.67/2.38 % (2096592)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096592)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096592)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096592)Termination reason: Instruction limit
% 13.67/2.38 % (2096592)Termination phase: Saturation
% 13.67/2.38 % (2096592)Time elapsed: 0.268 s
% 13.67/2.38 % (2096592)Peak memory usage: 13 MB
% 13.67/2.38 % (2096592)Instructions burned: 619 (million)
% 13.67/2.38 % (2096601)lrs+1010_3_sil=128000:si=on:slsq=on:random_seed=877461318:avsq=on:i=152:avsqr=8,1:hud=5:ins=1:fsr=off:rtra=on_2982 on theBenchmark for (2982ds/152Mi)
% 13.67/2.38 % (2096604)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=207287000:i=75:ep=R:rtra=on:ntd=on_2982 on theBenchmark for (2982ds/75Mi)
% 13.67/2.38 % (2096601)Instruction limit reached!
% 13.67/2.38 % (2096601)------------------------------
% 13.67/2.38 % (2096601)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096601)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096601)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096601)Termination reason: Instruction limit
% 13.67/2.38 % (2096601)Termination phase: Saturation
% 13.67/2.38 % (2096601)Time elapsed: 0.040 s
% 13.67/2.38 % (2096601)Peak memory usage: 13 MB
% 13.67/2.38 % (2096601)Instructions burned: 156 (million)
% 13.67/2.38 % (2096606)dis+10_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:uwa=one_side_interpreted:nwc=5:random_seed=2424124232:st=2.5:i=387:sd=2:rtra=on:ss=axioms_2982 on theBenchmark for (2982ds/387Mi)
% 13.67/2.38 % (2096604)Instruction limit reached!
% 13.67/2.38 % (2096604)------------------------------
% 13.67/2.38 % (2096604)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.67/2.38 % (2096604)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.67/2.38 % (2096604)CaDiCaL version: 2.1.3
% 13.67/2.38 % (2096604)Termination reason: Instruction limit
% 13.67/2.38 % (2096604)Termination phase: Saturation
% 13.67/2.38 % (2096604)Time elapsed: 0.037 s
% 13.67/2.38 % (2096604)Peak memory usage: 12 MB
% 13.67/2.38 % (2096604)Instructions burned: 75 (million)
% 13.67/2.38 % (2096608)dis+1004_50_to=lpo:drc=off:fde=unused:cnfonf=lazy_not_gen_be_off:si=on:sp=reverse_arity:spb=units:cbe=off:foolp=on:random_seed=2563553801:uwa_fpi=on:i=148:doe=on:bd=preordered:rtra=on:fsd=on_2982 on theBenchmark for (2982ds/148Mi)
% 13.33/2.50 % (2096608)Instruction limit reached!
% 13.33/2.50 % (2096608)------------------------------
% 13.33/2.50 % (2096608)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096608)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096608)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096608)Termination reason: Instruction limit
% 13.33/2.50 % (2096608)Termination phase: Saturation
% 13.33/2.50 % (2096608)Time elapsed: 0.074 s
% 13.33/2.50 % (2096608)Peak memory usage: 13 MB
% 13.33/2.50 % (2096608)Instructions burned: 150 (million)
% 13.33/2.50 % (2096606)Instruction limit reached!
% 13.33/2.50 % (2096606)------------------------------
% 13.33/2.50 % (2096606)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096606)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096606)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096606)Termination reason: Instruction limit
% 13.33/2.50 % (2096606)Termination phase: Saturation
% 13.33/2.50 % (2096606)Time elapsed: 0.101 s
% 13.33/2.50 % (2096606)Peak memory usage: 14 MB
% 13.33/2.50 % (2096606)Instructions burned: 398 (million)
% 13.33/2.50 % (2096611)lrs+10_1_sil=128000:si=on:random_seed=2875360102:st=5:i=888:sd=3:bd=preordered:rtra=on:ss=axioms_2981 on theBenchmark for (2981ds/888Mi)
% 13.33/2.50 % (2096600)Instruction limit reached!
% 13.33/2.50 % (2096600)------------------------------
% 13.33/2.50 % (2096600)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096600)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096600)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096600)Termination reason: Instruction limit
% 13.33/2.50 % (2096600)Termination phase: Saturation
% 13.33/2.50 % (2096600)Time elapsed: 0.176 s
% 13.33/2.50 % (2096600)Peak memory usage: 14 MB
% 13.33/2.50 % (2096600)Instructions burned: 347 (million)
% 13.33/2.50 % (2096610)dis+1010_3_si=on:uwa=one_side_interpreted:random_seed=466770617:i=161:piset=and:rtra=on:ntd=on_2981 on theBenchmark for (2981ds/161Mi)
% 13.33/2.50 % (2096614)ott-1003_1_sil=128000:plsq=on:plsqc=1:si=on:sp=weighted_frequency:lma=off:plsqr=1,32:urr=on:cbe=off:random_seed=3076604623:i=136:add=on:ins=4:rtra=on:sup=off_2981 on theBenchmark for (2981ds/136Mi)
% 13.33/2.50 % (2096614)Refutation not found, incomplete strategy
% 13.33/2.50 % (2096614)------------------------------
% 13.33/2.50 % (2096614)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096614)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096614)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096614)Termination reason: Refutation not found, incomplete strategy
% 13.33/2.50 % (2096614)Time elapsed: 0.005 s
% 13.33/2.50 % (2096614)Peak memory usage: 12 MB
% 13.33/2.50 % (2096614)Instructions burned: 10 (million)
% 13.33/2.50 % (2096614)------------------------------
% 13.33/2.50 % (2096614)------------------------------
% 13.33/2.50 % (2096616)lrs+1010_1_anc=none:slsqr=1,2:sil=128000:cnfonf=conj_eager:sas=cadical:si=on:hi=on:uwa=one_side_interpreted:rp=on:nwc=2:slsqc=3:slsq=on:random_seed=1111970376:i=88:s2at=3:nm=2:rtra=on:rawr=on_2980 on theBenchmark for (2980ds/88Mi)
% 13.33/2.50 % (2096575)Instruction limit reached!
% 13.33/2.50 % (2096575)------------------------------
% 13.33/2.50 % (2096575)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096575)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096575)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096575)Termination reason: Instruction limit
% 13.33/2.50 % (2096575)Termination phase: Saturation
% 13.33/2.50 % (2096575)Time elapsed: 0.709 s
% 13.33/2.50 % (2096575)Peak memory usage: 18 MB
% 13.33/2.50 % (2096575)Instructions burned: 1441 (million)
% 13.33/2.50 % (2096610)Instruction limit reached!
% 13.33/2.50 % (2096610)------------------------------
% 13.33/2.50 % (2096610)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096610)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096610)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096610)Termination reason: Instruction limit
% 13.33/2.50 % (2096610)Termination phase: Saturation
% 13.33/2.50 % (2096610)Time elapsed: 0.083 s
% 13.33/2.50 % (2096610)Peak memory usage: 13 MB
% 13.33/2.50 % (2096610)Instructions burned: 162 (million)
% 13.33/2.50 % (2096616)Instruction limit reached!
% 13.33/2.50 % (2096616)------------------------------
% 13.33/2.50 % (2096616)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096616)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096616)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096616)Termination reason: Instruction limit
% 13.33/2.50 % (2096616)Termination phase: Saturation
% 13.33/2.50 % (2096616)Time elapsed: 0.046 s
% 13.33/2.50 % (2096616)Peak memory usage: 13 MB
% 13.33/2.50 % (2096616)Instructions burned: 89 (million)
% 13.33/2.50 % (2096618)dis+1002_5:4_to=kbo:sil=128000:cnfonf=conj_eager:si=on:sp=reverse_arity:lma=off:hi=on:nwc=20:random_seed=433253146:s2a=on:cond=on:i=93:add=on:bd=preordered:rtra=on:er=filter_2980 on theBenchmark for (2980ds/93Mi)
% 13.33/2.50 % (2096588)Instruction limit reached!
% 13.33/2.50 % (2096588)------------------------------
% 13.33/2.50 % (2096588)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096588)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096588)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096588)Termination reason: Instruction limit
% 13.33/2.50 % (2096588)Termination phase: Saturation
% 13.33/2.50 % (2096588)Time elapsed: 0.590 s
% 13.33/2.50 % (2096588)Peak memory usage: 19 MB
% 13.33/2.50 % (2096588)Instructions burned: 1256 (million)
% 13.33/2.50 % (2096619)dis+1010_2:1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:slsq=on:random_seed=3696482119:i=2186:rtra=on:ixr=off_2980 on theBenchmark for (2980ds/2186Mi)
% 13.33/2.50 % (2096620)lrs+10_40_drc=off:e2e=on:si=on:uwa=one_side_interpreted:random_seed=3658293920:s2a=on:i=240:rtra=on:ntd=on_2980 on theBenchmark for (2980ds/240Mi)
% 13.33/2.50 % (2096622)dis+10_1_to=lpo:sil=128000:tgt=ground:si=on:urr=on:cbe=off:uwa=one_side_constant:nwc=5:random_seed=3913363314:i=805:aac=none:doe=on:piset=not:bd=all:rtra=on:fe=abstraction_2980 on theBenchmark for (2980ds/805Mi)
% 13.33/2.50 % (2096622)Refutation not found, incomplete strategy
% 13.33/2.50 % (2096622)------------------------------
% 13.33/2.50 % (2096622)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096622)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096622)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096622)Termination reason: Refutation not found, incomplete strategy
% 13.33/2.50 % (2096622)Time elapsed: 0.013 s
% 13.33/2.50 % (2096622)Peak memory usage: 12 MB
% 13.33/2.50 % (2096622)Instructions burned: 24 (million)
% 13.33/2.50 % (2096622)------------------------------
% 13.33/2.50 % (2096622)------------------------------
% 13.33/2.50 % (2096618)Instruction limit reached!
% 13.33/2.50 % (2096618)------------------------------
% 13.33/2.50 % (2096618)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096618)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096618)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096618)Termination reason: Instruction limit
% 13.33/2.50 % (2096618)Termination phase: Saturation
% 13.33/2.50 % (2096618)Time elapsed: 0.047 s
% 13.33/2.50 % (2096618)Peak memory usage: 13 MB
% 13.33/2.50 % (2096618)Instructions burned: 94 (million)
% 13.33/2.50 % (2096626)WARNING Broken Constraint: if avatar_split_queue_cutoffs(1) has been set then avatar_split_queue(off) is equal to on
% 13.33/2.50 % (2096626)dis+1002_1_to=lpo:sil=128000:cnfonf=conj_eager:si=on:sp=unary_first:spb=intro:urr=on:cbe=off:uwa=one_side_interpreted:rp=on:avsqc=1:random_seed=3967242557:st=2:s2a=on:i=391:sd=4:bd=preordered:nm=16:rtra=on:ss=axioms:rawr=on_2979 on theBenchmark for (2979ds/391Mi)
% 13.33/2.50 % (2096627)dis+10_1_sil=128000:si=on:urr=on:uwa=off:random_seed=1024243031:i=355:av=off:fsr=off:rtra=on:ixr=off_2979 on theBenchmark for (2979ds/355Mi)
% 13.33/2.50 % (2096611)Instruction limit reached!
% 13.33/2.50 % (2096611)------------------------------
% 13.33/2.50 % (2096611)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096611)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096611)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096611)Termination reason: Instruction limit
% 13.33/2.50 % (2096611)Termination phase: Saturation
% 13.33/2.50 % (2096611)Time elapsed: 0.224 s
% 13.33/2.50 % (2096611)Peak memory usage: 14 MB
% 13.33/2.50 % (2096611)Instructions burned: 889 (million)
% 13.33/2.50 % (2096630)lrs+1010_5:1_sil=128000:si=on:uwa=interpreted_only:sac=on:slsq=on:random_seed=3206423135:lrd=on:i=314:sd=1:rtra=on:ss=axioms_2978 on theBenchmark for (2978ds/314Mi)
% 13.33/2.50 % (2096620)Instruction limit reached!
% 13.33/2.50 % (2096620)------------------------------
% 13.33/2.50 % (2096620)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096620)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096620)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096620)Termination reason: Instruction limit
% 13.33/2.50 % (2096620)Termination phase: Saturation
% 13.33/2.50 % (2096620)Time elapsed: 0.123 s
% 13.33/2.50 % (2096620)Peak memory usage: 13 MB
% 13.33/2.50 % (2096620)Instructions burned: 242 (million)
% 13.33/2.50 % (2096632)lrs+10_1_sil=128000:e2e=on:si=on:cbe=off:uwa=interpreted_only:cs=on:random_seed=3559146267:s2a=on:i=251:fsr=off:rtra=on_2978 on theBenchmark for (2978ds/251Mi)
% 13.33/2.50 % (2096536) found proof, printing to "/export/starexec/sandbox2/tmp/vampire-proof-2096397-2096536"...
% 13.33/2.50 % (2096630)Instruction limit reached!
% 13.33/2.50 % (2096630)------------------------------
% 13.33/2.50 % (2096630)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096630)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096630)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096630)Termination reason: Instruction limit
% 13.33/2.50 % (2096630)Termination phase: Saturation
% 13.33/2.50 % (2096630)Time elapsed: 0.076 s
% 13.33/2.50 % (2096630)Peak memory usage: 13 MB
% 13.33/2.50 % (2096630)Instructions burned: 316 (million)
% 13.33/2.50 % (2096634)dis+1010_2:1_slsqr=2,1:to=lpo:plsq=on:cnfonf=lazy_pi_sigma_gen:si=on:sp=reverse_arity:acc=on:uwa=hol:fd=preordered:s2agt=16:flr=on:pe=on:slsq=on:random_seed=2844350981:uwa_fpi=on:avsq=on:s2a=on:cond=fast:i=2470:s2at=1.5:aac=none:fgj=on:piset=and:hud=3:fsr=off:rtra=on:er=filter:rawr=on_2978 on theBenchmark for (2978ds/2470Mi)
% 13.33/2.50 % (2096627)Instruction limit reached!
% 13.33/2.50 % (2096627)------------------------------
% 13.33/2.50 % (2096627)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096627)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096627)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096627)Termination reason: Instruction limit
% 13.33/2.50 % (2096627)Termination phase: Saturation
% 13.33/2.50 % (2096627)Time elapsed: 0.162 s
% 13.33/2.50 % (2096627)Peak memory usage: 13 MB
% 13.33/2.50 % (2096627)Instructions burned: 355 (million)
% 13.33/2.50 % (2096636)dis+10_6_sil=128000:si=on:sp=arity:bce=on:cbe=off:uwa=interpreted_only:slsqc=4:slsq=on:random_seed=258236853:i=673:doe=on:fgj=on:piset=and:slsql=off:rtra=on:fdi=1024:ntd=on_2977 on theBenchmark for (2977ds/673Mi)
% 13.33/2.50 % (2096536)...printing done.
% 13.33/2.50 % (2096626)Instruction limit reached!
% 13.33/2.50 % (2096626)------------------------------
% 13.33/2.50 % (2096626)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.50 % (2096626)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.50 % (2096626)CaDiCaL version: 2.1.3
% 13.33/2.50 % (2096626)Termination reason: Instruction limit
% 13.33/2.50 % (2096626)Termination phase: Saturation
% 13.33/2.50 % (2096626)Time elapsed: 0.203 s
% 13.33/2.50 % (2096626)Peak memory usage: 14 MB
% 13.33/2.50 % (2096626)Instructions burned: 392 (million)
% 13.33/2.50 % (2096536)Refutation found. Thanks to Tanya!
% 13.33/2.50 % SZS status Theorem for theBenchmark
% 13.33/2.50 % SZS output start Proof for theBenchmark
% 13.33/2.50 thf(type_def_5, type, sTfun: ($tType * $tType) > $tType).
% 13.33/2.50 thf(func_def_1, type, g: ($i > $i > $i)).
% 13.33/2.50 thf(func_def_6, type, s: ($i > $i)).
% 13.33/2.50 thf(f1,conjecture,(
% 13.33/2.50 ~((c1 = ((s @ c8))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & ! [X0 : $i,X1 : $i] : ((((g @ c1 @ X1)) != c3) & (((g @ c8 @ X1)) != c1) & (((g @ X0 @ c8)) != c2) & (((g @ X0 @ c1)) != c4)) & (c3 = ((s @ c2))) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) <=> (((g @ X0 @ (s @ X1))) = c4)) & ! [X1 : $i,X0 : $i] : ((((X0 = c1) & (X1 = c1)) | ((X0 = c8) & (X1 = c8))) <=> (((g @ X0 @ X1)) = c5)) & (c5 = ((s @ c4))) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c5) | (((g @ X0 @ X1)) = c3)) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c1) <=> (((g @ (s @ X0) @ X1)) = c3)) & (c4 = ((s @ c3))) & (c2 = ((s @ c1))))),
% 13.33/2.50 file('/export/starexec/sandbox2/benchmark/theBenchmark.p',cTOUGHNUT2)).
% 13.33/2.50 thf(f2,negated_conjecture,(
% 13.33/2.50 ~ ~((c1 = ((s @ c8))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & ! [X0 : $i,X1 : $i] : ((((g @ c1 @ X1)) != c3) & (((g @ c8 @ X1)) != c1) & (((g @ X0 @ c8)) != c2) & (((g @ X0 @ c1)) != c4)) & (c3 = ((s @ c2))) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) <=> (((g @ X0 @ (s @ X1))) = c4)) & ! [X1 : $i,X0 : $i] : ((((X0 = c1) & (X1 = c1)) | ((X0 = c8) & (X1 = c8))) <=> (((g @ X0 @ X1)) = c5)) & (c5 = ((s @ c4))) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c5) | (((g @ X0 @ X1)) = c3)) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c1) <=> (((g @ (s @ X0) @ X1)) = c3)) & (c4 = ((s @ c3))) & (c2 = ((s @ c1))))),
% 13.33/2.50 inference(negated_conjecture,[status(cth)],[f1])).
% 13.33/2.50 thf(f3,plain,(
% 13.33/2.50 ~ ~((c1 = ((s @ c8))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & ! [X0 : $i,X1 : $i] : ((((g @ c1 @ X1)) != c3) & (((g @ c8 @ X1)) != c1) & (((g @ X0 @ c8)) != c2) & (((g @ X0 @ c1)) != c4)) & (c3 = ((s @ c2))) & ! [X2 : $i,X3 : $i] : ((c2 = ((g @ X2 @ X3))) <=> (c4 = ((g @ X2 @ (s @ X3))))) & ! [X4 : $i,X5 : $i] : ((((c1 = X5) & (c1 = X4)) | ((c8 = X5) & (c8 = X4))) <=> (c5 = ((g @ X5 @ X4)))) & (c5 = ((s @ c4))) & ! [X6 : $i,X7 : $i] : ((c2 = ((g @ X6 @ X7))) | (c1 = ((g @ X6 @ X7))) | (c4 = ((g @ X6 @ X7))) | (c5 = ((g @ X6 @ X7))) | (c3 = ((g @ X6 @ X7)))) & ! [X8 : $i] : (((s @ (s @ (s @ (s @ X8))))) != X8) & ! [X9 : $i,X10 : $i] : ((c1 = ((g @ X9 @ X10))) <=> (c3 = ((g @ (s @ X9) @ X10)))) & (c4 = ((s @ c3))) & (c2 = ((s @ c1))))),
% 13.33/2.50 inference(rectify,[],[f2])).
% 13.33/2.50 thf(f4,plain,(
% 13.33/2.50 ~ ~((c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & ! [X8 : $i] : (((s @ (s @ (s @ (s @ X8))))) != X8) & ! [X9 : $i,X10 : $i] : ((c3 = ((g @ (s @ X9) @ X10))) <=> (c1 = ((g @ X9 @ X10)))) & (c2 = ((s @ c1))) & ! [X2 : $i,X3 : $i] : ((c2 = ((g @ X2 @ X3))) <=> (c4 = ((g @ X2 @ (s @ X3))))) & (((s @ c8)) = c1) & ! [X6 : $i,X7 : $i] : ((c4 = ((g @ X6 @ X7))) | (c1 = ((g @ X6 @ X7))) | (c3 = ((g @ X6 @ X7))) | (c5 = ((g @ X6 @ X7))) | (c2 = ((g @ X6 @ X7)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (c4 = ((s @ c3))) & ! [X0 : $i,X1 : $i] : ((c2 != ((g @ X0 @ c8))) & (c4 != ((g @ X0 @ c1))) & (c3 != ((g @ c1 @ X1))) & (c1 != ((g @ c8 @ X1)))) & ! [X5 : $i,X4 : $i] : ((c5 = ((g @ X5 @ X4))) <=> (((c1 = X5) & (c1 = X4)) | ((c8 = X5) & (c8 = X4)))))),
% 13.33/2.50 inference(fool_elimination,[],[f3])).
% 13.33/2.50 thf(f5,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & ! [X8 : $i] : (((s @ (s @ (s @ (s @ X8))))) != X8) & ! [X9 : $i,X10 : $i] : ((c3 = ((g @ (s @ X9) @ X10))) <=> (c1 = ((g @ X9 @ X10)))) & (c2 = ((s @ c1))) & ! [X2 : $i,X3 : $i] : ((c2 = ((g @ X2 @ X3))) <=> (c4 = ((g @ X2 @ (s @ X3))))) & (((s @ c8)) = c1) & ! [X6 : $i,X7 : $i] : ((c4 = ((g @ X6 @ X7))) | (c1 = ((g @ X6 @ X7))) | (c3 = ((g @ X6 @ X7))) | (c5 = ((g @ X6 @ X7))) | (c2 = ((g @ X6 @ X7)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (c4 = ((s @ c3))) & ! [X0 : $i,X1 : $i] : ((c2 != ((g @ X0 @ c8))) & (c4 != ((g @ X0 @ c1))) & (c3 != ((g @ c1 @ X1))) & (c1 != ((g @ c8 @ X1)))) & ! [X5 : $i,X4 : $i] : ((c5 = ((g @ X5 @ X4))) <=> (((c1 = X5) & (c1 = X4)) | ((c8 = X5) & (c8 = X4))))),
% 13.33/2.50 inference(flattening,[],[f4])).
% 13.33/2.50 thf(f6,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & ! [X8 : $i] : (((s @ (s @ (s @ (s @ X8))))) != X8) & ! [X9 : $i,X10 : $i] : (((c3 = ((g @ (s @ X9) @ X10))) | (c1 != ((g @ X9 @ X10)))) & ((c1 = ((g @ X9 @ X10))) | (c3 != ((g @ (s @ X9) @ X10))))) & (c2 = ((s @ c1))) & ! [X2 : $i,X3 : $i] : (((c2 = ((g @ X2 @ X3))) | (c4 != ((g @ X2 @ (s @ X3))))) & ((c4 = ((g @ X2 @ (s @ X3)))) | (c2 != ((g @ X2 @ X3))))) & (((s @ c8)) = c1) & ! [X6 : $i,X7 : $i] : ((c4 = ((g @ X6 @ X7))) | (c1 = ((g @ X6 @ X7))) | (c3 = ((g @ X6 @ X7))) | (c5 = ((g @ X6 @ X7))) | (c2 = ((g @ X6 @ X7)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (c4 = ((s @ c3))) & ! [X0 : $i,X1 : $i] : ((c2 != ((g @ X0 @ c8))) & (c4 != ((g @ X0 @ c1))) & (c3 != ((g @ c1 @ X1))) & (c1 != ((g @ c8 @ X1)))) & ! [X5 : $i,X4 : $i] : (((c5 = ((g @ X5 @ X4))) | (((c1 != X5) | (c1 != X4)) & ((c8 != X5) | (c8 != X4)))) & ((((c1 = X5) & (c1 = X4)) | ((c8 = X5) & (c8 = X4))) | (c5 != ((g @ X5 @ X4)))))),
% 13.33/2.50 inference(nnf_transformation,[],[f5])).
% 13.33/2.50 thf(f7,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & ! [X8 : $i] : (((s @ (s @ (s @ (s @ X8))))) != X8) & ! [X9 : $i,X10 : $i] : (((c3 = ((g @ (s @ X9) @ X10))) | (c1 != ((g @ X9 @ X10)))) & ((c1 = ((g @ X9 @ X10))) | (c3 != ((g @ (s @ X9) @ X10))))) & (c2 = ((s @ c1))) & ! [X2 : $i,X3 : $i] : (((c2 = ((g @ X2 @ X3))) | (c4 != ((g @ X2 @ (s @ X3))))) & ((c4 = ((g @ X2 @ (s @ X3)))) | (c2 != ((g @ X2 @ X3))))) & (((s @ c8)) = c1) & ! [X6 : $i,X7 : $i] : ((c4 = ((g @ X6 @ X7))) | (c1 = ((g @ X6 @ X7))) | (c3 = ((g @ X6 @ X7))) | (c5 = ((g @ X6 @ X7))) | (c2 = ((g @ X6 @ X7)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (c4 = ((s @ c3))) & ! [X0 : $i,X1 : $i] : ((c2 != ((g @ X0 @ c8))) & (c4 != ((g @ X0 @ c1))) & (c3 != ((g @ c1 @ X1))) & (c1 != ((g @ c8 @ X1)))) & ! [X5 : $i,X4 : $i] : (((c5 = ((g @ X5 @ X4))) | (((c1 != X5) | (c1 != X4)) & ((c8 != X5) | (c8 != X4)))) & (((c1 = X5) & (c1 = X4)) | ((c8 = X5) & (c8 = X4)) | (c5 != ((g @ X5 @ X4)))))),
% 13.33/2.50 inference(flattening,[],[f6])).
% 13.33/2.50 thf(f8,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X1 : $i,X2 : $i] : (((c3 = ((g @ (s @ X1) @ X2))) | (c1 != ((g @ X1 @ X2)))) & ((c1 = ((g @ X1 @ X2))) | (c3 != ((g @ (s @ X1) @ X2))))) & (c2 = ((s @ c1))) & ! [X3 : $i,X4 : $i] : (((c2 = ((g @ X3 @ X4))) | (c4 != ((g @ X3 @ (s @ X4))))) & ((c4 = ((g @ X3 @ (s @ X4)))) | (c2 != ((g @ X3 @ X4))))) & (((s @ c8)) = c1) & ! [X5 : $i,X6 : $i] : ((c4 = ((g @ X5 @ X6))) | (c1 = ((g @ X5 @ X6))) | (c3 = ((g @ X5 @ X6))) | (c5 = ((g @ X5 @ X6))) | (c2 = ((g @ X5 @ X6)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (c4 = ((s @ c3))) & ! [X7 : $i,X8 : $i] : ((c2 != ((g @ X7 @ c8))) & (c4 != ((g @ X7 @ c1))) & (c3 != ((g @ c1 @ X8))) & (c1 != ((g @ c8 @ X8)))) & ! [X9 : $i,X10 : $i] : (((c5 = ((g @ X9 @ X10))) | (((c1 != X9) | (c1 != X10)) & ((c8 != X9) | (c8 != X10)))) & (((c1 = X9) & (c1 = X10)) | ((c8 = X9) & (c8 = X10)) | (c5 != ((g @ X9 @ X10)))))),
% 13.33/2.50 inference(rectify,[],[f7])).
% 13.33/2.50 thf(f9,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 != ((g @ X9 @ X10))) | (c8 = X10) | (c1 = X10)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f10,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 != ((g @ X9 @ X10))) | (c8 = X9) | (c1 = X10)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f11,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 != ((g @ X9 @ X10))) | (c8 = X10) | (c1 = X9)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f12,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 != ((g @ X9 @ X10))) | (c8 = X9) | (c1 = X9)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f13,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 = ((g @ X9 @ X10))) | (c8 != X9) | (c8 != X10)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f14,plain,(
% 13.33/2.50 ( ! [X10 : $i,X9 : $i] : ((c5 = ((g @ X9 @ X10))) | (c1 != X9) | (c1 != X10)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f15,plain,(
% 13.33/2.50 ( ! [X8 : $i] : ((c1 != ((g @ c8 @ X8)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f16,plain,(
% 13.33/2.50 ( ! [X8 : $i] : ((c3 != ((g @ c1 @ X8)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f17,plain,(
% 13.33/2.50 ( ! [X7 : $i] : ((c4 != ((g @ X7 @ c1)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f18,plain,(
% 13.33/2.50 ( ! [X7 : $i] : ((c2 != ((g @ X7 @ c8)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f19,plain,(
% 13.33/2.50 (c4 = ((s @ c3)))),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f20,plain,(
% 13.33/2.50 (c3 = ((s @ c2)))),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f21,plain,(
% 13.33/2.50 (c5 = ((s @ c4)))),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f22,plain,(
% 13.33/2.50 ( ! [X6 : $i,X5 : $i] : ((c4 = ((g @ X5 @ X6))) | (c1 = ((g @ X5 @ X6))) | (c3 = ((g @ X5 @ X6))) | (c5 = ((g @ X5 @ X6))) | (c2 = ((g @ X5 @ X6)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f23,plain,(
% 13.33/2.50 (((s @ c8)) = c1)),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f24,plain,(
% 13.33/2.50 ( ! [X3 : $i,X4 : $i] : ((c2 != ((g @ X3 @ X4))) | (c4 = ((g @ X3 @ (s @ X4))))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f25,plain,(
% 13.33/2.50 ( ! [X3 : $i,X4 : $i] : ((c4 != ((g @ X3 @ (s @ X4)))) | (c2 = ((g @ X3 @ X4)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f26,plain,(
% 13.33/2.50 (c2 = ((s @ c1)))),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f27,plain,(
% 13.33/2.50 ( ! [X2 : $i,X1 : $i] : ((c3 != ((g @ (s @ X1) @ X2))) | (c1 = ((g @ X1 @ X2)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f28,plain,(
% 13.33/2.50 ( ! [X2 : $i,X1 : $i] : ((c1 != ((g @ X1 @ X2))) | (c3 = ((g @ (s @ X1) @ X2)))) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f29,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((((s @ (s @ (s @ (s @ X0))))) != X0)) )),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f30,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))))),
% 13.33/2.50 inference(cnf_transformation,[],[f8])).
% 13.33/2.50 thf(f31,plain,(
% 13.33/2.50 ( ! [X10 : $i] : ((c5 = ((g @ c1 @ X10))) | (c1 != X10)) )),
% 13.33/2.50 inference(equality_resolution,[],[f14])).
% 13.33/2.50 thf(f32,plain,(
% 13.33/2.50 (c5 = ((g @ c1 @ c1)))),
% 13.33/2.50 inference(equality_resolution,[],[f31])).
% 13.33/2.50 thf(f33,plain,(
% 13.33/2.50 ( ! [X10 : $i] : ((c5 = ((g @ c8 @ X10))) | (c8 != X10)) )),
% 13.33/2.50 inference(equality_resolution,[],[f13])).
% 13.33/2.50 thf(f34,plain,(
% 13.33/2.50 (c5 = ((g @ c8 @ c8)))),
% 13.33/2.50 inference(equality_resolution,[],[f33])).
% 13.33/2.50 thf(f36,definition,(
% 13.33/2.50 spl0_1 <=> (c5 = ((s @ c4)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_1])],[avatar_definition])).
% 13.33/2.50 thf(f38,plain,(
% 13.33/2.50 (c5 = ((s @ c4))) | ~spl0_1),
% 13.33/2.50 inference(avatar_component_clause,[],[f36])).
% 13.33/2.50 thf(f39,plain,(
% 13.33/2.50 spl0_1),
% 13.33/2.50 inference(avatar_split_clause,[],[f21,f36])).
% 13.33/2.50 thf(f41,definition,(
% 13.33/2.50 spl0_2 <=> (c5 = ((g @ c1 @ c1)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_2])],[avatar_definition])).
% 13.33/2.50 thf(f43,plain,(
% 13.33/2.50 (c5 = ((g @ c1 @ c1))) | ~spl0_2),
% 13.33/2.50 inference(avatar_component_clause,[],[f41])).
% 13.33/2.50 thf(f44,plain,(
% 13.33/2.50 spl0_2),
% 13.33/2.50 inference(avatar_split_clause,[],[f32,f41])).
% 13.33/2.50 thf(f46,definition,(
% 13.33/2.50 spl0_3 <=> (c5 = ((g @ c8 @ c8)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_3])],[avatar_definition])).
% 13.33/2.50 thf(f48,plain,(
% 13.33/2.50 (c5 = ((g @ c8 @ c8))) | ~spl0_3),
% 13.33/2.50 inference(avatar_component_clause,[],[f46])).
% 13.33/2.50 thf(f49,plain,(
% 13.33/2.50 spl0_3),
% 13.33/2.50 inference(avatar_split_clause,[],[f34,f46])).
% 13.33/2.50 thf(f51,definition,(
% 13.33/2.50 spl0_4 <=> (((s @ c8)) = c1)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_4])],[avatar_definition])).
% 13.33/2.50 thf(f53,plain,(
% 13.33/2.50 (((s @ c8)) = c1) | ~spl0_4),
% 13.33/2.50 inference(avatar_component_clause,[],[f51])).
% 13.33/2.50 thf(f54,plain,(
% 13.33/2.50 spl0_4),
% 13.33/2.50 inference(avatar_split_clause,[],[f23,f51])).
% 13.33/2.50 thf(f56,definition,(
% 13.33/2.50 spl0_5 <=> (c2 = ((s @ c1)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_5])],[avatar_definition])).
% 13.33/2.50 thf(f58,plain,(
% 13.33/2.50 (c2 = ((s @ c1))) | ~spl0_5),
% 13.33/2.50 inference(avatar_component_clause,[],[f56])).
% 13.33/2.50 thf(f59,plain,(
% 13.33/2.50 spl0_5),
% 13.33/2.50 inference(avatar_split_clause,[],[f26,f56])).
% 13.33/2.50 thf(f61,definition,(
% 13.33/2.50 spl0_6 <=> (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_6])],[avatar_definition])).
% 13.33/2.50 thf(f63,plain,(
% 13.33/2.50 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | ~spl0_6),
% 13.33/2.50 inference(avatar_component_clause,[],[f61])).
% 13.33/2.50 thf(f64,plain,(
% 13.33/2.50 spl0_6),
% 13.33/2.50 inference(avatar_split_clause,[],[f30,f61])).
% 13.33/2.50 thf(f66,definition,(
% 13.33/2.50 spl0_7 <=> (c4 = ((s @ c3)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_7])],[avatar_definition])).
% 13.33/2.50 thf(f68,plain,(
% 13.33/2.50 (c4 = ((s @ c3))) | ~spl0_7),
% 13.33/2.50 inference(avatar_component_clause,[],[f66])).
% 13.33/2.50 thf(f69,plain,(
% 13.33/2.50 spl0_7),
% 13.33/2.50 inference(avatar_split_clause,[],[f19,f66])).
% 13.33/2.50 thf(f71,definition,(
% 13.33/2.50 spl0_8 <=> (c3 = ((s @ c2)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_8])],[avatar_definition])).
% 13.33/2.50 thf(f73,plain,(
% 13.33/2.50 (c3 = ((s @ c2))) | ~spl0_8),
% 13.33/2.50 inference(avatar_component_clause,[],[f71])).
% 13.33/2.50 thf(f74,plain,(
% 13.33/2.50 spl0_8),
% 13.33/2.50 inference(avatar_split_clause,[],[f20,f71])).
% 13.33/2.50 thf(f75,plain,(
% 13.33/2.50 (c5 != c4) | ~spl0_2),
% 13.33/2.50 inference(superposition,[],[f17,f43])).
% 13.33/2.50 thf(f76,plain,(
% 13.33/2.50 (c5 != c3) | ~spl0_2),
% 13.33/2.50 inference(superposition,[],[f16,f43])).
% 13.33/2.50 thf(f78,definition,(
% 13.33/2.50 spl0_9 <=> (c5 = c3)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_9])],[avatar_definition])).
% 13.33/2.50 thf(f81,plain,(
% 13.33/2.50 ~spl0_9 | ~spl0_2),
% 13.33/2.50 inference(avatar_split_clause,[],[f76,f41,f78])).
% 13.33/2.50 thf(f83,definition,(
% 13.33/2.50 spl0_10 <=> (c5 = c4)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_10])],[avatar_definition])).
% 13.33/2.50 thf(f85,plain,(
% 13.33/2.50 (c5 != c4) | spl0_10),
% 13.33/2.50 inference(avatar_component_clause,[],[f83])).
% 13.33/2.50 thf(f86,plain,(
% 13.33/2.50 ~spl0_10 | ~spl0_2),
% 13.33/2.50 inference(avatar_split_clause,[],[f75,f41,f83])).
% 13.33/2.50 thf(f90,definition,(
% 13.33/2.50 spl0_11 <=> (c5 = c2)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_11])],[avatar_definition])).
% 13.33/2.50 thf(f92,plain,(
% 13.33/2.50 (c5 != c2) | spl0_11),
% 13.33/2.50 inference(avatar_component_clause,[],[f90])).
% 13.33/2.50 thf(f95,definition,(
% 13.33/2.50 spl0_12 <=> (c5 = c1)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_12])],[avatar_definition])).
% 13.33/2.50 thf(f97,plain,(
% 13.33/2.50 (c5 != c1) | spl0_12),
% 13.33/2.50 inference(avatar_component_clause,[],[f95])).
% 13.33/2.50 thf(f100,plain,(
% 13.33/2.50 (c4 != ((s @ (s @ (s @ c5))))) | ~spl0_1),
% 13.33/2.50 inference(superposition,[],[f29,f38])).
% 13.33/2.50 thf(f102,plain,(
% 13.33/2.50 (c2 != ((s @ (s @ (s @ c3))))) | ~spl0_8),
% 13.33/2.50 inference(superposition,[],[f29,f73])).
% 13.33/2.50 thf(f104,plain,(
% 13.33/2.50 (c8 != ((s @ (s @ (s @ c1))))) | ~spl0_4),
% 13.33/2.50 inference(superposition,[],[f29,f53])).
% 13.33/2.50 thf(f106,definition,(
% 13.33/2.50 spl0_13 <=> (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_13])],[avatar_definition])).
% 13.33/2.50 thf(f109,plain,(
% 13.33/2.50 ~spl0_13 | ~spl0_1),
% 13.33/2.50 inference(avatar_split_clause,[],[f100,f36,f106])).
% 13.33/2.50 thf(f110,plain,(
% 13.33/2.50 (c8 != ((s @ (s @ c2)))) | (~spl0_4 | ~spl0_5)),
% 13.33/2.50 inference(forward_demodulation,[],[f104,f58])).
% 13.33/2.50 thf(f112,plain,(
% 13.33/2.50 (c2 != ((s @ (s @ c4)))) | (~spl0_7 | ~spl0_8)),
% 13.33/2.50 inference(forward_demodulation,[],[f102,f68])).
% 13.33/2.50 thf(f114,plain,(
% 13.33/2.50 (c8 != ((s @ c3))) | (~spl0_4 | ~spl0_5 | ~spl0_8)),
% 13.33/2.50 inference(forward_demodulation,[],[f110,f73])).
% 13.33/2.50 thf(f120,plain,(
% 13.33/2.50 (c2 != ((s @ c5))) | (~spl0_1 | ~spl0_7 | ~spl0_8)),
% 13.33/2.50 inference(forward_demodulation,[],[f112,f38])).
% 13.33/2.50 thf(f122,plain,(
% 13.33/2.50 (c8 != c4) | (~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8)),
% 13.33/2.50 inference(forward_demodulation,[],[f114,f68])).
% 13.33/2.50 thf(f124,definition,(
% 13.33/2.50 spl0_15 <=> (c2 = ((s @ c5)))),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_15])],[avatar_definition])).
% 13.33/2.50 thf(f127,plain,(
% 13.33/2.50 ~spl0_15 | ~spl0_1 | ~spl0_7 | ~spl0_8),
% 13.33/2.50 inference(avatar_split_clause,[],[f120,f71,f66,f36,f124])).
% 13.33/2.50 thf(f130,definition,(
% 13.33/2.50 spl0_16 <=> (c8 = c4)),
% 13.33/2.50 introduced(definition,[new_symbols(definition,[spl0_16])],[avatar_definition])).
% 13.33/2.50 thf(f132,plain,(
% 13.33/2.50 (c8 != c4) | spl0_16),
% 13.33/2.50 inference(avatar_component_clause,[],[f130])).
% 13.33/2.50 thf(f133,plain,(
% 13.33/2.50 ~spl0_16 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8),
% 13.33/2.50 inference(avatar_split_clause,[],[f122,f71,f66,f56,f51,f130])).
% 13.33/2.50 thf(f136,plain,(
% 13.33/2.50 (c4 = ((g @ c8 @ (s @ c8)))) | (c5 != c2) | ~spl0_3),
% 13.33/2.50 inference(superposition,[],[f24,f48])).
% 13.33/2.50 thf(f138,plain,(
% 13.33/2.50 (c4 = ((g @ c8 @ c1))) | (c5 != c2) | (~spl0_3 | ~spl0_4)),
% 13.33/2.50 inference(forward_demodulation,[],[f136,f53])).
% 13.33/2.50 thf(f144,plain,(
% 13.33/2.50 (c5 != c2) | (~spl0_3 | ~spl0_4)),
% 13.33/2.50 inference(forward_subsumption_resolution,[],[f138,f17])).
% 13.33/2.50 thf(f145,plain,(
% 13.33/2.50 ~spl0_11 | ~spl0_3 | ~spl0_4),
% 13.33/2.50 inference(avatar_split_clause,[],[f144,f51,f46,f90])).
% 13.33/2.50 thf(f146,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4)))) ) | ~spl0_1),
% 13.33/2.50 inference(superposition,[],[f25,f38])).
% 13.33/2.50 thf(f147,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_7),
% 13.33/2.50 inference(superposition,[],[f25,f68])).
% 13.33/2.50 thf(f148,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_8),
% 13.33/2.50 inference(superposition,[],[f25,f73])).
% 13.33/2.50 thf(f149,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1)))) ) | ~spl0_5),
% 13.33/2.50 inference(superposition,[],[f25,f58])).
% 13.33/2.50 thf(f151,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c3 != ((g @ c5 @ X0))) | (c1 = ((g @ c4 @ X0)))) ) | ~spl0_1),
% 13.33/2.50 inference(superposition,[],[f27,f38])).
% 13.33/2.50 thf(f152,plain,(
% 13.33/2.50 ( ! [X0 : $i] : ((c3 != ((g @ c4 @ X0))) | (c1 = ((g @ c3 @ X0)))) ) | ~spl0_7),
% 13.33/2.50 inference(superposition,[],[f27,f68])).
% 13.33/2.51 thf(f153,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 != ((g @ c3 @ X0))) | (c1 = ((g @ c2 @ X0)))) ) | ~spl0_8),
% 13.33/2.51 inference(superposition,[],[f27,f73])).
% 13.33/2.51 thf(f154,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 != ((g @ c2 @ X0))) | (c1 = ((g @ c1 @ X0)))) ) | ~spl0_5),
% 13.33/2.51 inference(superposition,[],[f27,f58])).
% 13.33/2.51 thf(f157,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c8) @ c8))) | (c5 != c1) | ~spl0_3),
% 13.33/2.51 inference(superposition,[],[f28,f48])).
% 13.33/2.51 thf(f159,plain,(
% 13.33/2.51 (c5 != c1) | (c3 = ((g @ c1 @ c8))) | (~spl0_3 | ~spl0_4)),
% 13.33/2.51 inference(forward_demodulation,[],[f157,f53])).
% 13.33/2.51 thf(f161,definition,(
% 13.33/2.51 spl0_18 <=> (c3 = ((g @ c2 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_18])],[avatar_definition])).
% 13.33/2.51 thf(f162,plain,(
% 13.33/2.51 (c3 != ((g @ c2 @ c1))) | spl0_18),
% 13.33/2.51 inference(avatar_component_clause,[],[f161])).
% 13.33/2.51 thf(f163,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c1))) | ~spl0_18),
% 13.33/2.51 inference(avatar_component_clause,[],[f161])).
% 13.33/2.51 thf(f165,plain,(
% 13.33/2.51 (c5 != c1) | (~spl0_3 | ~spl0_4)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f159,f16])).
% 13.33/2.51 thf(f166,plain,(
% 13.33/2.51 ~spl0_12 | ~spl0_3 | ~spl0_4),
% 13.33/2.51 inference(avatar_split_clause,[],[f165,f51,f46,f95])).
% 13.33/2.51 thf(f167,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ c1))))))))) | (~spl0_4 | ~spl0_6)),
% 13.33/2.51 inference(forward_demodulation,[],[f63,f53])).
% 13.33/2.51 thf(f168,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ c2)))))))) | (~spl0_4 | ~spl0_5 | ~spl0_6)),
% 13.33/2.51 inference(forward_demodulation,[],[f167,f58])).
% 13.33/2.51 thf(f169,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ (s @ (s @ c3))))))) | (~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_8)),
% 13.33/2.51 inference(forward_demodulation,[],[f168,f73])).
% 13.33/2.51 thf(f170,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ (s @ c4)))))) | (~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8)),
% 13.33/2.51 inference(forward_demodulation,[],[f169,f68])).
% 13.33/2.51 thf(f171,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8)),
% 13.33/2.51 inference(forward_demodulation,[],[f170,f38])).
% 13.33/2.51 thf(f173,definition,(
% 13.33/2.51 spl0_19 <=> (c8 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_19])],[avatar_definition])).
% 13.33/2.51 thf(f175,plain,(
% 13.33/2.51 (c8 = ((s @ (s @ (s @ c5))))) | ~spl0_19),
% 13.33/2.51 inference(avatar_component_clause,[],[f173])).
% 13.33/2.51 thf(f176,plain,(
% 13.33/2.51 spl0_19 | ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8),
% 13.33/2.51 inference(avatar_split_clause,[],[f171,f71,f66,f61,f56,f51,f36,f173])).
% 13.33/2.51 thf(f179,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 != ((g @ c8 @ X0))) | (c1 = ((g @ (s @ (s @ c5)) @ X0)))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f27,f175])).
% 13.33/2.51 thf(f180,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f25,f175])).
% 13.33/2.51 thf(f200,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c1))) | (c2 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c1))) | (c4 != c4)) )),
% 13.33/2.51 inference(superposition,[],[f17,f22])).
% 13.33/2.51 thf(f204,plain,(
% 13.33/2.51 ( ! [X0 : $i,X1 : $i] : ((c5 = ((g @ X0 @ (s @ X1)))) | (c4 != c4) | (((g @ X0 @ X1)) = c2) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ X0 @ (s @ X1))))) )),
% 13.33/2.51 inference(superposition,[],[f25,f22])).
% 13.33/2.51 thf(f209,plain,(
% 13.33/2.51 ( ! [X0 : $i,X1 : $i] : ((c2 = ((g @ X0 @ (s @ X1)))) | (c5 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c3 = ((g @ X0 @ (s @ X1)))) | (c1 = ((g @ X0 @ (s @ X1))))) )),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f204])).
% 13.33/2.51 thf(f210,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c1)))) )),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f200])).
% 13.33/2.51 thf(f216,definition,(
% 13.33/2.51 spl0_20 <=> (c1 = c4)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_20])],[avatar_definition])).
% 13.33/2.51 thf(f218,plain,(
% 13.33/2.51 (c1 != c4) | spl0_20),
% 13.33/2.51 inference(avatar_component_clause,[],[f216])).
% 13.33/2.51 thf(f226,definition,(
% 13.33/2.51 spl0_22 <=> (c2 = c4)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_22])],[avatar_definition])).
% 13.33/2.51 thf(f228,plain,(
% 13.33/2.51 (c2 != c4) | spl0_22),
% 13.33/2.51 inference(avatar_component_clause,[],[f226])).
% 13.33/2.51 thf(f231,definition,(
% 13.33/2.51 spl0_23 <=> (c3 = c4)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_23])],[avatar_definition])).
% 13.33/2.51 thf(f233,plain,(
% 13.33/2.51 (c3 != c4) | spl0_23),
% 13.33/2.51 inference(avatar_component_clause,[],[f231])).
% 13.33/2.51 thf(f257,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c5))) | (c4 != c4) | (c1 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5)))) ) | ~spl0_1),
% 13.33/2.51 inference(superposition,[],[f146,f22])).
% 13.33/2.51 thf(f258,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5)))) ) | ~spl0_1),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f257])).
% 13.33/2.51 thf(f259,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c4))) | (c4 != c4)) ) | ~spl0_7),
% 13.33/2.51 inference(superposition,[],[f147,f22])).
% 13.33/2.51 thf(f260,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4))) | (c5 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_7),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f259])).
% 13.33/2.51 thf(f261,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 != c4) | (c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_8),
% 13.33/2.51 inference(superposition,[],[f148,f22])).
% 13.33/2.51 thf(f262,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3)))) ) | ~spl0_8),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f261])).
% 13.33/2.51 thf(f263,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c2 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c2))) | (c4 != c4)) ) | ~spl0_5),
% 13.33/2.51 inference(superposition,[],[f149,f22])).
% 13.33/2.51 thf(f264,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (c1 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c2)))) ) | ~spl0_5),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f263])).
% 13.33/2.51 thf(f272,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 != c4) | (c3 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ c8))) | (c5 = ((g @ X0 @ c8)))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f180,f22])).
% 13.33/2.51 thf(f273,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c5 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ c8)))) ) | ~spl0_19),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f272])).
% 13.33/2.51 thf(f274,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c5 = ((g @ X0 @ c8)))) ) | ~spl0_19),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f273,f18])).
% 13.33/2.51 thf(f287,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1))) | (c2 != c2) | (c3 = ((g @ X0 @ c1))) | (c4 = ((g @ X0 @ (s @ c1))))) )),
% 13.33/2.51 inference(superposition,[],[f24,f210])).
% 13.33/2.51 thf(f293,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (c4 = ((g @ X0 @ (s @ c1))))) )),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f287])).
% 13.33/2.51 thf(f299,definition,(
% 13.33/2.51 spl0_30 <=> (c3 = c2)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_30])],[avatar_definition])).
% 13.33/2.51 thf(f301,plain,(
% 13.33/2.51 (c3 != c2) | spl0_30),
% 13.33/2.51 inference(avatar_component_clause,[],[f299])).
% 13.33/2.51 thf(f308,definition,(
% 13.33/2.51 spl0_31 <=> (c1 = c2)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_31])],[avatar_definition])).
% 13.33/2.51 thf(f310,plain,(
% 13.33/2.51 (c1 != c2) | spl0_31),
% 13.33/2.51 inference(avatar_component_clause,[],[f308])).
% 13.33/2.51 thf(f313,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1)))) ) | ~spl0_5),
% 13.33/2.51 inference(forward_demodulation,[],[f293,f58])).
% 13.33/2.51 thf(f317,definition,(
% 13.33/2.51 spl0_32 <=> (c5 = ((g @ c8 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_32])],[avatar_definition])).
% 13.33/2.51 thf(f318,plain,(
% 13.33/2.51 (c5 != ((g @ c8 @ c1))) | spl0_32),
% 13.33/2.51 inference(avatar_component_clause,[],[f317])).
% 13.33/2.51 thf(f319,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c1))) | ~spl0_32),
% 13.33/2.51 inference(avatar_component_clause,[],[f317])).
% 13.33/2.51 thf(f321,definition,(
% 13.33/2.51 spl0_33 <=> (c3 = ((g @ c8 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_33])],[avatar_definition])).
% 13.33/2.51 thf(f323,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c1))) | ~spl0_33),
% 13.33/2.51 inference(avatar_component_clause,[],[f321])).
% 13.33/2.51 thf(f331,definition,(
% 13.33/2.51 spl0_35 <=> (c1 = ((g @ c3 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_35])],[avatar_definition])).
% 13.33/2.51 thf(f335,definition,(
% 13.33/2.51 spl0_36 <=> (c1 = ((g @ c2 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_36])],[avatar_definition])).
% 13.33/2.51 thf(f336,plain,(
% 13.33/2.51 (c1 != ((g @ c2 @ c1))) | spl0_36),
% 13.33/2.51 inference(avatar_component_clause,[],[f335])).
% 13.33/2.51 thf(f337,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c1))) | ~spl0_36),
% 13.33/2.51 inference(avatar_component_clause,[],[f335])).
% 13.33/2.51 thf(f340,definition,(
% 13.33/2.51 spl0_37 <=> (c1 = ((g @ c4 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_37])],[avatar_definition])).
% 13.33/2.51 thf(f341,plain,(
% 13.33/2.51 (c1 != ((g @ c4 @ c1))) | spl0_37),
% 13.33/2.51 inference(avatar_component_clause,[],[f340])).
% 13.33/2.51 thf(f342,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c1))) | ~spl0_37),
% 13.33/2.51 inference(avatar_component_clause,[],[f340])).
% 13.33/2.51 thf(f344,definition,(
% 13.33/2.51 spl0_38 <=> (c5 = ((g @ c4 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_38])],[avatar_definition])).
% 13.33/2.51 thf(f345,plain,(
% 13.33/2.51 (c5 != ((g @ c4 @ c1))) | spl0_38),
% 13.33/2.51 inference(avatar_component_clause,[],[f344])).
% 13.33/2.51 thf(f346,plain,(
% 13.33/2.51 (c5 = ((g @ c4 @ c1))) | ~spl0_38),
% 13.33/2.51 inference(avatar_component_clause,[],[f344])).
% 13.33/2.51 thf(f354,definition,(
% 13.33/2.51 spl0_40 <=> (c1 = ((g @ c5 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_40])],[avatar_definition])).
% 13.33/2.51 thf(f368,definition,(
% 13.33/2.51 spl0_43 <=> (c1 = ((g @ (s @ (s @ c5)) @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_43])],[avatar_definition])).
% 13.33/2.51 thf(f370,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c1))) | ~spl0_43),
% 13.33/2.51 inference(avatar_component_clause,[],[f368])).
% 13.33/2.51 thf(f373,definition,(
% 13.33/2.51 spl0_44 <=> (c5 = ((g @ c2 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_44])],[avatar_definition])).
% 13.33/2.51 thf(f374,plain,(
% 13.33/2.51 (c5 != ((g @ c2 @ c1))) | spl0_44),
% 13.33/2.51 inference(avatar_component_clause,[],[f373])).
% 13.33/2.51 thf(f375,plain,(
% 13.33/2.51 (c5 = ((g @ c2 @ c1))) | ~spl0_44),
% 13.33/2.51 inference(avatar_component_clause,[],[f373])).
% 13.33/2.51 thf(f396,plain,(
% 13.33/2.51 ( ! [X0 : $i,X1 : $i] : ((c4 = ((g @ X0 @ (s @ (s @ X1))))) | (c2 != c2) | (c1 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c3 = ((g @ X0 @ (s @ X1)))) | (c5 = ((g @ X0 @ (s @ X1))))) )),
% 13.33/2.51 inference(superposition,[],[f24,f209])).
% 13.33/2.51 thf(f402,plain,(
% 13.33/2.51 ( ! [X0 : $i,X1 : $i] : ((c4 = ((g @ X0 @ (s @ (s @ X1))))) | (c3 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c1 = ((g @ X0 @ (s @ X1)))) | (c5 = ((g @ X0 @ (s @ X1))))) )),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f396])).
% 13.33/2.51 thf(f521,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c4))) | (c2 != c2) | (c1 = ((g @ X0 @ c4))) | (c5 = ((g @ X0 @ c4))) | (c4 = ((g @ X0 @ (s @ c4)))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_7),
% 13.33/2.51 inference(superposition,[],[f24,f260])).
% 13.33/2.51 thf(f528,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c4 = ((g @ X0 @ (s @ c4)))) | (c5 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4)))) ) | ~spl0_7),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f521])).
% 13.33/2.51 thf(f529,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c4))) | (c4 = ((g @ X0 @ c5)))) ) | (~spl0_1 | ~spl0_7)),
% 13.33/2.51 inference(forward_demodulation,[],[f528,f38])).
% 13.33/2.51 thf(f532,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c1))) | (c2 = c4) | (c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c3)))) ) | (~spl0_5 | ~spl0_8)),
% 13.33/2.51 inference(superposition,[],[f313,f262])).
% 13.33/2.51 thf(f567,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ (s @ c2)))) | (c2 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c2))) | (c2 != c2) | (c5 = ((g @ X0 @ c2)))) ) | ~spl0_5),
% 13.33/2.51 inference(superposition,[],[f24,f264])).
% 13.33/2.51 thf(f574,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ (s @ c2)))) | (c3 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c2))) | (c1 = ((g @ X0 @ c2)))) ) | ~spl0_5),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f567])).
% 13.33/2.51 thf(f575,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c2))) | (c4 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c2)))) ) | (~spl0_5 | ~spl0_8)),
% 13.33/2.51 inference(forward_demodulation,[],[f574,f73])).
% 13.33/2.51 thf(f576,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4)))) ) | ~spl0_1),
% 13.33/2.51 inference(superposition,[],[f402,f38])).
% 13.33/2.51 thf(f578,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c3))) | (c4 = ((g @ X0 @ (s @ c3)))) | (c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_8),
% 13.33/2.51 inference(superposition,[],[f402,f73])).
% 13.33/2.51 thf(f582,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f402,f175])).
% 13.33/2.51 thf(f583,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = c4) | (c5 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c8))) | (c5 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ c5)))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f402,f274])).
% 13.33/2.51 thf(f605,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c3)))) ) | (~spl0_7 | ~spl0_8)),
% 13.33/2.51 inference(forward_demodulation,[],[f578,f68])).
% 13.33/2.51 thf(f641,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c8 = c4) | (c1 = c4) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c4))) | (c4 = ((g @ X0 @ c5))) | (c5 != c5) | (c1 = ((g @ X0 @ c4)))) ) | (~spl0_1 | ~spl0_7)),
% 13.33/2.51 inference(superposition,[],[f9,f529])).
% 13.33/2.51 thf(f655,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c3))) | (c8 = c4) | (c3 = ((g @ X0 @ c4))) | (c1 = c4) | (c4 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c4)))) ) | (~spl0_1 | ~spl0_7)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f641])).
% 13.33/2.51 thf(f658,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c4))) | (c1 = c4) | (c3 = ((g @ X0 @ c4))) | (c4 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c3)))) ) | (~spl0_1 | ~spl0_7 | spl0_16)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f655,f132])).
% 13.33/2.51 thf(f659,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c4))) | (c4 = ((g @ X0 @ c5)))) ) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f658,f218])).
% 13.33/2.51 thf(f674,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c1))) | (c8 = c2) | (c4 = ((g @ X0 @ c3))) | (c5 != c5) | (c3 = ((g @ X0 @ c2))) | (c1 = c2) | (c1 = ((g @ X0 @ c2)))) ) | (~spl0_5 | ~spl0_8)),
% 13.33/2.51 inference(superposition,[],[f9,f575])).
% 13.33/2.51 thf(f685,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c2))) | (c4 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c2))) | (c1 = c2) | (c8 = c2) | (c2 = ((g @ X0 @ c1)))) ) | (~spl0_5 | ~spl0_8)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f674])).
% 13.33/2.51 thf(f694,definition,(
% 13.33/2.51 spl0_56 <=> (c8 = c2)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_56])],[avatar_definition])).
% 13.33/2.51 thf(f695,plain,(
% 13.33/2.51 (c8 != c2) | spl0_56),
% 13.33/2.51 inference(avatar_component_clause,[],[f694])).
% 13.33/2.51 thf(f698,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c4 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c2))) | (c8 = c2)) ) | (~spl0_5 | ~spl0_8 | spl0_31)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f685,f310])).
% 13.33/2.51 thf(f700,definition,(
% 13.33/2.51 spl0_57 <=> ! [X0 : $i] : ((c1 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c2))) | (c4 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c1))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_57])],[avatar_definition])).
% 13.33/2.51 thf(f701,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c1))) | (c4 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c2)))) ) | ~spl0_57),
% 13.33/2.51 inference(avatar_component_clause,[],[f700])).
% 13.33/2.51 thf(f702,plain,(
% 13.33/2.51 spl0_56 | spl0_57 | ~spl0_5 | ~spl0_8 | spl0_31),
% 13.33/2.51 inference(avatar_split_clause,[],[f698,f308,f71,f56,f700,f694])).
% 13.33/2.51 thf(f708,definition,(
% 13.33/2.51 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c8 != c2) | (c2 != ((s @ c1))) | (c8 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f717,definition,(
% 13.33/2.51 (c1 != c2) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f723,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c5))) | (c2 = c4) | (c2 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c3)))) ) | (~spl0_1 | ~spl0_7 | ~spl0_8)),
% 13.33/2.51 inference(superposition,[],[f258,f605])).
% 13.33/2.51 thf(f763,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ (s @ X0) @ c3))) | (c1 = ((g @ (s @ X0) @ c4))) | (c4 = ((g @ (s @ X0) @ c5))) | (c1 = ((g @ X0 @ c4))) | (c3 != c3)) ) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.51 inference(superposition,[],[f27,f659])).
% 13.33/2.51 thf(f767,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ c4))) | (c1 = ((g @ X0 @ c4))) | (c2 = ((g @ (s @ X0) @ c3))) | (c4 = ((g @ (s @ X0) @ c5)))) ) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f763])).
% 13.33/2.51 thf(f777,definition,(
% 13.33/2.51 spl0_58 <=> (c4 = ((g @ c1 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_58])],[avatar_definition])).
% 13.33/2.51 thf(f781,definition,(
% 13.33/2.51 spl0_59 <=> (c2 = ((g @ c1 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_59])],[avatar_definition])).
% 13.33/2.51 thf(f782,plain,(
% 13.33/2.51 (c2 != ((g @ c1 @ c3))) | spl0_59),
% 13.33/2.51 inference(avatar_component_clause,[],[f781])).
% 13.33/2.51 thf(f792,definition,(
% 13.33/2.51 spl0_61 <=> (c2 = ((g @ c3 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_61])],[avatar_definition])).
% 13.33/2.51 thf(f793,plain,(
% 13.33/2.51 (c2 != ((g @ c3 @ c3))) | spl0_61),
% 13.33/2.51 inference(avatar_component_clause,[],[f792])).
% 13.33/2.51 thf(f796,definition,(
% 13.33/2.51 spl0_62 <=> (c4 = ((g @ c3 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_62])],[avatar_definition])).
% 13.33/2.51 thf(f800,definition,(
% 13.33/2.51 spl0_63 <=> (c1 = ((g @ c2 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_63])],[avatar_definition])).
% 13.33/2.51 thf(f802,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c4))) | ~spl0_63),
% 13.33/2.51 inference(avatar_component_clause,[],[f800])).
% 13.33/2.51 thf(f804,definition,(
% 13.33/2.51 spl0_64 <=> (c1 = ((g @ c3 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_64])],[avatar_definition])).
% 13.33/2.51 thf(f806,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c4))) | ~spl0_64),
% 13.33/2.51 inference(avatar_component_clause,[],[f804])).
% 13.33/2.51 thf(f809,definition,(
% 13.33/2.51 spl0_65 <=> (c1 = ((g @ c5 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_65])],[avatar_definition])).
% 13.33/2.51 thf(f810,plain,(
% 13.33/2.51 (c1 != ((g @ c5 @ c4))) | spl0_65),
% 13.33/2.51 inference(avatar_component_clause,[],[f809])).
% 13.33/2.51 thf(f811,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ c4))) | ~spl0_65),
% 13.33/2.51 inference(avatar_component_clause,[],[f809])).
% 13.33/2.51 thf(f813,definition,(
% 13.33/2.51 spl0_66 <=> (c4 = ((g @ c5 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_66])],[avatar_definition])).
% 13.33/2.51 thf(f817,definition,(
% 13.33/2.51 spl0_67 <=> (c2 = ((g @ c5 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_67])],[avatar_definition])).
% 13.33/2.51 thf(f821,definition,(
% 13.33/2.51 spl0_68 <=> (c1 = ((g @ c4 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_68])],[avatar_definition])).
% 13.33/2.51 thf(f826,definition,(
% 13.33/2.51 spl0_69 <=> (c4 = ((g @ c4 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_69])],[avatar_definition])).
% 13.33/2.51 thf(f828,plain,(
% 13.33/2.51 (c4 = ((g @ c4 @ c5))) | ~spl0_69),
% 13.33/2.51 inference(avatar_component_clause,[],[f826])).
% 13.33/2.51 thf(f830,definition,(
% 13.33/2.51 spl0_70 <=> (c2 = ((g @ c4 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_70])],[avatar_definition])).
% 13.33/2.51 thf(f831,plain,(
% 13.33/2.51 (c2 != ((g @ c4 @ c3))) | spl0_70),
% 13.33/2.51 inference(avatar_component_clause,[],[f830])).
% 13.33/2.51 thf(f832,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c3))) | ~spl0_70),
% 13.33/2.51 inference(avatar_component_clause,[],[f830])).
% 13.33/2.51 thf(f835,definition,(
% 13.33/2.51 spl0_71 <=> (c4 = ((g @ c2 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_71])],[avatar_definition])).
% 13.33/2.51 thf(f839,definition,(
% 13.33/2.51 spl0_72 <=> (c2 = ((g @ c2 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_72])],[avatar_definition])).
% 13.33/2.51 thf(f840,plain,(
% 13.33/2.51 (c2 != ((g @ c2 @ c3))) | spl0_72),
% 13.33/2.51 inference(avatar_component_clause,[],[f839])).
% 13.33/2.51 thf(f841,plain,(
% 13.33/2.51 (c2 = ((g @ c2 @ c3))) | ~spl0_72),
% 13.33/2.51 inference(avatar_component_clause,[],[f839])).
% 13.33/2.51 thf(f844,definition,(
% 13.33/2.51 spl0_73 <=> (c1 = c3)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_73])],[avatar_definition])).
% 13.33/2.51 thf(f846,plain,(
% 13.33/2.51 (c1 != c3) | spl0_73),
% 13.33/2.51 inference(avatar_component_clause,[],[f844])).
% 13.33/2.51 thf(f860,definition,(
% 13.33/2.51 spl0_77 <=> (c2 = ((g @ c8 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_77])],[avatar_definition])).
% 13.33/2.51 thf(f862,plain,(
% 13.33/2.51 (c2 = ((g @ c8 @ c3))) | ~spl0_77),
% 13.33/2.51 inference(avatar_component_clause,[],[f860])).
% 13.33/2.51 thf(f875,definition,(
% 13.33/2.51 (c1 != c4) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f881,definition,(
% 13.33/2.51 spl0_79 <=> (c1 = ((g @ c5 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_79])],[avatar_definition])).
% 13.33/2.51 thf(f882,plain,(
% 13.33/2.51 (c1 != ((g @ c5 @ c3))) | spl0_79),
% 13.33/2.51 inference(avatar_component_clause,[],[f881])).
% 13.33/2.51 thf(f885,definition,(
% 13.33/2.51 spl0_80 <=> (c3 = ((g @ c5 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_80])],[avatar_definition])).
% 13.33/2.51 thf(f901,definition,(
% 13.33/2.51 spl0_83 <=> ! [X0 : $i] : ((c3 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (c2 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c3))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_83])],[avatar_definition])).
% 13.33/2.51 thf(f902,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c3)))) ) | ~spl0_83),
% 13.33/2.51 inference(avatar_component_clause,[],[f901])).
% 13.33/2.51 thf(f906,definition,(
% 13.33/2.51 spl0_84 <=> (c3 = ((g @ c3 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_84])],[avatar_definition])).
% 13.33/2.51 thf(f910,definition,(
% 13.33/2.51 spl0_85 <=> (c1 = ((g @ c2 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_85])],[avatar_definition])).
% 13.33/2.51 thf(f911,plain,(
% 13.33/2.51 (c1 != ((g @ c2 @ c2))) | spl0_85),
% 13.33/2.51 inference(avatar_component_clause,[],[f910])).
% 13.33/2.51 thf(f912,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c2))) | ~spl0_85),
% 13.33/2.51 inference(avatar_component_clause,[],[f910])).
% 13.33/2.51 thf(f923,definition,(
% 13.33/2.51 spl0_87 <=> ! [X0 : $i] : ((c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c1 = ((g @ X0 @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_87])],[avatar_definition])).
% 13.33/2.51 thf(f924,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c3)))) ) | ~spl0_87),
% 13.33/2.51 inference(avatar_component_clause,[],[f923])).
% 13.33/2.51 thf(f931,definition,(
% 13.33/2.51 spl0_89 <=> (c3 = ((g @ c5 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_89])],[avatar_definition])).
% 13.33/2.51 thf(f935,definition,(
% 13.33/2.51 spl0_90 <=> (c1 = ((g @ c4 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_90])],[avatar_definition])).
% 13.33/2.51 thf(f936,plain,(
% 13.33/2.51 (c1 != ((g @ c4 @ c2))) | spl0_90),
% 13.33/2.51 inference(avatar_component_clause,[],[f935])).
% 13.33/2.51 thf(f937,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c2))) | ~spl0_90),
% 13.33/2.51 inference(avatar_component_clause,[],[f935])).
% 13.33/2.51 thf(f940,definition,(
% 13.33/2.51 spl0_91 <=> (c1 = ((g @ c2 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_91])],[avatar_definition])).
% 13.33/2.51 thf(f944,definition,(
% 13.33/2.51 spl0_92 <=> (c1 = ((g @ c1 @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_92])],[avatar_definition])).
% 13.33/2.51 thf(f945,plain,(
% 13.33/2.51 (c1 != ((g @ c1 @ (s @ (s @ c5))))) | spl0_92),
% 13.33/2.51 inference(avatar_component_clause,[],[f944])).
% 13.33/2.51 thf(f946,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ (s @ (s @ c5))))) | ~spl0_92),
% 13.33/2.51 inference(avatar_component_clause,[],[f944])).
% 13.33/2.51 thf(f948,definition,(
% 13.33/2.51 spl0_93 <=> (c3 = ((g @ c2 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_93])],[avatar_definition])).
% 13.33/2.51 thf(f950,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c8))) | ~spl0_93),
% 13.33/2.51 inference(avatar_component_clause,[],[f948])).
% 13.33/2.51 thf(f958,definition,(
% 13.33/2.51 spl0_95 <=> (c2 = ((g @ c3 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_95])],[avatar_definition])).
% 13.33/2.51 thf(f959,plain,(
% 13.33/2.51 (c2 != ((g @ c3 @ c5))) | spl0_95),
% 13.33/2.51 inference(avatar_component_clause,[],[f958])).
% 13.33/2.51 thf(f960,plain,(
% 13.33/2.51 (c2 = ((g @ c3 @ c5))) | ~spl0_95),
% 13.33/2.51 inference(avatar_component_clause,[],[f958])).
% 13.33/2.51 thf(f962,definition,(
% 13.33/2.51 spl0_96 <=> (c3 = ((g @ c3 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_96])],[avatar_definition])).
% 13.33/2.51 thf(f963,plain,(
% 13.33/2.51 (c3 != ((g @ c3 @ c5))) | spl0_96),
% 13.33/2.51 inference(avatar_component_clause,[],[f962])).
% 13.33/2.51 thf(f966,definition,(
% 13.33/2.51 spl0_97 <=> (c1 = ((g @ c3 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_97])],[avatar_definition])).
% 13.33/2.51 thf(f970,definition,(
% 13.33/2.51 spl0_98 <=> (c5 = ((g @ c3 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_98])],[avatar_definition])).
% 13.33/2.51 thf(f971,plain,(
% 13.33/2.51 (c5 != ((g @ c3 @ c5))) | spl0_98),
% 13.33/2.51 inference(avatar_component_clause,[],[f970])).
% 13.33/2.51 thf(f972,plain,(
% 13.33/2.51 (c5 = ((g @ c3 @ c5))) | ~spl0_98),
% 13.33/2.51 inference(avatar_component_clause,[],[f970])).
% 13.33/2.51 thf(f982,plain,(
% 13.33/2.51 spl0_83 | spl0_22 | ~spl0_5 | ~spl0_8),
% 13.33/2.51 inference(avatar_split_clause,[],[f532,f71,f56,f226,f901])).
% 13.33/2.51 thf(f990,definition,(
% 13.33/2.51 spl0_102 <=> (c1 = ((g @ c2 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_102])],[avatar_definition])).
% 13.33/2.51 thf(f991,plain,(
% 13.33/2.51 (c1 != ((g @ c2 @ c5))) | spl0_102),
% 13.33/2.51 inference(avatar_component_clause,[],[f990])).
% 13.33/2.51 thf(f992,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c5))) | ~spl0_102),
% 13.33/2.51 inference(avatar_component_clause,[],[f990])).
% 13.33/2.51 thf(f994,definition,(
% 13.33/2.51 spl0_103 <=> (c2 = ((g @ c2 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_103])],[avatar_definition])).
% 13.33/2.51 thf(f995,plain,(
% 13.33/2.51 (c2 != ((g @ c2 @ c5))) | spl0_103),
% 13.33/2.51 inference(avatar_component_clause,[],[f994])).
% 13.33/2.51 thf(f998,definition,(
% 13.33/2.51 spl0_104 <=> (c3 = ((g @ c2 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_104])],[avatar_definition])).
% 13.33/2.51 thf(f999,plain,(
% 13.33/2.51 (c3 != ((g @ c2 @ c5))) | spl0_104),
% 13.33/2.51 inference(avatar_component_clause,[],[f998])).
% 13.33/2.51 thf(f1000,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c5))) | ~spl0_104),
% 13.33/2.51 inference(avatar_component_clause,[],[f998])).
% 13.33/2.51 thf(f1002,definition,(
% 13.33/2.51 spl0_105 <=> (c5 = ((g @ c2 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_105])],[avatar_definition])).
% 13.33/2.51 thf(f1003,plain,(
% 13.33/2.51 (c5 != ((g @ c2 @ c5))) | spl0_105),
% 13.33/2.51 inference(avatar_component_clause,[],[f1002])).
% 13.33/2.51 thf(f1004,plain,(
% 13.33/2.51 (c5 = ((g @ c2 @ c5))) | ~spl0_105),
% 13.33/2.51 inference(avatar_component_clause,[],[f1002])).
% 13.33/2.51 thf(f1007,definition,(
% 13.33/2.51 spl0_106 <=> (c1 = ((g @ c1 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_106])],[avatar_definition])).
% 13.33/2.51 thf(f1009,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ c2))) | ~spl0_106),
% 13.33/2.51 inference(avatar_component_clause,[],[f1007])).
% 13.33/2.51 thf(f1016,definition,(
% 13.33/2.51 spl0_107 <=> (c3 = ((g @ c4 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_107])],[avatar_definition])).
% 13.33/2.51 thf(f1017,plain,(
% 13.33/2.51 (c3 != ((g @ c4 @ c1))) | spl0_107),
% 13.33/2.51 inference(avatar_component_clause,[],[f1016])).
% 13.33/2.51 thf(f1018,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c1))) | ~spl0_107),
% 13.33/2.51 inference(avatar_component_clause,[],[f1016])).
% 13.33/2.51 thf(f1020,definition,(
% 13.33/2.51 spl0_108 <=> (c1 = ((g @ c3 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_108])],[avatar_definition])).
% 13.33/2.51 thf(f1022,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c2))) | ~spl0_108),
% 13.33/2.51 inference(avatar_component_clause,[],[f1020])).
% 13.33/2.51 thf(f1025,definition,(
% 13.33/2.51 spl0_109 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ (s @ c5)))) | (c5 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_109])],[avatar_definition])).
% 13.33/2.51 thf(f1026,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ (s @ c5)))) | (c5 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ (s @ c5))))) ) | ~spl0_109),
% 13.33/2.51 inference(avatar_component_clause,[],[f1025])).
% 13.33/2.51 thf(f1029,plain,(
% 13.33/2.51 spl0_22 | spl0_109 | ~spl0_19),
% 13.33/2.51 inference(avatar_split_clause,[],[f583,f173,f1025,f226])).
% 13.33/2.51 thf(f1040,definition,(
% 13.33/2.51 spl0_111 <=> (c3 = ((g @ c3 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_111])],[avatar_definition])).
% 13.33/2.51 thf(f1042,plain,(
% 13.33/2.51 (c3 = ((g @ c3 @ c3))) | ~spl0_111),
% 13.33/2.51 inference(avatar_component_clause,[],[f1040])).
% 13.33/2.51 thf(f1052,definition,(
% 13.33/2.51 spl0_114 <=> (c1 = ((g @ c3 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_114])],[avatar_definition])).
% 13.33/2.51 thf(f1054,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c3))) | ~spl0_114),
% 13.33/2.51 inference(avatar_component_clause,[],[f1052])).
% 13.33/2.51 thf(f1058,definition,(
% 13.33/2.51 spl0_115 <=> (c1 = ((g @ c4 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_115])],[avatar_definition])).
% 13.33/2.51 thf(f1060,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c3))) | ~spl0_115),
% 13.33/2.51 inference(avatar_component_clause,[],[f1058])).
% 13.33/2.51 thf(f1062,definition,(
% 13.33/2.51 spl0_116 <=> (c5 = ((g @ c4 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_116])],[avatar_definition])).
% 13.33/2.51 thf(f1063,plain,(
% 13.33/2.51 (c5 != ((g @ c4 @ c3))) | spl0_116),
% 13.33/2.51 inference(avatar_component_clause,[],[f1062])).
% 13.33/2.51 thf(f1064,plain,(
% 13.33/2.51 (c5 = ((g @ c4 @ c3))) | ~spl0_116),
% 13.33/2.51 inference(avatar_component_clause,[],[f1062])).
% 13.33/2.51 thf(f1066,definition,(
% 13.33/2.51 spl0_117 <=> (c2 = ((g @ c4 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_117])],[avatar_definition])).
% 13.33/2.51 thf(f1067,plain,(
% 13.33/2.51 (c2 != ((g @ c4 @ c2))) | spl0_117),
% 13.33/2.51 inference(avatar_component_clause,[],[f1066])).
% 13.33/2.51 thf(f1070,definition,(
% 13.33/2.51 spl0_118 <=> (c3 = ((g @ c4 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_118])],[avatar_definition])).
% 13.33/2.51 thf(f1071,plain,(
% 13.33/2.51 (c3 != ((g @ c4 @ c3))) | spl0_118),
% 13.33/2.51 inference(avatar_component_clause,[],[f1070])).
% 13.33/2.51 thf(f1072,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c3))) | ~spl0_118),
% 13.33/2.51 inference(avatar_component_clause,[],[f1070])).
% 13.33/2.51 thf(f1082,definition,(
% 13.33/2.51 spl0_120 <=> (c1 = ((g @ c2 @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_120])],[avatar_definition])).
% 13.33/2.51 thf(f1084,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ (s @ (s @ c5))))) | ~spl0_120),
% 13.33/2.51 inference(avatar_component_clause,[],[f1082])).
% 13.33/2.51 thf(f1086,definition,(
% 13.33/2.51 spl0_121 <=> (c5 = ((g @ c3 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_121])],[avatar_definition])).
% 13.33/2.51 thf(f1087,plain,(
% 13.33/2.51 (c5 != ((g @ c3 @ c8))) | spl0_121),
% 13.33/2.51 inference(avatar_component_clause,[],[f1086])).
% 13.33/2.51 thf(f1088,plain,(
% 13.33/2.51 (c5 = ((g @ c3 @ c8))) | ~spl0_121),
% 13.33/2.51 inference(avatar_component_clause,[],[f1086])).
% 13.33/2.51 thf(f1090,definition,(
% 13.33/2.51 spl0_122 <=> (c1 = ((g @ c3 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_122])],[avatar_definition])).
% 13.33/2.51 thf(f1091,plain,(
% 13.33/2.51 (c1 != ((g @ c3 @ c8))) | spl0_122),
% 13.33/2.51 inference(avatar_component_clause,[],[f1090])).
% 13.33/2.51 thf(f1092,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c8))) | ~spl0_122),
% 13.33/2.51 inference(avatar_component_clause,[],[f1090])).
% 13.33/2.51 thf(f1094,definition,(
% 13.33/2.51 spl0_123 <=> (c3 = ((g @ c3 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_123])],[avatar_definition])).
% 13.33/2.51 thf(f1095,plain,(
% 13.33/2.51 (c3 != ((g @ c3 @ c8))) | spl0_123),
% 13.33/2.51 inference(avatar_component_clause,[],[f1094])).
% 13.33/2.51 thf(f1096,plain,(
% 13.33/2.51 (c3 = ((g @ c3 @ c8))) | ~spl0_123),
% 13.33/2.51 inference(avatar_component_clause,[],[f1094])).
% 13.33/2.51 thf(f1114,definition,(
% 13.33/2.51 spl0_125 <=> (c3 = ((g @ c5 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_125])],[avatar_definition])).
% 13.33/2.51 thf(f1115,plain,(
% 13.33/2.51 (c3 != ((g @ c5 @ c5))) | spl0_125),
% 13.33/2.51 inference(avatar_component_clause,[],[f1114])).
% 13.33/2.51 thf(f1118,definition,(
% 13.33/2.51 spl0_126 <=> (c2 = ((g @ c5 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_126])],[avatar_definition])).
% 13.33/2.51 thf(f1119,plain,(
% 13.33/2.51 (c2 != ((g @ c5 @ c5))) | spl0_126),
% 13.33/2.51 inference(avatar_component_clause,[],[f1118])).
% 13.33/2.51 thf(f1120,plain,(
% 13.33/2.51 (c2 = ((g @ c5 @ c5))) | ~spl0_126),
% 13.33/2.51 inference(avatar_component_clause,[],[f1118])).
% 13.33/2.51 thf(f1122,definition,(
% 13.33/2.51 spl0_127 <=> (c1 = ((g @ c5 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_127])],[avatar_definition])).
% 13.33/2.51 thf(f1157,definition,(
% 13.33/2.51 spl0_134 <=> (c3 = ((g @ c4 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_134])],[avatar_definition])).
% 13.33/2.51 thf(f1165,definition,(
% 13.33/2.51 spl0_136 <=> (c1 = ((g @ c3 @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_136])],[avatar_definition])).
% 13.33/2.51 thf(f1166,plain,(
% 13.33/2.51 (c1 != ((g @ c3 @ (s @ (s @ c5))))) | spl0_136),
% 13.33/2.51 inference(avatar_component_clause,[],[f1165])).
% 13.33/2.51 thf(f1167,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_136),
% 13.33/2.51 inference(avatar_component_clause,[],[f1165])).
% 13.33/2.51 thf(f1169,definition,(
% 13.33/2.51 spl0_137 <=> (c1 = ((g @ c4 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_137])],[avatar_definition])).
% 13.33/2.51 thf(f1171,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c8))) | ~spl0_137),
% 13.33/2.51 inference(avatar_component_clause,[],[f1169])).
% 13.33/2.51 thf(f1181,definition,(
% 13.33/2.51 spl0_139 <=> (c5 = ((g @ c5 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_139])],[avatar_definition])).
% 13.33/2.51 thf(f1182,plain,(
% 13.33/2.51 (c5 != ((g @ c5 @ c8))) | spl0_139),
% 13.33/2.51 inference(avatar_component_clause,[],[f1181])).
% 13.33/2.51 thf(f1183,plain,(
% 13.33/2.51 (c5 = ((g @ c5 @ c8))) | ~spl0_139),
% 13.33/2.51 inference(avatar_component_clause,[],[f1181])).
% 13.33/2.51 thf(f1185,definition,(
% 13.33/2.51 spl0_140 <=> (c1 = ((g @ c4 @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_140])],[avatar_definition])).
% 13.33/2.51 thf(f1186,plain,(
% 13.33/2.51 (c1 != ((g @ c4 @ (s @ (s @ c5))))) | spl0_140),
% 13.33/2.51 inference(avatar_component_clause,[],[f1185])).
% 13.33/2.51 thf(f1187,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ (s @ (s @ c5))))) | ~spl0_140),
% 13.33/2.51 inference(avatar_component_clause,[],[f1185])).
% 13.33/2.51 thf(f1189,definition,(
% 13.33/2.51 spl0_141 <=> (c1 = ((g @ c5 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_141])],[avatar_definition])).
% 13.33/2.51 thf(f1190,plain,(
% 13.33/2.51 (c1 != ((g @ c5 @ c8))) | spl0_141),
% 13.33/2.51 inference(avatar_component_clause,[],[f1189])).
% 13.33/2.51 thf(f1191,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ c8))) | ~spl0_141),
% 13.33/2.51 inference(avatar_component_clause,[],[f1189])).
% 13.33/2.51 thf(f1193,definition,(
% 13.33/2.51 spl0_142 <=> (c3 = ((g @ c5 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_142])],[avatar_definition])).
% 13.33/2.51 thf(f1194,plain,(
% 13.33/2.51 (c3 != ((g @ c5 @ c8))) | spl0_142),
% 13.33/2.51 inference(avatar_component_clause,[],[f1193])).
% 13.33/2.51 thf(f1195,plain,(
% 13.33/2.51 (c3 = ((g @ c5 @ c8))) | ~spl0_142),
% 13.33/2.51 inference(avatar_component_clause,[],[f1193])).
% 13.33/2.51 thf(f1198,definition,(
% 13.33/2.51 spl0_143 <=> (c3 = ((g @ c2 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_143])],[avatar_definition])).
% 13.33/2.51 thf(f1199,plain,(
% 13.33/2.51 (c3 != ((g @ c2 @ c3))) | spl0_143),
% 13.33/2.51 inference(avatar_component_clause,[],[f1198])).
% 13.33/2.51 thf(f1200,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c3))) | ~spl0_143),
% 13.33/2.51 inference(avatar_component_clause,[],[f1198])).
% 13.33/2.51 thf(f1202,definition,(
% 13.33/2.51 spl0_144 <=> (c2 = ((g @ c2 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_144])],[avatar_definition])).
% 13.33/2.51 thf(f1203,plain,(
% 13.33/2.51 (c2 != ((g @ c2 @ c2))) | spl0_144),
% 13.33/2.51 inference(avatar_component_clause,[],[f1202])).
% 13.33/2.51 thf(f1204,plain,(
% 13.33/2.51 (c2 = ((g @ c2 @ c2))) | ~spl0_144),
% 13.33/2.51 inference(avatar_component_clause,[],[f1202])).
% 13.33/2.51 thf(f1206,definition,(
% 13.33/2.51 spl0_145 <=> (c5 = ((g @ c2 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_145])],[avatar_definition])).
% 13.33/2.51 thf(f1207,plain,(
% 13.33/2.51 (c5 != ((g @ c2 @ c3))) | spl0_145),
% 13.33/2.51 inference(avatar_component_clause,[],[f1206])).
% 13.33/2.51 thf(f1208,plain,(
% 13.33/2.51 (c5 = ((g @ c2 @ c3))) | ~spl0_145),
% 13.33/2.51 inference(avatar_component_clause,[],[f1206])).
% 13.33/2.51 thf(f1210,definition,(
% 13.33/2.51 spl0_146 <=> (c1 = ((g @ c2 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_146])],[avatar_definition])).
% 13.33/2.51 thf(f1212,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c3))) | ~spl0_146),
% 13.33/2.51 inference(avatar_component_clause,[],[f1210])).
% 13.33/2.51 thf(f1223,definition,(
% 13.33/2.51 spl0_148 <=> (c2 = ((g @ c4 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_148])],[avatar_definition])).
% 13.33/2.51 thf(f1224,plain,(
% 13.33/2.51 (c2 != ((g @ c4 @ c5))) | spl0_148),
% 13.33/2.51 inference(avatar_component_clause,[],[f1223])).
% 13.33/2.51 thf(f1225,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c5))) | ~spl0_148),
% 13.33/2.51 inference(avatar_component_clause,[],[f1223])).
% 13.33/2.51 thf(f1227,definition,(
% 13.33/2.51 spl0_149 <=> (c5 = ((g @ c4 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_149])],[avatar_definition])).
% 13.33/2.51 thf(f1228,plain,(
% 13.33/2.51 (c5 != ((g @ c4 @ c5))) | spl0_149),
% 13.33/2.51 inference(avatar_component_clause,[],[f1227])).
% 13.33/2.51 thf(f1229,plain,(
% 13.33/2.51 (c5 = ((g @ c4 @ c5))) | ~spl0_149),
% 13.33/2.51 inference(avatar_component_clause,[],[f1227])).
% 13.33/2.51 thf(f1231,definition,(
% 13.33/2.51 spl0_150 <=> (c1 = ((g @ c4 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_150])],[avatar_definition])).
% 13.33/2.51 thf(f1232,plain,(
% 13.33/2.51 (c1 != ((g @ c4 @ c5))) | spl0_150),
% 13.33/2.51 inference(avatar_component_clause,[],[f1231])).
% 13.33/2.51 thf(f1233,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c5))) | ~spl0_150),
% 13.33/2.51 inference(avatar_component_clause,[],[f1231])).
% 13.33/2.51 thf(f1235,definition,(
% 13.33/2.51 spl0_151 <=> (c3 = ((g @ c4 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_151])],[avatar_definition])).
% 13.33/2.51 thf(f1236,plain,(
% 13.33/2.51 (c3 != ((g @ c4 @ c5))) | spl0_151),
% 13.33/2.51 inference(avatar_component_clause,[],[f1235])).
% 13.33/2.51 thf(f1237,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c5))) | ~spl0_151),
% 13.33/2.51 inference(avatar_component_clause,[],[f1235])).
% 13.33/2.51 thf(f1241,plain,(
% 13.33/2.51 spl0_87 | spl0_22 | ~spl0_1 | ~spl0_7 | ~spl0_8),
% 13.33/2.51 inference(avatar_split_clause,[],[f723,f71,f66,f36,f226,f923])).
% 13.33/2.51 thf(f1248,definition,(
% 13.33/2.51 spl0_153 <=> (c5 = ((g @ c1 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_153])],[avatar_definition])).
% 13.33/2.51 thf(f1250,plain,(
% 13.33/2.51 (c5 = ((g @ c1 @ c3))) | ~spl0_153),
% 13.33/2.51 inference(avatar_component_clause,[],[f1248])).
% 13.33/2.51 thf(f1252,definition,(
% 13.33/2.51 spl0_154 <=> (c1 = ((g @ c1 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_154])],[avatar_definition])).
% 13.33/2.51 thf(f1262,definition,(
% 13.33/2.51 spl0_156 <=> (c2 = ((g @ c1 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_156])],[avatar_definition])).
% 13.33/2.51 thf(f1263,plain,(
% 13.33/2.51 (c2 != ((g @ c1 @ c5))) | spl0_156),
% 13.33/2.51 inference(avatar_component_clause,[],[f1262])).
% 13.33/2.51 thf(f1266,definition,(
% 13.33/2.51 spl0_157 <=> (c5 = ((g @ c1 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_157])],[avatar_definition])).
% 13.33/2.51 thf(f1268,plain,(
% 13.33/2.51 (c5 = ((g @ c1 @ c5))) | ~spl0_157),
% 13.33/2.51 inference(avatar_component_clause,[],[f1266])).
% 13.33/2.51 thf(f1270,definition,(
% 13.33/2.51 spl0_158 <=> (c1 = ((g @ c1 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_158])],[avatar_definition])).
% 13.33/2.51 thf(f1294,definition,(
% 13.33/2.51 spl0_163 <=> (c2 = ((g @ c5 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_163])],[avatar_definition])).
% 13.33/2.51 thf(f1308,definition,(
% 13.33/2.51 spl0_166 <=> (c1 = ((g @ c1 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_166])],[avatar_definition])).
% 13.33/2.51 thf(f1309,plain,(
% 13.33/2.51 (c1 != ((g @ c1 @ c8))) | spl0_166),
% 13.33/2.51 inference(avatar_component_clause,[],[f1308])).
% 13.33/2.51 thf(f1310,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ c8))) | ~spl0_166),
% 13.33/2.51 inference(avatar_component_clause,[],[f1308])).
% 13.33/2.51 thf(f1313,definition,(
% 13.33/2.51 spl0_167 <=> (c5 = ((g @ c1 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_167])],[avatar_definition])).
% 13.33/2.51 thf(f1314,plain,(
% 13.33/2.51 (c5 != ((g @ c1 @ c8))) | spl0_167),
% 13.33/2.51 inference(avatar_component_clause,[],[f1313])).
% 13.33/2.51 thf(f1315,plain,(
% 13.33/2.51 (c5 = ((g @ c1 @ c8))) | ~spl0_167),
% 13.33/2.51 inference(avatar_component_clause,[],[f1313])).
% 13.33/2.51 thf(f1318,definition,(
% 13.33/2.51 spl0_168 <=> (c2 = ((g @ c2 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_168])],[avatar_definition])).
% 13.33/2.51 thf(f1319,plain,(
% 13.33/2.51 (c2 != ((g @ c2 @ c1))) | spl0_168),
% 13.33/2.51 inference(avatar_component_clause,[],[f1318])).
% 13.33/2.51 thf(f1320,plain,(
% 13.33/2.51 (c2 = ((g @ c2 @ c1))) | ~spl0_168),
% 13.33/2.51 inference(avatar_component_clause,[],[f1318])).
% 13.33/2.51 thf(f1331,definition,(
% 13.33/2.51 spl0_171 <=> (c2 = ((g @ c3 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_171])],[avatar_definition])).
% 13.33/2.51 thf(f1345,definition,(
% 13.33/2.51 spl0_174 <=> (c2 = ((g @ c4 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_174])],[avatar_definition])).
% 13.33/2.51 thf(f1346,plain,(
% 13.33/2.51 (c2 != ((g @ c4 @ c1))) | spl0_174),
% 13.33/2.51 inference(avatar_component_clause,[],[f1345])).
% 13.33/2.51 thf(f1347,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c1))) | ~spl0_174),
% 13.33/2.51 inference(avatar_component_clause,[],[f1345])).
% 13.33/2.51 thf(f1394,definition,(
% 13.33/2.51 spl0_184 <=> (c5 = ((g @ c8 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_184])],[avatar_definition])).
% 13.33/2.51 thf(f1395,plain,(
% 13.33/2.51 (c5 != ((g @ c8 @ c3))) | spl0_184),
% 13.33/2.51 inference(avatar_component_clause,[],[f1394])).
% 13.33/2.51 thf(f1396,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c3))) | ~spl0_184),
% 13.33/2.51 inference(avatar_component_clause,[],[f1394])).
% 13.33/2.51 thf(f1398,definition,(
% 13.33/2.51 spl0_185 <=> (c3 = ((g @ c8 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_185])],[avatar_definition])).
% 13.33/2.51 thf(f1399,plain,(
% 13.33/2.51 (c3 != ((g @ c8 @ c3))) | spl0_185),
% 13.33/2.51 inference(avatar_component_clause,[],[f1398])).
% 13.33/2.51 thf(f1400,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c3))) | ~spl0_185),
% 13.33/2.51 inference(avatar_component_clause,[],[f1398])).
% 13.33/2.51 thf(f1409,definition,(
% 13.33/2.51 spl0_187 <=> (c2 = ((g @ c8 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_187])],[avatar_definition])).
% 13.33/2.51 thf(f1410,plain,(
% 13.33/2.51 (c2 != ((g @ c8 @ c2))) | spl0_187),
% 13.33/2.51 inference(avatar_component_clause,[],[f1409])).
% 13.33/2.51 thf(f1414,definition,(
% 13.33/2.51 spl0_188 <=> (c2 = ((g @ c8 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_188])],[avatar_definition])).
% 13.33/2.51 thf(f1415,plain,(
% 13.33/2.51 (c2 != ((g @ c8 @ c5))) | spl0_188),
% 13.33/2.51 inference(avatar_component_clause,[],[f1414])).
% 13.33/2.51 thf(f1416,plain,(
% 13.33/2.51 (c2 = ((g @ c8 @ c5))) | ~spl0_188),
% 13.33/2.51 inference(avatar_component_clause,[],[f1414])).
% 13.33/2.51 thf(f1418,definition,(
% 13.33/2.51 spl0_189 <=> (c3 = ((g @ c8 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_189])],[avatar_definition])).
% 13.33/2.51 thf(f1419,plain,(
% 13.33/2.51 (c3 != ((g @ c8 @ c5))) | spl0_189),
% 13.33/2.51 inference(avatar_component_clause,[],[f1418])).
% 13.33/2.51 thf(f1420,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c5))) | ~spl0_189),
% 13.33/2.51 inference(avatar_component_clause,[],[f1418])).
% 13.33/2.51 thf(f1422,definition,(
% 13.33/2.51 spl0_190 <=> (c5 = ((g @ c8 @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_190])],[avatar_definition])).
% 13.33/2.51 thf(f1423,plain,(
% 13.33/2.51 (c5 != ((g @ c8 @ c5))) | spl0_190),
% 13.33/2.51 inference(avatar_component_clause,[],[f1422])).
% 13.33/2.51 thf(f1424,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c5))) | ~spl0_190),
% 13.33/2.51 inference(avatar_component_clause,[],[f1422])).
% 13.33/2.51 thf(f1441,definition,(
% 13.33/2.51 spl0_194 <=> (c2 = ((g @ c8 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_194])],[avatar_definition])).
% 13.33/2.51 thf(f1442,plain,(
% 13.33/2.51 (c2 != ((g @ c8 @ c1))) | spl0_194),
% 13.33/2.51 inference(avatar_component_clause,[],[f1441])).
% 13.33/2.51 thf(f1443,plain,(
% 13.33/2.51 (c2 = ((g @ c8 @ c1))) | ~spl0_194),
% 13.33/2.51 inference(avatar_component_clause,[],[f1441])).
% 13.33/2.51 thf(f1458,definition,(
% 13.33/2.51 (c3 != ((s @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c2 != c4) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1483,definition,(
% 13.33/2.51 spl0_197 <=> (c8 = c1)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_197])],[avatar_definition])).
% 13.33/2.51 thf(f1484,plain,(
% 13.33/2.51 (c8 != c1) | spl0_197),
% 13.33/2.51 inference(avatar_component_clause,[],[f1483])).
% 13.33/2.51 thf(f1544,definition,(
% 13.33/2.51 spl0_200 <=> (c3 = ((g @ c8 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_200])],[avatar_definition])).
% 13.33/2.51 thf(f1551,definition,(
% 13.33/2.51 spl0_201 <=> (c3 = ((g @ c8 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_201])],[avatar_definition])).
% 13.33/2.51 thf(f1552,plain,(
% 13.33/2.51 (c3 != ((g @ c8 @ c2))) | spl0_201),
% 13.33/2.51 inference(avatar_component_clause,[],[f1551])).
% 13.33/2.51 thf(f1553,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c2))) | ~spl0_201),
% 13.33/2.51 inference(avatar_component_clause,[],[f1551])).
% 13.33/2.51 thf(f1557,definition,(
% 13.33/2.51 spl0_202 <=> (c4 = ((g @ c8 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_202])],[avatar_definition])).
% 13.33/2.51 thf(f1558,plain,(
% 13.33/2.51 (c4 != ((g @ c8 @ c3))) | spl0_202),
% 13.33/2.51 inference(avatar_component_clause,[],[f1557])).
% 13.33/2.51 thf(f1559,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c3))) | ~spl0_202),
% 13.33/2.51 inference(avatar_component_clause,[],[f1557])).
% 13.33/2.51 thf(f1579,definition,(
% 13.33/2.51 (c3 != c4) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1588,plain,(
% 13.33/2.51 (c8 = c1) | (c5 != c5) | (c8 = c1) | ~spl0_32),
% 13.33/2.51 inference(superposition,[],[f11,f319])).
% 13.33/2.51 thf(f1591,plain,(
% 13.33/2.51 (c5 != c5) | (c8 = c1) | ~spl0_32),
% 13.33/2.51 inference(duplicate_literal_removal,[],[f1588])).
% 13.33/2.51 thf(f1592,plain,(
% 13.33/2.51 (c8 = c1) | ~spl0_32),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1591])).
% 13.33/2.51 thf(f1593,plain,(
% 13.33/2.51 spl0_197 | ~spl0_32),
% 13.33/2.51 inference(avatar_split_clause,[],[f1592,f317,f1483])).
% 13.33/2.51 thf(f1671,definition,(
% 13.33/2.51 (c4 != ((g @ c8 @ c3))) | (c2 != ((g @ c8 @ c3))) | (c2 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1672,definition,(
% 13.33/2.51 (c3 != ((s @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c4 != ((g @ c8 @ c3))) | (c2 != ((g @ c8 @ c3))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1680,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c3))) | (c3 = c2) | (~spl0_8 | ~spl0_201)),
% 13.33/2.51 inference(superposition,[],[f262,f1553])).
% 13.33/2.51 thf(f1681,plain,(
% 13.33/2.51 (c3 = c4) | (c5 = ((g @ c8 @ c1))) | (c1 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (~spl0_5 | ~spl0_201)),
% 13.33/2.51 inference(superposition,[],[f313,f1553])).
% 13.33/2.51 thf(f1691,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (c3 = c2) | (c2 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_201)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1680,f15])).
% 13.33/2.51 thf(f1693,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (c1 = ((g @ c8 @ c1))) | (~spl0_5 | spl0_23 | ~spl0_201)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1681,f233])).
% 13.33/2.51 thf(f1696,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (~spl0_8 | spl0_30 | ~spl0_201)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1691,f301])).
% 13.33/2.51 thf(f1697,plain,(
% 13.33/2.51 (c1 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (~spl0_5 | spl0_23 | spl0_32 | ~spl0_201)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1693,f318])).
% 13.33/2.51 thf(f1700,plain,(
% 13.33/2.51 spl0_184 | spl0_185 | spl0_77 | ~spl0_8 | spl0_30 | ~spl0_201),
% 13.33/2.51 inference(avatar_split_clause,[],[f1696,f1551,f299,f71,f860,f1398,f1394])).
% 13.33/2.51 thf(f1701,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c1))) | (~spl0_5 | spl0_23 | spl0_32 | ~spl0_201)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1697,f15])).
% 13.33/2.51 thf(f1703,plain,(
% 13.33/2.51 spl0_33 | ~spl0_5 | spl0_23 | spl0_32 | ~spl0_201),
% 13.33/2.51 inference(avatar_split_clause,[],[f1701,f1551,f317,f231,f56,f321])).
% 13.33/2.51 thf(f1710,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ (s @ c1)))) | (c2 != c2) | ~spl0_194),
% 13.33/2.51 inference(superposition,[],[f24,f1443])).
% 13.33/2.51 thf(f1712,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ (s @ c1)))) | ~spl0_194),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1710])).
% 13.33/2.51 thf(f1714,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c2))) | (~spl0_5 | ~spl0_194)),
% 13.33/2.51 inference(forward_demodulation,[],[f1712,f58])).
% 13.33/2.51 thf(f1716,definition,(
% 13.33/2.51 spl0_203 <=> (c4 = ((g @ c8 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_203])],[avatar_definition])).
% 13.33/2.51 thf(f1718,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c2))) | ~spl0_203),
% 13.33/2.51 inference(avatar_component_clause,[],[f1716])).
% 13.33/2.51 thf(f1719,plain,(
% 13.33/2.51 spl0_203 | ~spl0_5 | ~spl0_194),
% 13.33/2.51 inference(avatar_split_clause,[],[f1714,f1441,f56,f1716])).
% 13.33/2.51 thf(f1756,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c1))) | (c4 = ((g @ X0 @ (s @ c3)))) | (c3 = ((g @ X0 @ c1))) | (c2 != c2) | (c3 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c1)))) ) | ~spl0_83),
% 13.33/2.51 inference(superposition,[],[f24,f902])).
% 13.33/2.51 thf(f1762,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c3))) | (c4 = ((g @ X0 @ (s @ c3)))) | (c5 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c3)))) ) | ~spl0_83),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1756])).
% 13.33/2.51 thf(f1763,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c3)))) ) | (~spl0_7 | ~spl0_83)),
% 13.33/2.51 inference(forward_demodulation,[],[f1762,f68])).
% 13.33/2.51 thf(f1778,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 != c5) | (c8 = ((s @ (s @ c5)))) | (c4 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_19),
% 13.33/2.51 inference(superposition,[],[f9,f582])).
% 13.33/2.51 thf(f1787,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ c5)))) | (c1 = ((s @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 = ((g @ X0 @ c8))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_19),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1778])).
% 13.33/2.51 thf(f1794,definition,(
% 13.33/2.51 spl0_204 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_204])],[avatar_definition])).
% 13.33/2.51 thf(f1795,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_204),
% 13.33/2.51 inference(avatar_component_clause,[],[f1794])).
% 13.33/2.51 thf(f1797,definition,(
% 13.33/2.51 spl0_205 <=> (c8 = ((s @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_205])],[avatar_definition])).
% 13.33/2.51 thf(f1798,plain,(
% 13.33/2.51 (c8 != ((s @ (s @ c5)))) | spl0_205),
% 13.33/2.51 inference(avatar_component_clause,[],[f1797])).
% 13.33/2.51 thf(f1801,definition,(
% 13.33/2.51 spl0_206 <=> (c1 = ((s @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_206])],[avatar_definition])).
% 13.33/2.51 thf(f1802,plain,(
% 13.33/2.51 (c1 != ((s @ (s @ c5)))) | spl0_206),
% 13.33/2.51 inference(avatar_component_clause,[],[f1801])).
% 13.33/2.51 thf(f1804,plain,(
% 13.33/2.51 spl0_204 | spl0_205 | spl0_206 | ~spl0_19),
% 13.33/2.51 inference(avatar_split_clause,[],[f1787,f173,f1801,f1797,f1794])).
% 13.33/2.51 thf(f1825,definition,(
% 13.33/2.51 (c1 != ((s @ (s @ c5)))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1840,definition,(
% 13.33/2.51 (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ c5)))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1855,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c8))) | (c5 != c5) | (c2 = ((g @ X0 @ c5))) | (c8 = ((s @ c5))) | (c1 = ((s @ c5))) | (c5 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ (s @ c5))))) ) | ~spl0_109),
% 13.33/2.51 inference(superposition,[],[f9,f1026])).
% 13.33/2.51 thf(f1858,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c1 = X0) | (c1 = ((g @ X0 @ c8))) | (c8 = X0) | (c5 != c5) | (c3 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c5 = ((g @ X0 @ c8)))) ) | ~spl0_109),
% 13.33/2.51 inference(superposition,[],[f12,f1026])).
% 13.33/2.51 thf(f1867,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c8 = ((s @ c5))) | (c2 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c8))) | (c1 = ((s @ c5))) | (c3 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ c5))))) ) | ~spl0_109),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1855])).
% 13.33/2.51 thf(f1869,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c8))) | (c1 = X0) | (c3 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c8))) | (c5 = ((g @ X0 @ c8))) | (c8 = X0)) ) | ~spl0_109),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1858])).
% 13.33/2.51 thf(f1874,definition,(
% 13.33/2.51 spl0_210 <=> (c8 = ((s @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_210])],[avatar_definition])).
% 13.33/2.51 thf(f1875,plain,(
% 13.33/2.51 (c8 != ((s @ c5))) | spl0_210),
% 13.33/2.51 inference(avatar_component_clause,[],[f1874])).
% 13.33/2.51 thf(f1879,definition,(
% 13.33/2.51 spl0_211 <=> (c1 = ((s @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_211])],[avatar_definition])).
% 13.33/2.51 thf(f1880,plain,(
% 13.33/2.51 (c1 != ((s @ c5))) | spl0_211),
% 13.33/2.51 inference(avatar_component_clause,[],[f1879])).
% 13.33/2.51 thf(f1883,definition,(
% 13.33/2.51 spl0_212 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ (s @ c5)))) | (c5 = ((g @ X0 @ c8))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_212])],[avatar_definition])).
% 13.33/2.51 thf(f1884,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c5 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ c5)))) ) | ~spl0_212),
% 13.33/2.51 inference(avatar_component_clause,[],[f1883])).
% 13.33/2.51 thf(f1885,plain,(
% 13.33/2.51 spl0_211 | spl0_212 | spl0_210 | ~spl0_109),
% 13.33/2.51 inference(avatar_split_clause,[],[f1867,f1025,f1874,f1883,f1879])).
% 13.33/2.51 thf(f1890,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ c5)))) | (c2 = ((g @ X0 @ c5))) | (c8 = X0) | (c1 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c1 = X0)) ) | ~spl0_109),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1869,f12])).
% 13.33/2.51 thf(f1900,definition,(
% 13.33/2.51 (c8 != ((s @ c5))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f1947,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c2))) | (c3 != c3) | (c2 = ((g @ c3 @ c1))) | (c1 = ((g @ c2 @ c2))) | (c4 = ((g @ c3 @ c3))) | (~spl0_8 | ~spl0_57)),
% 13.33/2.51 inference(superposition,[],[f153,f701])).
% 13.33/2.51 thf(f1949,plain,(
% 13.33/2.51 (c4 = ((g @ c1 @ c3))) | (c2 = ((g @ c1 @ c1))) | (c1 = ((g @ c1 @ c2))) | (c3 != c3) | ~spl0_57),
% 13.33/2.51 inference(superposition,[],[f16,f701])).
% 13.33/2.51 thf(f1958,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 != c3) | (c1 = ((g @ X0 @ c2))) | (c1 = ((g @ (s @ X0) @ c2))) | (c4 = ((g @ (s @ X0) @ c3))) | (c2 = ((g @ (s @ X0) @ c1)))) ) | ~spl0_57),
% 13.33/2.51 inference(superposition,[],[f27,f701])).
% 13.33/2.51 thf(f1965,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c2))) | (c4 = ((g @ c3 @ c3))) | (c1 = ((g @ c3 @ c2))) | (c2 = ((g @ c3 @ c1))) | (~spl0_8 | ~spl0_57)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1947])).
% 13.33/2.51 thf(f1968,plain,(
% 13.33/2.51 (c4 = ((g @ c1 @ c3))) | (c1 = ((g @ c1 @ c2))) | (c2 = ((g @ c1 @ c1))) | ~spl0_57),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1949])).
% 13.33/2.51 thf(f1970,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ c2))) | (c2 = ((g @ (s @ X0) @ c1))) | (c1 = ((g @ X0 @ c2))) | (c4 = ((g @ (s @ X0) @ c3)))) ) | ~spl0_57),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f1958])).
% 13.33/2.51 thf(f1972,definition,(
% 13.33/2.51 spl0_214 <=> (c4 = ((g @ c5 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_214])],[avatar_definition])).
% 13.33/2.51 thf(f1977,definition,(
% 13.33/2.51 spl0_215 <=> (c4 = ((g @ c3 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_215])],[avatar_definition])).
% 13.33/2.51 thf(f1980,plain,(
% 13.33/2.51 spl0_171 | spl0_85 | spl0_108 | spl0_215 | ~spl0_8 | ~spl0_57),
% 13.33/2.51 inference(avatar_split_clause,[],[f1965,f700,f71,f1977,f1020,f910,f1331])).
% 13.33/2.51 thf(f1982,definition,(
% 13.33/2.51 spl0_216 <=> (c4 = ((g @ c4 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_216])],[avatar_definition])).
% 13.33/2.51 thf(f1987,definition,(
% 13.33/2.51 spl0_217 <=> (c4 = ((g @ c2 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_217])],[avatar_definition])).
% 13.33/2.51 thf(f1989,plain,(
% 13.33/2.51 (c4 = ((g @ c2 @ c3))) | ~spl0_217),
% 13.33/2.51 inference(avatar_component_clause,[],[f1987])).
% 13.33/2.51 thf(f1991,plain,(
% 13.33/2.51 (c4 = ((g @ c1 @ c3))) | (c1 = ((g @ c1 @ c2))) | (c5 = c2) | (~spl0_2 | ~spl0_57)),
% 13.33/2.51 inference(forward_demodulation,[],[f1968,f43])).
% 13.33/2.51 thf(f1992,plain,(
% 13.33/2.51 (c4 = ((g @ c1 @ c3))) | (c1 = ((g @ c1 @ c2))) | (~spl0_2 | spl0_11 | ~spl0_57)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f1991,f92])).
% 13.33/2.51 thf(f1994,definition,(
% 13.33/2.51 spl0_218 <=> (c4 = ((g @ c1 @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_218])],[avatar_definition])).
% 13.33/2.51 thf(f1997,plain,(
% 13.33/2.51 spl0_106 | spl0_218 | ~spl0_2 | spl0_11 | ~spl0_57),
% 13.33/2.51 inference(avatar_split_clause,[],[f1992,f700,f90,f41,f1994,f1007])).
% 13.33/2.51 thf(f2023,definition,(
% 13.33/2.51 spl0_219 <=> (c3 = ((g @ c2 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_219])],[avatar_definition])).
% 13.33/2.51 thf(f2025,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c4))) | ~spl0_219),
% 13.33/2.51 inference(avatar_component_clause,[],[f2023])).
% 13.33/2.51 thf(f2063,plain,(
% 13.33/2.51 (c5 != c5) | (c5 = c1) | (c8 = c1) | ~spl0_157),
% 13.33/2.51 inference(superposition,[],[f10,f1268])).
% 13.33/2.51 thf(f2066,plain,(
% 13.33/2.51 (c8 = c1) | (c5 = c1) | ~spl0_157),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2063])).
% 13.33/2.51 thf(f2068,plain,(
% 13.33/2.51 (c8 = c1) | (spl0_12 | ~spl0_157)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2066,f97])).
% 13.33/2.51 thf(f2070,plain,(
% 13.33/2.51 spl0_197 | spl0_12 | ~spl0_157),
% 13.33/2.51 inference(avatar_split_clause,[],[f2068,f1266,f95,f1483])).
% 13.33/2.51 thf(f2072,definition,(
% 13.33/2.51 spl0_220 <=> (c8 = c5)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_220])],[avatar_definition])).
% 13.33/2.51 thf(f2073,plain,(
% 13.33/2.51 (c8 != c5) | spl0_220),
% 13.33/2.51 inference(avatar_component_clause,[],[f2072])).
% 13.33/2.51 thf(f2175,definition,(
% 13.33/2.51 spl0_222 <=> (c3 = ((g @ c4 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_222])],[avatar_definition])).
% 13.33/2.51 thf(f2177,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c4))) | ~spl0_222),
% 13.33/2.51 inference(avatar_component_clause,[],[f2175])).
% 13.33/2.51 thf(f2182,definition,(
% 13.33/2.51 (c4 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c1 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2184,definition,(
% 13.33/2.51 (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c1 != ((g @ c4 @ c4))) | (c3 != ((g @ c4 @ c4))) | (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c5 = c1)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2188,definition,(
% 13.33/2.51 (c1 != ((g @ c4 @ c4))) | (c3 != ((g @ c4 @ c4))) | (c1 = c3)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2190,definition,(
% 13.33/2.51 (c4 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c2 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2195,plain,(
% 13.33/2.51 (c5 = c1) | (c5 != c5) | (c8 = c3) | ~spl0_98),
% 13.33/2.51 inference(superposition,[],[f10,f972])).
% 13.33/2.51 thf(f2203,plain,(
% 13.33/2.51 (c8 = c3) | (c5 = c1) | ~spl0_98),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2195])).
% 13.33/2.51 thf(f2207,plain,(
% 13.33/2.51 (c8 = c3) | (spl0_12 | ~spl0_98)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2203,f97])).
% 13.33/2.51 thf(f2210,definition,(
% 13.33/2.51 spl0_223 <=> (c8 = c3)),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_223])],[avatar_definition])).
% 13.33/2.51 thf(f2211,plain,(
% 13.33/2.51 (c8 != c3) | spl0_223),
% 13.33/2.51 inference(avatar_component_clause,[],[f2210])).
% 13.33/2.51 thf(f2215,plain,(
% 13.33/2.51 spl0_223 | spl0_12 | ~spl0_98),
% 13.33/2.51 inference(avatar_split_clause,[],[f2207,f970,f95,f2210])).
% 13.33/2.51 thf(f2251,definition,(
% 13.33/2.51 (c1 != ((s @ c5))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c1 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2281,definition,(
% 13.33/2.51 (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != c5) | (((s @ c8)) != c1) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c8 = c1)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2331,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c5))) | (c3 != c3) | (~spl0_7 | ~spl0_151)),
% 13.33/2.51 inference(superposition,[],[f152,f1237])).
% 13.33/2.51 thf(f2338,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c5))) | (~spl0_7 | ~spl0_151)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2331])).
% 13.33/2.51 thf(f2370,definition,(
% 13.33/2.51 spl0_224 <=> (c3 = ((g @ (s @ c5) @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_224])],[avatar_definition])).
% 13.33/2.51 thf(f2371,plain,(
% 13.33/2.51 (c3 != ((g @ (s @ c5) @ c2))) | spl0_224),
% 13.33/2.51 inference(avatar_component_clause,[],[f2370])).
% 13.33/2.51 thf(f2372,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c5) @ c2))) | ~spl0_224),
% 13.33/2.51 inference(avatar_component_clause,[],[f2370])).
% 13.33/2.51 thf(f2461,plain,(
% 13.33/2.51 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c1)))) | ~spl0_174),
% 13.33/2.51 inference(superposition,[],[f24,f1347])).
% 13.33/2.51 thf(f2463,plain,(
% 13.33/2.51 (c4 = ((g @ c4 @ (s @ c1)))) | ~spl0_174),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2461])).
% 13.33/2.51 thf(f2464,plain,(
% 13.33/2.51 (c4 = ((g @ c4 @ c2))) | (~spl0_5 | ~spl0_174)),
% 13.33/2.51 inference(forward_demodulation,[],[f2463,f58])).
% 13.33/2.51 thf(f2466,definition,(
% 13.33/2.51 spl0_227 <=> (c4 = ((g @ c4 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_227])],[avatar_definition])).
% 13.33/2.51 thf(f2468,plain,(
% 13.33/2.51 (c4 = ((g @ c4 @ c2))) | ~spl0_227),
% 13.33/2.51 inference(avatar_component_clause,[],[f2466])).
% 13.33/2.51 thf(f2469,plain,(
% 13.33/2.51 spl0_227 | ~spl0_5 | ~spl0_174),
% 13.33/2.51 inference(avatar_split_clause,[],[f2464,f1345,f56,f2466])).
% 13.33/2.51 thf(f2473,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c3))) | (c3 != c3) | (~spl0_7 | ~spl0_118)),
% 13.33/2.51 inference(superposition,[],[f152,f1072])).
% 13.33/2.51 thf(f2480,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c3))) | (~spl0_7 | ~spl0_118)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2473])).
% 13.33/2.51 thf(f2658,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 != c3) | (c1 = ((g @ c8 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_19 | ~spl0_204)),
% 13.33/2.51 inference(superposition,[],[f179,f1795])).
% 13.33/2.51 thf(f2666,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c3 != c3) | (c4 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ X0) @ (s @ c5)))) | (c1 = ((g @ (s @ X0) @ (s @ (s @ c5)))))) ) | ~spl0_204),
% 13.33/2.51 inference(superposition,[],[f27,f1795])).
% 13.33/2.51 thf(f2670,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ X0) @ (s @ c5)))) | (c1 = ((g @ X0 @ (s @ (s @ c5))))) | (c4 = ((g @ (s @ X0) @ c8)))) ) | ~spl0_204),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2666])).
% 13.33/2.51 thf(f2676,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c1 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_19 | ~spl0_204)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2658])).
% 13.33/2.51 thf(f2689,definition,(
% 13.33/2.51 spl0_230 <=> (c4 = ((g @ c2 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_230])],[avatar_definition])).
% 13.33/2.51 thf(f2693,definition,(
% 13.33/2.51 spl0_231 <=> (c2 = ((g @ c2 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_231])],[avatar_definition])).
% 13.33/2.51 thf(f2695,plain,(
% 13.33/2.51 (c2 = ((g @ c2 @ (s @ c5)))) | ~spl0_231),
% 13.33/2.51 inference(avatar_component_clause,[],[f2693])).
% 13.33/2.51 thf(f2698,definition,(
% 13.33/2.51 spl0_232 <=> (c4 = ((g @ c4 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_232])],[avatar_definition])).
% 13.33/2.51 thf(f2702,definition,(
% 13.33/2.51 spl0_233 <=> (c2 = ((g @ c4 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_233])],[avatar_definition])).
% 13.33/2.51 thf(f2703,plain,(
% 13.33/2.51 (c2 != ((g @ c4 @ (s @ c5)))) | spl0_233),
% 13.33/2.51 inference(avatar_component_clause,[],[f2702])).
% 13.33/2.51 thf(f2706,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c4 = ((g @ c8 @ c8))) | (~spl0_19 | ~spl0_204)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2676,f15])).
% 13.33/2.51 thf(f2712,definition,(
% 13.33/2.51 spl0_235 <=> (c4 = ((g @ c5 @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_235])],[avatar_definition])).
% 13.33/2.51 thf(f2713,plain,(
% 13.33/2.51 (c4 != ((g @ c5 @ c8))) | spl0_235),
% 13.33/2.51 inference(avatar_component_clause,[],[f2712])).
% 13.33/2.51 thf(f2714,plain,(
% 13.33/2.51 (c4 = ((g @ c5 @ c8))) | ~spl0_235),
% 13.33/2.51 inference(avatar_component_clause,[],[f2712])).
% 13.33/2.51 thf(f2716,definition,(
% 13.33/2.51 spl0_236 <=> (c2 = ((g @ c5 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_236])],[avatar_definition])).
% 13.33/2.51 thf(f2717,plain,(
% 13.33/2.51 (c2 != ((g @ c5 @ (s @ c5)))) | spl0_236),
% 13.33/2.51 inference(avatar_component_clause,[],[f2716])).
% 13.33/2.51 thf(f2718,plain,(
% 13.33/2.51 (c2 = ((g @ c5 @ (s @ c5)))) | ~spl0_236),
% 13.33/2.51 inference(avatar_component_clause,[],[f2716])).
% 13.33/2.51 thf(f2721,plain,(
% 13.33/2.51 (c2 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c5 = c4) | (~spl0_3 | ~spl0_19 | ~spl0_204)),
% 13.33/2.51 inference(forward_demodulation,[],[f2706,f48])).
% 13.33/2.51 thf(f2727,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2721,f85])).
% 13.33/2.51 thf(f2729,definition,(
% 13.33/2.51 spl0_238 <=> (c2 = ((g @ c8 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_238])],[avatar_definition])).
% 13.33/2.51 thf(f2731,plain,(
% 13.33/2.51 (c2 = ((g @ c8 @ (s @ c5)))) | ~spl0_238),
% 13.33/2.51 inference(avatar_component_clause,[],[f2729])).
% 13.33/2.51 thf(f2733,definition,(
% 13.33/2.51 spl0_239 <=> (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5)))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_239])],[avatar_definition])).
% 13.33/2.51 thf(f2735,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | ~spl0_239),
% 13.33/2.51 inference(avatar_component_clause,[],[f2733])).
% 13.33/2.51 thf(f2736,plain,(
% 13.33/2.51 spl0_238 | spl0_239 | ~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204),
% 13.33/2.51 inference(avatar_split_clause,[],[f2727,f1794,f173,f83,f46,f2733,f2729])).
% 13.33/2.51 thf(f2769,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((((s @ X0)) = c1) | (c1 = ((g @ (s @ X0) @ (s @ c5)))) | (c3 != c3) | (c2 = ((g @ (s @ X0) @ c5))) | (c3 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c8 = ((s @ X0)))) ) | ~spl0_109),
% 13.33/2.51 inference(superposition,[],[f27,f1890])).
% 13.33/2.51 thf(f2773,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ (s @ c5)))) | (c3 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ (s @ X0) @ c8))) | (((s @ X0)) = c1) | (c8 = ((s @ X0))) | (c2 = ((g @ (s @ X0) @ c5))) | (c1 = ((g @ X0 @ (s @ c5))))) ) | ~spl0_109),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2769])).
% 13.33/2.51 thf(f2795,definition,(
% 13.33/2.51 spl0_241 <=> (c1 = ((g @ c3 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_241])],[avatar_definition])).
% 13.33/2.51 thf(f2796,plain,(
% 13.33/2.51 (c1 != ((g @ c3 @ (s @ c5)))) | spl0_241),
% 13.33/2.51 inference(avatar_component_clause,[],[f2795])).
% 13.33/2.51 thf(f2797,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ (s @ c5)))) | ~spl0_241),
% 13.33/2.51 inference(avatar_component_clause,[],[f2795])).
% 13.33/2.51 thf(f2799,definition,(
% 13.33/2.51 spl0_242 <=> (c1 = ((g @ c2 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_242])],[avatar_definition])).
% 13.33/2.51 thf(f2801,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ (s @ c5)))) | ~spl0_242),
% 13.33/2.51 inference(avatar_component_clause,[],[f2799])).
% 13.33/2.51 thf(f2804,definition,(
% 13.33/2.51 spl0_243 <=> (c1 = ((g @ c4 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_243])],[avatar_definition])).
% 13.33/2.51 thf(f2806,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ (s @ c5)))) | ~spl0_243),
% 13.33/2.51 inference(avatar_component_clause,[],[f2804])).
% 13.33/2.51 thf(f2808,definition,(
% 13.33/2.51 spl0_244 <=> (c1 = ((g @ c5 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_244])],[avatar_definition])).
% 13.33/2.51 thf(f2809,plain,(
% 13.33/2.51 (c1 != ((g @ c5 @ (s @ c5)))) | spl0_244),
% 13.33/2.51 inference(avatar_component_clause,[],[f2808])).
% 13.33/2.51 thf(f2810,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ (s @ c5)))) | ~spl0_244),
% 13.33/2.51 inference(avatar_component_clause,[],[f2808])).
% 13.33/2.51 thf(f2828,definition,(
% 13.33/2.51 (c1 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c1 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2833,definition,(
% 13.33/2.51 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c2 != ((s @ c1))) | (c8 = c1)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2837,definition,(
% 13.33/2.51 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c2 != ((s @ c1))) | (c1 = ((s @ c5)))),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2851,definition,(
% 13.33/2.51 (c1 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c1 = c2)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2856,definition,(
% 13.33/2.51 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c2 != ((s @ c1))) | (c8 = c1)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f2899,plain,(
% 13.33/2.51 (c3 != c3) | (c1 = ((g @ c4 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ (s @ c5)))) | (~spl0_1 | ~spl0_212)),
% 13.33/2.51 inference(superposition,[],[f151,f1884])).
% 13.33/2.51 thf(f2903,plain,(
% 13.33/2.51 (c3 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (c3 != c3) | (c1 = ((g @ c1 @ (s @ c5)))) | (c1 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | ~spl0_212),
% 13.33/2.51 inference(superposition,[],[f16,f1884])).
% 13.33/2.51 thf(f2912,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ (s @ X0) @ c5))) | (c3 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ (s @ X0) @ c8))) | (c5 = ((g @ (s @ X0) @ c8))) | (c3 != c3) | (c1 = ((g @ (s @ X0) @ (s @ c5))))) ) | ~spl0_212),
% 13.33/2.51 inference(superposition,[],[f27,f1884])).
% 13.33/2.51 thf(f2916,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ (s @ c5)))) | (c3 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ (s @ X0) @ c5))) | (c5 = ((g @ (s @ X0) @ c8))) | (c1 = ((g @ X0 @ (s @ c5))))) ) | ~spl0_212),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2912])).
% 13.33/2.51 thf(f2918,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | (c2 = ((g @ c5 @ c5))) | (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_1 | ~spl0_212)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2899])).
% 13.33/2.51 thf(f2923,plain,(
% 13.33/2.51 (c5 = ((g @ c1 @ c8))) | (c3 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((g @ c1 @ (s @ c5)))) | ~spl0_212),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2903])).
% 13.33/2.51 thf(f2942,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = c4) | (c3 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c1)))) ) | (~spl0_1 | ~spl0_7 | ~spl0_83)),
% 13.33/2.51 inference(superposition,[],[f258,f1763])).
% 13.33/2.51 thf(f2964,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c1))) | (c1 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c1))) | (c5 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c3)))) ) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2942,f228])).
% 13.33/2.51 thf(f2983,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c2 != c2) | (c3 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c3))) | (~spl0_87 | spl0_187)),
% 13.33/2.51 inference(superposition,[],[f1410,f924])).
% 13.33/2.51 thf(f2996,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c3))) | (c2 != c2) | (c1 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c4 = ((g @ X0 @ (s @ c2)))) | (c5 = ((g @ X0 @ c3)))) ) | ~spl0_87),
% 13.33/2.51 inference(superposition,[],[f24,f924])).
% 13.33/2.51 thf(f2999,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c5 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c1 = ((g @ X0 @ c3))) | (c4 = ((g @ X0 @ (s @ c2)))) | (c1 = ((g @ X0 @ c5)))) ) | ~spl0_87),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2996])).
% 13.33/2.51 thf(f3000,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (~spl0_87 | spl0_187)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f2983])).
% 13.33/2.51 thf(f3008,plain,(
% 13.33/2.51 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c4 = ((g @ X0 @ c3))) | (c5 = ((g @ X0 @ c5))) | (c5 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3)))) ) | (~spl0_8 | ~spl0_87)),
% 13.33/2.51 inference(forward_demodulation,[],[f2999,f73])).
% 13.33/2.51 thf(f3011,plain,(
% 13.33/2.51 (c3 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (~spl0_87 | spl0_187)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3000,f15])).
% 13.33/2.51 thf(f3018,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (~spl0_87 | spl0_187)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3011,f15])).
% 13.33/2.51 thf(f3073,definition,(
% 13.33/2.51 spl0_245 <=> (c3 = ((g @ (s @ c5) @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_245])],[avatar_definition])).
% 13.33/2.51 thf(f3074,plain,(
% 13.33/2.51 (c3 != ((g @ (s @ c5) @ c5))) | spl0_245),
% 13.33/2.51 inference(avatar_component_clause,[],[f3073])).
% 13.33/2.51 thf(f3075,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c5) @ c5))) | ~spl0_245),
% 13.33/2.51 inference(avatar_component_clause,[],[f3073])).
% 13.33/2.51 thf(f3083,plain,(
% 13.33/2.51 (c8 = c5) | (c8 = c1) | (c5 != c5) | ~spl0_190),
% 13.33/2.51 inference(superposition,[],[f11,f1424])).
% 13.33/2.51 thf(f3086,plain,(
% 13.33/2.51 (c8 = c5) | (c8 = c1) | ~spl0_190),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3083])).
% 13.33/2.51 thf(f3088,plain,(
% 13.33/2.51 (c8 = c1) | (~spl0_190 | spl0_220)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3086,f2073])).
% 13.33/2.51 thf(f3090,plain,(
% 13.33/2.51 $false | (~spl0_190 | spl0_197 | spl0_220)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3088,f1484])).
% 13.33/2.51 thf(f3091,plain,(
% 13.33/2.51 ~spl0_190 | spl0_197 | spl0_220),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3090])).
% 13.33/2.51 thf(f3096,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 != c3) | (~spl0_19 | ~spl0_189)),
% 13.33/2.51 inference(superposition,[],[f179,f1420])).
% 13.33/2.51 thf(f3102,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_19 | ~spl0_189)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3096])).
% 13.33/2.51 thf(f3104,definition,(
% 13.33/2.51 spl0_246 <=> (c1 = ((g @ (s @ (s @ c5)) @ c5)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_246])],[avatar_definition])).
% 13.33/2.51 thf(f3106,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c5))) | ~spl0_246),
% 13.33/2.51 inference(avatar_component_clause,[],[f3104])).
% 13.33/2.51 thf(f3107,plain,(
% 13.33/2.51 spl0_246 | ~spl0_19 | ~spl0_189),
% 13.33/2.51 inference(avatar_split_clause,[],[f3102,f1418,f173,f3104])).
% 13.33/2.51 thf(f3111,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ c5))) | (c3 != c3) | ~spl0_245),
% 13.33/2.51 inference(superposition,[],[f27,f3075])).
% 13.33/2.51 thf(f3118,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ c5))) | ~spl0_245),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3111])).
% 13.33/2.51 thf(f3138,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ (s @ c3)))) | (c2 != c2) | ~spl0_77),
% 13.33/2.51 inference(superposition,[],[f24,f862])).
% 13.33/2.51 thf(f3140,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ (s @ c3)))) | ~spl0_77),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3138])).
% 13.33/2.51 thf(f3141,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c4))) | (~spl0_7 | ~spl0_77)),
% 13.33/2.51 inference(forward_demodulation,[],[f3140,f68])).
% 13.33/2.51 thf(f3143,definition,(
% 13.33/2.51 spl0_247 <=> (c4 = ((g @ c8 @ c4)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_247])],[avatar_definition])).
% 13.33/2.51 thf(f3145,plain,(
% 13.33/2.51 (c4 = ((g @ c8 @ c4))) | ~spl0_247),
% 13.33/2.51 inference(avatar_component_clause,[],[f3143])).
% 13.33/2.51 thf(f3146,plain,(
% 13.33/2.51 spl0_247 | ~spl0_7 | ~spl0_77),
% 13.33/2.51 inference(avatar_split_clause,[],[f3141,f860,f66,f3143])).
% 13.33/2.51 thf(f3151,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c1))) | (c3 = c4) | (c2 = c4) | (c1 = c4) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c5 = c4) | (~spl0_83 | ~spl0_217)),
% 13.33/2.51 inference(superposition,[],[f902,f1989])).
% 13.33/2.51 thf(f3163,plain,(
% 13.33/2.51 (c2 = c4) | (c1 = c4) | (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c5 = c4) | (c3 = ((g @ c2 @ c1))) | (spl0_23 | ~spl0_83 | ~spl0_217)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3151,f233])).
% 13.33/2.51 thf(f3180,plain,(
% 13.33/2.51 (c2 != c2) | (c4 = ((g @ c2 @ (s @ c1)))) | ~spl0_168),
% 13.33/2.51 inference(superposition,[],[f24,f1320])).
% 13.33/2.51 thf(f3182,plain,(
% 13.33/2.51 (c4 = ((g @ c2 @ (s @ c1)))) | ~spl0_168),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3180])).
% 13.33/2.51 thf(f3183,plain,(
% 13.33/2.51 (c4 = ((g @ c2 @ c2))) | (~spl0_5 | ~spl0_168)),
% 13.33/2.51 inference(forward_demodulation,[],[f3182,f58])).
% 13.33/2.51 thf(f3185,definition,(
% 13.33/2.51 spl0_248 <=> (c4 = ((g @ c2 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_248])],[avatar_definition])).
% 13.33/2.51 thf(f3187,plain,(
% 13.33/2.51 (c4 = ((g @ c2 @ c2))) | ~spl0_248),
% 13.33/2.51 inference(avatar_component_clause,[],[f3185])).
% 13.33/2.51 thf(f3188,plain,(
% 13.33/2.51 spl0_248 | ~spl0_5 | ~spl0_168),
% 13.33/2.51 inference(avatar_split_clause,[],[f3183,f1318,f56,f3185])).
% 13.33/2.51 thf(f3195,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c2 = c4) | (~spl0_8 | ~spl0_248)),
% 13.33/2.51 inference(superposition,[],[f262,f3187])).
% 13.33/2.51 thf(f3210,plain,(
% 13.33/2.51 (c2 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_22 | ~spl0_248)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3195,f228])).
% 13.33/2.51 thf(f3214,plain,(
% 13.33/2.51 spl0_145 | spl0_146 | spl0_143 | spl0_72 | ~spl0_8 | spl0_22 | ~spl0_248),
% 13.33/2.51 inference(avatar_split_clause,[],[f3210,f3185,f226,f71,f839,f1198,f1210,f1206])).
% 13.33/2.51 thf(f3225,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c2) @ c3))) | (c1 != c1) | ~spl0_146),
% 13.33/2.51 inference(superposition,[],[f28,f1212])).
% 13.33/2.51 thf(f3226,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c2) @ c3))) | ~spl0_146),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3225])).
% 13.33/2.51 thf(f3227,plain,(
% 13.33/2.51 (c3 = ((g @ c3 @ c3))) | (~spl0_8 | ~spl0_146)),
% 13.33/2.51 inference(forward_demodulation,[],[f3226,f73])).
% 13.33/2.51 thf(f3228,plain,(
% 13.33/2.51 (c1 = c3) | (~spl0_8 | ~spl0_114 | ~spl0_146)),
% 13.33/2.51 inference(forward_demodulation,[],[f3227,f1054])).
% 13.33/2.51 thf(f3229,plain,(
% 13.33/2.51 $false | (~spl0_8 | spl0_73 | ~spl0_114 | ~spl0_146)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3228,f846])).
% 13.33/2.51 thf(f3230,plain,(
% 13.33/2.51 ~spl0_8 | spl0_73 | ~spl0_114 | ~spl0_146),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3229])).
% 13.33/2.51 thf(f3236,plain,(
% 13.33/2.51 (c5 != c5) | (c8 = c2) | (c1 = c3) | ~spl0_145),
% 13.33/2.51 inference(superposition,[],[f10,f1208])).
% 13.33/2.51 thf(f3244,plain,(
% 13.33/2.51 (c8 = c2) | (c1 = c3) | ~spl0_145),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3236])).
% 13.33/2.51 thf(f3248,plain,(
% 13.33/2.51 (c1 = c3) | (spl0_56 | ~spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3244,f695])).
% 13.33/2.51 thf(f3253,plain,(
% 13.33/2.51 $false | (spl0_56 | spl0_73 | ~spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3248,f846])).
% 13.33/2.51 thf(f3254,plain,(
% 13.33/2.51 spl0_56 | spl0_73 | ~spl0_145),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3253])).
% 13.33/2.51 thf(f3258,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ c3))) | (c3 != c3) | (~spl0_5 | ~spl0_143)),
% 13.33/2.51 inference(superposition,[],[f154,f1200])).
% 13.33/2.51 thf(f3265,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ c3))) | (~spl0_5 | ~spl0_143)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3258])).
% 13.33/2.51 thf(f3266,plain,(
% 13.33/2.51 spl0_154 | ~spl0_5 | ~spl0_143),
% 13.33/2.51 inference(avatar_split_clause,[],[f3265,f1198,f56,f1252])).
% 13.33/2.51 thf(f3267,definition,(
% 13.33/2.51 (c4 != ((g @ c1 @ c3))) | (c1 != ((g @ c1 @ c3))) | (c1 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f3270,plain,(
% 13.33/2.51 spl0_111 | ~spl0_8 | ~spl0_146),
% 13.33/2.51 inference(avatar_split_clause,[],[f3227,f1210,f71,f1040])).
% 13.33/2.51 thf(f3287,definition,(
% 13.33/2.51 (c4 != ((g @ c3 @ c3))) | (c3 != ((g @ c3 @ c3))) | (c3 = c4)),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f3312,plain,(
% 13.33/2.51 (c5 = ((g @ c4 @ c1))) | (c2 != c2) | (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | spl0_174),
% 13.33/2.51 inference(superposition,[],[f1346,f210])).
% 13.33/2.51 thf(f3314,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c1))) | spl0_174),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3312])).
% 13.33/2.51 thf(f3315,plain,(
% 13.33/2.51 spl0_38 | spl0_107 | spl0_37 | spl0_174),
% 13.33/2.51 inference(avatar_split_clause,[],[f3314,f1345,f340,f1016,f344])).
% 13.33/2.51 thf(f3393,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c2 = c4) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | ~spl0_227)),
% 13.33/2.51 inference(superposition,[],[f924,f2468])).
% 13.33/2.51 thf(f3410,plain,(
% 13.33/2.51 spl0_114 | ~spl0_7 | ~spl0_118),
% 13.33/2.51 inference(avatar_split_clause,[],[f2480,f1070,f66,f1052])).
% 13.33/2.51 thf(f3417,plain,(
% 13.33/2.51 (c5 != c5) | (c1 = c3) | (c8 = c4) | ~spl0_116),
% 13.33/2.51 inference(superposition,[],[f10,f1064])).
% 13.33/2.51 thf(f3425,plain,(
% 13.33/2.51 (c8 = c4) | (c1 = c3) | ~spl0_116),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3417])).
% 13.33/2.51 thf(f3429,plain,(
% 13.33/2.51 (c1 = c3) | (spl0_16 | ~spl0_116)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3425,f132])).
% 13.33/2.51 thf(f3434,plain,(
% 13.33/2.51 $false | (spl0_16 | spl0_73 | ~spl0_116)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3429,f846])).
% 13.33/2.51 thf(f3435,plain,(
% 13.33/2.51 spl0_16 | spl0_73 | ~spl0_116),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3434])).
% 13.33/2.51 thf(f3445,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c4) @ c3))) | (c1 != c1) | ~spl0_115),
% 13.33/2.51 inference(superposition,[],[f28,f1060])).
% 13.33/2.51 thf(f3446,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c4) @ c3))) | ~spl0_115),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3445])).
% 13.33/2.51 thf(f3447,plain,(
% 13.33/2.51 (c3 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_115)),
% 13.33/2.51 inference(forward_demodulation,[],[f3446,f38])).
% 13.33/2.51 thf(f3448,plain,(
% 13.33/2.51 spl0_80 | ~spl0_1 | ~spl0_115),
% 13.33/2.51 inference(avatar_split_clause,[],[f3447,f1058,f36,f885])).
% 13.33/2.51 thf(f3452,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c1))) | (c3 != c3) | (~spl0_7 | ~spl0_107)),
% 13.33/2.51 inference(superposition,[],[f152,f1018])).
% 13.33/2.51 thf(f3457,plain,(
% 13.33/2.51 (c1 = ((g @ c3 @ c1))) | (~spl0_7 | ~spl0_107)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3452])).
% 13.33/2.51 thf(f3458,plain,(
% 13.33/2.51 spl0_35 | ~spl0_7 | ~spl0_107),
% 13.33/2.51 inference(avatar_split_clause,[],[f3457,f1016,f66,f331])).
% 13.33/2.51 thf(f3465,definition,(
% 13.33/2.51 spl0_250 <=> (c1 = ((g @ c1 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_250])],[avatar_definition])).
% 13.33/2.51 thf(f3467,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ (s @ c5)))) | ~spl0_250),
% 13.33/2.51 inference(avatar_component_clause,[],[f3465])).
% 13.33/2.51 thf(f3470,plain,(
% 13.33/2.51 (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((g @ c1 @ (s @ c5)))) | ~spl0_212),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2923,f16])).
% 13.33/2.51 thf(f3476,plain,(
% 13.33/2.51 (c2 = ((g @ c1 @ c5))) | (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ (s @ c5)))) | (spl0_166 | ~spl0_212)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3470,f1309])).
% 13.33/2.51 thf(f3484,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c1))) | (c3 != c3) | (~spl0_19 | ~spl0_33)),
% 13.33/2.51 inference(superposition,[],[f179,f323])).
% 13.33/2.51 thf(f3489,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_19 | ~spl0_33)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3484])).
% 13.33/2.51 thf(f3491,plain,(
% 13.33/2.51 spl0_43 | ~spl0_19 | ~spl0_33),
% 13.33/2.51 inference(avatar_split_clause,[],[f3489,f321,f173,f368])).
% 13.33/2.51 thf(f3499,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c4) @ c1))) | (c1 != c1) | ~spl0_37),
% 13.33/2.51 inference(superposition,[],[f28,f342])).
% 13.33/2.51 thf(f3500,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c4) @ c1))) | ~spl0_37),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3499])).
% 13.33/2.51 thf(f3501,plain,(
% 13.33/2.51 (c3 = ((g @ c5 @ c1))) | (~spl0_1 | ~spl0_37)),
% 13.33/2.51 inference(forward_demodulation,[],[f3500,f38])).
% 13.33/2.51 thf(f3502,plain,(
% 13.33/2.51 spl0_89 | ~spl0_1 | ~spl0_37),
% 13.33/2.51 inference(avatar_split_clause,[],[f3501,f340,f36,f931])).
% 13.33/2.51 thf(f3511,plain,(
% 13.33/2.51 (c1 = c4) | (c8 = c4) | (c5 != c5) | ~spl0_38),
% 13.33/2.51 inference(superposition,[],[f12,f346])).
% 13.33/2.51 thf(f3515,plain,(
% 13.33/2.51 (c8 = c4) | (c1 = c4) | ~spl0_38),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3511])).
% 13.33/2.51 thf(f3517,plain,(
% 13.33/2.51 (c1 = c4) | (spl0_16 | ~spl0_38)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3515,f132])).
% 13.33/2.51 thf(f3520,plain,(
% 13.33/2.51 $false | (spl0_16 | spl0_20 | ~spl0_38)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3517,f218])).
% 13.33/2.51 thf(f3521,plain,(
% 13.33/2.51 spl0_16 | spl0_20 | ~spl0_38),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3520])).
% 13.33/2.51 thf(f3548,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (c1 = c4) | (c5 = ((g @ c2 @ c1))) | (~spl0_5 | ~spl0_85)),
% 13.33/2.51 inference(superposition,[],[f912,f313])).
% 13.33/2.51 thf(f3551,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c1 = c2) | (c1 = ((g @ c2 @ c3))) | (~spl0_8 | ~spl0_85)),
% 13.33/2.51 inference(superposition,[],[f262,f912])).
% 13.33/2.51 thf(f3552,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (c1 = c4) | (~spl0_5 | ~spl0_85)),
% 13.33/2.51 inference(superposition,[],[f313,f912])).
% 13.33/2.51 thf(f3553,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c3))) | (c1 = c2) | (c3 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (~spl0_85 | ~spl0_87)),
% 13.33/2.51 inference(superposition,[],[f924,f912])).
% 13.33/2.51 thf(f3563,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (~spl0_5 | spl0_20 | ~spl0_85)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3552,f218])).
% 13.33/2.51 thf(f3564,plain,(
% 13.33/2.51 (c5 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c1 = c2) | (~spl0_8 | ~spl0_85 | spl0_143)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3551,f1199])).
% 13.33/2.51 thf(f3566,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (c1 = c2) | (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c5))) | (~spl0_85 | ~spl0_87 | spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3553,f1207])).
% 13.33/2.51 thf(f3567,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (~spl0_5 | spl0_20 | ~spl0_85)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3548,f218])).
% 13.33/2.51 thf(f3570,plain,(
% 13.33/2.51 spl0_44 | spl0_18 | spl0_36 | ~spl0_5 | spl0_20 | ~spl0_85),
% 13.33/2.51 inference(avatar_split_clause,[],[f3563,f910,f216,f56,f335,f161,f373])).
% 13.33/2.51 thf(f3571,plain,(
% 13.33/2.51 (c1 = c2) | (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (~spl0_8 | ~spl0_85 | spl0_143 | spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3564,f1207])).
% 13.33/2.51 thf(f3573,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c5))) | (c1 = c2) | (c2 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (~spl0_85 | ~spl0_87 | spl0_143 | spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3566,f1199])).
% 13.33/2.51 thf(f3574,plain,(
% 13.33/2.51 spl0_18 | spl0_44 | spl0_36 | ~spl0_5 | spl0_20 | ~spl0_85),
% 13.33/2.51 inference(avatar_split_clause,[],[f3567,f910,f216,f56,f335,f373,f161])).
% 13.33/2.51 thf(f3581,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_31 | ~spl0_85 | spl0_143 | spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3571,f310])).
% 13.33/2.51 thf(f3583,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c5))) | (spl0_31 | ~spl0_85 | ~spl0_87 | spl0_143 | spl0_145)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3573,f310])).
% 13.33/2.51 thf(f3585,plain,(
% 13.33/2.51 spl0_146 | spl0_72 | ~spl0_8 | spl0_31 | ~spl0_85 | spl0_143 | spl0_145),
% 13.33/2.51 inference(avatar_split_clause,[],[f3581,f1206,f1198,f910,f308,f71,f839,f1210])).
% 13.33/2.51 thf(f3587,plain,(
% 13.33/2.51 spl0_104 | spl0_105 | spl0_103 | spl0_102 | spl0_146 | spl0_31 | ~spl0_85 | ~spl0_87 | spl0_143 | spl0_145),
% 13.33/2.51 inference(avatar_split_clause,[],[f3583,f1206,f1198,f923,f910,f308,f1210,f990,f994,f1002,f998])).
% 13.33/2.51 thf(f3608,plain,(
% 13.33/2.51 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c1 = c2) | (~spl0_8 | ~spl0_90)),
% 13.33/2.51 inference(superposition,[],[f937,f262])).
% 13.33/2.51 thf(f3612,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = c2) | (c3 = ((g @ c4 @ c3))) | (~spl0_8 | ~spl0_90)),
% 13.33/2.51 inference(superposition,[],[f262,f937])).
% 13.33/2.51 thf(f3614,plain,(
% 13.33/2.51 (c1 = c2) | (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (~spl0_87 | ~spl0_90)),
% 13.33/2.51 inference(superposition,[],[f924,f937])).
% 13.33/2.51 thf(f3624,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_31 | ~spl0_90)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3608,f310])).
% 13.33/2.51 thf(f3626,plain,(
% 13.33/2.51 (c2 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_31 | ~spl0_90)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3612,f310])).
% 13.33/2.51 thf(f3627,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c5))) | (spl0_31 | ~spl0_87 | ~spl0_90)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3614,f310])).
% 13.33/2.51 thf(f3629,plain,(
% 13.33/2.51 spl0_115 | spl0_118 | spl0_70 | spl0_116 | ~spl0_8 | spl0_31 | ~spl0_90),
% 13.33/2.51 inference(avatar_split_clause,[],[f3624,f935,f308,f71,f1062,f830,f1070,f1058])).
% 13.33/2.51 thf(f3635,plain,(
% 13.33/2.51 spl0_70 | spl0_116 | spl0_115 | spl0_118 | ~spl0_8 | spl0_31 | ~spl0_90),
% 13.33/2.51 inference(avatar_split_clause,[],[f3626,f935,f308,f71,f1070,f1058,f1062,f830])).
% 13.33/2.51 thf(f3636,plain,(
% 13.33/2.51 spl0_115 | spl0_150 | spl0_148 | spl0_151 | spl0_118 | spl0_149 | spl0_116 | spl0_31 | ~spl0_87 | ~spl0_90),
% 13.33/2.51 inference(avatar_split_clause,[],[f3627,f935,f923,f308,f1062,f1227,f1070,f1235,f1223,f1231,f1058])).
% 13.33/2.51 thf(f3704,definition,(
% 13.33/2.51 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 != c3) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c5)))),
% 13.33/2.51 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.51 thf(f3730,plain,(
% 13.33/2.51 (c1 != c1) | (c3 = ((g @ (s @ c1) @ c2))) | ~spl0_106),
% 13.33/2.51 inference(superposition,[],[f28,f1009])).
% 13.33/2.51 thf(f3731,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c1) @ c2))) | ~spl0_106),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3730])).
% 13.33/2.51 thf(f3736,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c2))) | (~spl0_5 | ~spl0_106)),
% 13.33/2.51 inference(forward_demodulation,[],[f3731,f58])).
% 13.33/2.51 thf(f3742,definition,(
% 13.33/2.51 spl0_254 <=> (c3 = ((g @ c2 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_254])],[avatar_definition])).
% 13.33/2.51 thf(f3745,plain,(
% 13.33/2.51 spl0_254 | ~spl0_5 | ~spl0_106),
% 13.33/2.51 inference(avatar_split_clause,[],[f3736,f1007,f56,f3742])).
% 13.33/2.51 thf(f3763,plain,(
% 13.33/2.51 (c1 = c4) | (c3 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c2 = c4) | (spl0_10 | spl0_23 | ~spl0_83 | ~spl0_217)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3163,f85])).
% 13.33/2.51 thf(f3771,plain,(
% 13.33/2.51 (c3 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c2 = c4) | (spl0_10 | spl0_20 | spl0_23 | ~spl0_83 | ~spl0_217)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3763,f218])).
% 13.33/2.51 thf(f3778,plain,(
% 13.33/2.51 (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_83 | ~spl0_217)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3771,f228])).
% 13.33/2.51 thf(f3787,plain,(
% 13.33/2.51 (c3 != c3) | (c1 = ((g @ c1 @ c1))) | (~spl0_5 | ~spl0_18)),
% 13.33/2.51 inference(superposition,[],[f154,f163])).
% 13.33/2.51 thf(f3792,plain,(
% 13.33/2.51 (c1 = ((g @ c1 @ c1))) | (~spl0_5 | ~spl0_18)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3787])).
% 13.33/2.51 thf(f3794,definition,(
% 13.33/2.51 spl0_255 <=> (c1 = ((g @ c1 @ c1)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_255])],[avatar_definition])).
% 13.33/2.51 thf(f3797,plain,(
% 13.33/2.51 spl0_255 | ~spl0_5 | ~spl0_18),
% 13.33/2.51 inference(avatar_split_clause,[],[f3792,f161,f56,f3794])).
% 13.33/2.51 thf(f3808,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c2) @ c1))) | (c1 != c1) | ~spl0_36),
% 13.33/2.51 inference(superposition,[],[f28,f337])).
% 13.33/2.51 thf(f3809,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c2) @ c1))) | ~spl0_36),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3808])).
% 13.33/2.51 thf(f3810,plain,(
% 13.33/2.51 (c3 = ((g @ c3 @ c1))) | (~spl0_8 | ~spl0_36)),
% 13.33/2.51 inference(forward_demodulation,[],[f3809,f73])).
% 13.33/2.51 thf(f3811,plain,(
% 13.33/2.51 spl0_84 | ~spl0_8 | ~spl0_36),
% 13.33/2.51 inference(avatar_split_clause,[],[f3810,f335,f71,f906])).
% 13.33/2.51 thf(f3820,plain,(
% 13.33/2.51 (c5 != c5) | (c8 = c1) | (c1 = c2) | ~spl0_44),
% 13.33/2.51 inference(superposition,[],[f11,f375])).
% 13.33/2.51 thf(f3825,plain,(
% 13.33/2.51 (c8 = c1) | (c1 = c2) | ~spl0_44),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3820])).
% 13.33/2.51 thf(f3827,plain,(
% 13.33/2.51 (c1 = c2) | (~spl0_44 | spl0_197)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3825,f1484])).
% 13.33/2.51 thf(f3830,plain,(
% 13.33/2.51 $false | (spl0_31 | ~spl0_44 | spl0_197)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f3827,f310])).
% 13.33/2.51 thf(f3831,plain,(
% 13.33/2.51 spl0_31 | ~spl0_44 | spl0_197),
% 13.33/2.51 inference(avatar_contradiction_clause,[],[f3830])).
% 13.33/2.51 thf(f3878,plain,(
% 13.33/2.51 (c1 != c1) | (c3 = ((g @ (s @ c3) @ c2))) | ~spl0_108),
% 13.33/2.51 inference(superposition,[],[f28,f1022])).
% 13.33/2.51 thf(f3879,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c3) @ c2))) | ~spl0_108),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3878])).
% 13.33/2.51 thf(f3884,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c2))) | (~spl0_7 | ~spl0_108)),
% 13.33/2.51 inference(forward_demodulation,[],[f3879,f68])).
% 13.33/2.51 thf(f3890,definition,(
% 13.33/2.51 spl0_256 <=> (c3 = ((g @ c4 @ c2)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_256])],[avatar_definition])).
% 13.33/2.51 thf(f3893,plain,(
% 13.33/2.51 spl0_256 | ~spl0_7 | ~spl0_108),
% 13.33/2.51 inference(avatar_split_clause,[],[f3884,f1020,f66,f3890])).
% 13.33/2.51 thf(f3915,plain,(
% 13.33/2.51 (c1 != c1) | (c3 = ((g @ (s @ c3) @ c8))) | ~spl0_122),
% 13.33/2.51 inference(superposition,[],[f28,f1092])).
% 13.33/2.51 thf(f3916,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c3) @ c8))) | ~spl0_122),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3915])).
% 13.33/2.51 thf(f3917,plain,(
% 13.33/2.51 (c3 = ((g @ c4 @ c8))) | (~spl0_7 | ~spl0_122)),
% 13.33/2.51 inference(forward_demodulation,[],[f3916,f68])).
% 13.33/2.51 thf(f3918,plain,(
% 13.33/2.51 spl0_134 | ~spl0_7 | ~spl0_122),
% 13.33/2.51 inference(avatar_split_clause,[],[f3917,f1090,f66,f1157])).
% 13.33/2.51 thf(f3926,plain,(
% 13.33/2.51 (c4 = ((g @ c5 @ (s @ c5)))) | (c2 != c2) | ~spl0_126),
% 13.33/2.51 inference(superposition,[],[f24,f1120])).
% 13.33/2.51 thf(f3928,plain,(
% 13.33/2.51 (c4 = ((g @ c5 @ (s @ c5)))) | ~spl0_126),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3926])).
% 13.33/2.51 thf(f3930,definition,(
% 13.33/2.51 spl0_257 <=> (c4 = ((g @ c5 @ (s @ c5))))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_257])],[avatar_definition])).
% 13.33/2.51 thf(f3933,plain,(
% 13.33/2.51 spl0_257 | ~spl0_126),
% 13.33/2.51 inference(avatar_split_clause,[],[f3928,f1118,f3930])).
% 13.33/2.51 thf(f3956,plain,(
% 13.33/2.51 (c1 != c1) | (c3 = ((g @ (s @ c5) @ c8))) | ~spl0_141),
% 13.33/2.51 inference(superposition,[],[f28,f1191])).
% 13.33/2.51 thf(f3957,plain,(
% 13.33/2.51 (c3 = ((g @ (s @ c5) @ c8))) | ~spl0_141),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3956])).
% 13.33/2.51 thf(f3959,definition,(
% 13.33/2.51 spl0_258 <=> (c3 = ((g @ (s @ c5) @ c8)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_258])],[avatar_definition])).
% 13.33/2.51 thf(f3962,plain,(
% 13.33/2.51 spl0_258 | ~spl0_141),
% 13.33/2.51 inference(avatar_split_clause,[],[f3957,f1189,f3959])).
% 13.33/2.51 thf(f3964,plain,(
% 13.33/2.51 (c1 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_1 | spl0_126 | ~spl0_212)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f2918,f1119])).
% 13.33/2.51 thf(f3974,plain,(
% 13.33/2.51 (c3 != c3) | (c1 = ((g @ c4 @ c8))) | (~spl0_1 | ~spl0_142)),
% 13.33/2.51 inference(superposition,[],[f151,f1195])).
% 13.33/2.51 thf(f3979,plain,(
% 13.33/2.51 (c1 = ((g @ c4 @ c8))) | (~spl0_1 | ~spl0_142)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3974])).
% 13.33/2.51 thf(f3980,plain,(
% 13.33/2.51 spl0_137 | ~spl0_1 | ~spl0_142),
% 13.33/2.51 inference(avatar_split_clause,[],[f3979,f1193,f36,f1169])).
% 13.33/2.51 thf(f3999,plain,(
% 13.33/2.51 (c3 != c3) | (c1 = ((g @ c2 @ c8))) | (~spl0_8 | ~spl0_123)),
% 13.33/2.51 inference(superposition,[],[f153,f1096])).
% 13.33/2.51 thf(f4004,plain,(
% 13.33/2.51 (c1 = ((g @ c2 @ c8))) | (~spl0_8 | ~spl0_123)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f3999])).
% 13.33/2.51 thf(f4031,plain,(
% 13.33/2.51 (c5 != c5) | (c8 = c3) | (c8 = c1) | ~spl0_184),
% 13.33/2.51 inference(superposition,[],[f11,f1396])).
% 13.33/2.51 thf(f4035,plain,(
% 13.33/2.51 (c8 = c3) | (c8 = c1) | ~spl0_184),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f4031])).
% 13.33/2.51 thf(f4037,plain,(
% 13.33/2.51 (c8 = c3) | (~spl0_184 | spl0_197)),
% 13.33/2.51 inference(forward_subsumption_resolution,[],[f4035,f1484])).
% 13.33/2.51 thf(f4039,plain,(
% 13.33/2.51 spl0_223 | ~spl0_184 | spl0_197),
% 13.33/2.51 inference(avatar_split_clause,[],[f4037,f1483,f1394,f2210])).
% 13.33/2.51 thf(f4047,plain,(
% 13.33/2.51 (c3 != c3) | (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_19 | ~spl0_185)),
% 13.33/2.51 inference(superposition,[],[f179,f1400])).
% 13.33/2.51 thf(f4053,plain,(
% 13.33/2.51 (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_19 | ~spl0_185)),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f4047])).
% 13.33/2.51 thf(f4055,definition,(
% 13.33/2.51 spl0_259 <=> (c1 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.51 introduced(definition,[new_symbols(definition,[spl0_259])],[avatar_definition])).
% 13.33/2.51 thf(f4058,plain,(
% 13.33/2.51 spl0_259 | ~spl0_19 | ~spl0_185),
% 13.33/2.51 inference(avatar_split_clause,[],[f4053,f1398,f173,f4055])).
% 13.33/2.51 thf(f4080,plain,(
% 13.33/2.51 (c1 = ((g @ c8 @ c1))) | (c2 != c2) | (c5 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | spl0_194),
% 13.33/2.51 inference(superposition,[],[f1442,f210])).
% 13.33/2.51 thf(f4082,plain,(
% 13.33/2.51 (c1 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (c5 = ((g @ c8 @ c1))) | spl0_194),
% 13.33/2.51 inference(trivial_inequality_removal,[],[f4080])).
% 13.33/2.51 thf(f4083,plain,(
% 13.33/2.51 (c5 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | spl0_194),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4082,f15])).
% 13.33/2.52 thf(f4084,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c1))) | (spl0_32 | spl0_194)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4083,f318])).
% 13.33/2.52 thf(f4088,plain,(
% 13.33/2.52 spl0_33 | spl0_32 | spl0_194),
% 13.33/2.52 inference(avatar_split_clause,[],[f4084,f1441,f317,f321])).
% 13.33/2.52 thf(f4113,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c2))) | (c3 != c3) | (c4 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c1))) | (~spl0_57 | spl0_201)),
% 13.33/2.52 inference(superposition,[],[f1552,f701])).
% 13.33/2.52 thf(f4119,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c2))) | (c4 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c1))) | (~spl0_57 | spl0_201)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f4113])).
% 13.33/2.52 thf(f4124,plain,(
% 13.33/2.52 (c1 = c2) | (c3 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (~spl0_19 | ~spl0_92)),
% 13.33/2.52 inference(superposition,[],[f946,f274])).
% 13.33/2.52 thf(f4128,plain,(
% 13.33/2.52 (c1 = c2) | (c3 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (~spl0_19 | ~spl0_92)),
% 13.33/2.52 inference(superposition,[],[f274,f946])).
% 13.33/2.52 thf(f4137,plain,(
% 13.33/2.52 (c3 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (~spl0_19 | spl0_31 | ~spl0_92)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4124,f310])).
% 13.33/2.52 thf(f4140,plain,(
% 13.33/2.52 (c1 = ((g @ c1 @ c8))) | (c3 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (~spl0_19 | spl0_31 | ~spl0_92)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4128,f310])).
% 13.33/2.52 thf(f4142,plain,(
% 13.33/2.52 (c1 = ((g @ c1 @ c8))) | (c5 = ((g @ c1 @ c8))) | (~spl0_19 | spl0_31 | ~spl0_92)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4137,f16])).
% 13.33/2.52 thf(f4149,plain,(
% 13.33/2.52 (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (~spl0_19 | spl0_31 | ~spl0_92)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4140,f16])).
% 13.33/2.52 thf(f4151,plain,(
% 13.33/2.52 spl0_167 | spl0_166 | ~spl0_19 | spl0_31 | ~spl0_92),
% 13.33/2.52 inference(avatar_split_clause,[],[f4142,f944,f308,f173,f1308,f1313])).
% 13.33/2.52 thf(f4153,plain,(
% 13.33/2.52 spl0_166 | spl0_167 | ~spl0_19 | spl0_31 | ~spl0_92),
% 13.33/2.52 inference(avatar_split_clause,[],[f4149,f944,f308,f173,f1313,f1308])).
% 13.33/2.52 thf(f4156,definition,(
% 13.33/2.52 spl0_261 <=> (c5 = ((g @ c1 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_261])],[avatar_definition])).
% 13.33/2.52 thf(f4158,plain,(
% 13.33/2.52 (c5 = ((g @ c1 @ (s @ c5)))) | ~spl0_261),
% 13.33/2.52 inference(avatar_component_clause,[],[f4156])).
% 13.33/2.52 thf(f4174,definition,(
% 13.33/2.52 (c3 != ((s @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c2 != ((g @ c1 @ c5))) | (c4 != ((g @ c1 @ c5))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4179,definition,(
% 13.33/2.52 (c2 != ((g @ c1 @ c5))) | (c4 != ((g @ c1 @ c5))) | (c2 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4193,definition,(
% 13.33/2.52 (c2 != ((g @ c1 @ c5))) | (c4 != ((g @ c1 @ c5))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c8 = ((s @ c5)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4195,definition,(
% 13.33/2.52 (c1 != ((g @ c4 @ c4))) | (c5 != ((g @ c8 @ c8))) | (c3 != ((s @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c2 != ((g @ c1 @ c5))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c4 != ((g @ c1 @ c5))) | (c5 != ((g @ c1 @ c1))) | (c8 = c5)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4196,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c2 != ((g @ c1 @ c5))) | (c4 != ((g @ c1 @ c5))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c4 @ c4)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4225,definition,(
% 13.33/2.52 (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != c2) | (c5 != ((g @ c8 @ c8))) | (c5 = ((g @ c1 @ c5)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4280,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c2 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4282,definition,(
% 13.33/2.52 (c3 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4283,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((g @ c5 @ c3))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c5 @ c3))) | (c4 = ((g @ c5 @ c3)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4285,definition,(
% 13.33/2.52 (c3 != ((g @ c3 @ c1))) | (c1 != ((g @ c3 @ c1))) | (c1 = c3)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4288,definition,(
% 13.33/2.52 (c3 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 = c3)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4292,definition,(
% 13.33/2.52 (c4 != ((g @ c1 @ c5))) | (c1 != ((g @ c1 @ c5))) | (c1 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4306,definition,(
% 13.33/2.52 (c2 != ((g @ c3 @ c1))) | (c1 != ((g @ c3 @ c1))) | (c1 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4328,definition,(
% 13.33/2.52 (c2 != ((g @ c4 @ c1))) | (c1 != ((g @ c4 @ c1))) | (c1 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4363,definition,(
% 13.33/2.52 (c2 != ((g @ c1 @ c3))) | (c4 != ((g @ c1 @ c3))) | (c2 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4364,definition,(
% 13.33/2.52 (c3 != ((s @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((g @ c1 @ c3))) | (c4 != ((s @ c3))) | (c4 != ((g @ c1 @ c3))) | (c8 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4370,definition,(
% 13.33/2.52 (c4 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c2 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4493,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c2) @ (s @ (s @ c5))))) | (c1 != c1) | ~spl0_120),
% 13.33/2.52 inference(superposition,[],[f28,f1084])).
% 13.33/2.52 thf(f4494,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c2) @ (s @ (s @ c5))))) | ~spl0_120),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f4493])).
% 13.33/2.52 thf(f4496,plain,(
% 13.33/2.52 (c3 = ((g @ c3 @ (s @ (s @ c5))))) | (~spl0_8 | ~spl0_120)),
% 13.33/2.52 inference(forward_demodulation,[],[f4494,f73])).
% 13.33/2.52 thf(f4499,definition,(
% 13.33/2.52 spl0_262 <=> (c3 = ((g @ c2 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_262])],[avatar_definition])).
% 13.33/2.52 thf(f4501,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ (s @ c5)))) | ~spl0_262),
% 13.33/2.52 inference(avatar_component_clause,[],[f4499])).
% 13.33/2.52 thf(f4503,definition,(
% 13.33/2.52 spl0_263 <=> (c5 = ((g @ c2 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_263])],[avatar_definition])).
% 13.33/2.52 thf(f4505,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ (s @ c5)))) | ~spl0_263),
% 13.33/2.52 inference(avatar_component_clause,[],[f4503])).
% 13.33/2.52 thf(f4508,definition,(
% 13.33/2.52 spl0_264 <=> (c3 = ((g @ c3 @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_264])],[avatar_definition])).
% 13.33/2.52 thf(f4510,plain,(
% 13.33/2.52 (c3 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_264),
% 13.33/2.52 inference(avatar_component_clause,[],[f4508])).
% 13.33/2.52 thf(f4511,plain,(
% 13.33/2.52 spl0_264 | ~spl0_8 | ~spl0_120),
% 13.33/2.52 inference(avatar_split_clause,[],[f4496,f1082,f71,f4508])).
% 13.33/2.52 thf(f4516,definition,(
% 13.33/2.52 (c4 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (c1 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4517,plain,(
% 13.33/2.52 spl0_91 | ~spl0_8 | ~spl0_123),
% 13.33/2.52 inference(avatar_split_clause,[],[f4004,f1094,f71,f940])).
% 13.33/2.52 thf(f4528,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c1))) | (c2 != ((g @ c3 @ c1))) | (c2 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4530,definition,(
% 13.33/2.52 (c3 != ((g @ c3 @ c1))) | (c2 != ((g @ c3 @ c1))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4553,definition,(
% 13.33/2.52 (c2 != ((g @ c8 @ c1))) | (c3 != ((g @ c8 @ c1))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4554,definition,(
% 13.33/2.52 (c4 != ((g @ c5 @ c3))) | (c3 != ((g @ c5 @ c3))) | (c3 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4555,definition,(
% 13.33/2.52 (c4 != ((g @ c5 @ c3))) | (c1 != ((g @ c5 @ c3))) | (c1 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4569,plain,(
% 13.33/2.52 spl0_127 | ~spl0_245),
% 13.33/2.52 inference(avatar_split_clause,[],[f3118,f3073,f1122])).
% 13.33/2.52 thf(f4622,plain,(
% 13.33/2.52 spl0_97 | ~spl0_7 | ~spl0_151),
% 13.33/2.52 inference(avatar_split_clause,[],[f2338,f1235,f66,f966])).
% 13.33/2.52 thf(f4630,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c1))) | (c4 = ((g @ c8 @ c3))) | (~spl0_57 | spl0_201)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4119,f15])).
% 13.33/2.52 thf(f4686,plain,(
% 13.33/2.52 spl0_194 | spl0_202 | ~spl0_57 | spl0_201),
% 13.33/2.52 inference(avatar_split_clause,[],[f4630,f1551,f700,f1557,f1441])).
% 13.33/2.52 thf(f4864,plain,(
% 13.33/2.52 (c5 != c5) | (c8 = c3) | (c1 = c3) | ~spl0_153),
% 13.33/2.52 inference(superposition,[],[f9,f1250])).
% 13.33/2.52 thf(f4869,plain,(
% 13.33/2.52 (c1 = c3) | (c8 = c3) | ~spl0_153),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f4864])).
% 13.33/2.52 thf(f4871,plain,(
% 13.33/2.52 (c8 = c3) | (spl0_73 | ~spl0_153)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4869,f846])).
% 13.33/2.52 thf(f4874,plain,(
% 13.33/2.52 spl0_223 | spl0_73 | ~spl0_153),
% 13.33/2.52 inference(avatar_split_clause,[],[f4871,f1248,f844,f2210])).
% 13.33/2.52 thf(f4898,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c2 != c2) | spl0_168),
% 13.33/2.52 inference(superposition,[],[f1319,f210])).
% 13.33/2.52 thf(f4900,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | spl0_168),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f4898])).
% 13.33/2.52 thf(f4901,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (spl0_18 | spl0_168)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4900,f162])).
% 13.33/2.52 thf(f4902,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c1))) | (spl0_18 | spl0_36 | spl0_168)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4901,f336])).
% 13.33/2.52 thf(f4903,plain,(
% 13.33/2.52 $false | (spl0_18 | spl0_36 | spl0_44 | spl0_168)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f4902,f374])).
% 13.33/2.52 thf(f4904,plain,(
% 13.33/2.52 spl0_18 | spl0_36 | spl0_44 | spl0_168),
% 13.33/2.52 inference(avatar_contradiction_clause,[],[f4903])).
% 13.33/2.52 thf(f4907,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c2))) | (c4 != ((g @ c2 @ c2))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4909,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c2))) | (c4 != ((g @ c2 @ c2))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c8 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f4910,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ c2))) | (c4 != ((g @ c2 @ c2))) | (c3 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f5054,plain,(
% 13.33/2.52 (c5 = c1) | (c8 = c2) | (c5 != c5) | ~spl0_105),
% 13.33/2.52 inference(superposition,[],[f10,f1004])).
% 13.33/2.52 thf(f5060,plain,(
% 13.33/2.52 (c8 = c2) | (c5 = c1) | ~spl0_105),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f5054])).
% 13.33/2.52 thf(f5064,plain,(
% 13.33/2.52 (c5 = c1) | (spl0_56 | ~spl0_105)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5060,f695])).
% 13.33/2.52 thf(f5069,plain,(
% 13.33/2.52 $false | (spl0_12 | spl0_56 | ~spl0_105)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5064,f97])).
% 13.33/2.52 thf(f5070,plain,(
% 13.33/2.52 spl0_12 | spl0_56 | ~spl0_105),
% 13.33/2.52 inference(avatar_contradiction_clause,[],[f5069])).
% 13.33/2.52 thf(f5109,plain,(
% 13.33/2.52 (c1 = ((g @ c1 @ c5))) | (c3 != c3) | (~spl0_5 | ~spl0_104)),
% 13.33/2.52 inference(superposition,[],[f154,f1000])).
% 13.33/2.52 thf(f5116,plain,(
% 13.33/2.52 (c1 = ((g @ c1 @ c5))) | (~spl0_5 | ~spl0_104)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f5109])).
% 13.33/2.52 thf(f5117,plain,(
% 13.33/2.52 spl0_158 | ~spl0_5 | ~spl0_104),
% 13.33/2.52 inference(avatar_split_clause,[],[f5116,f998,f56,f1270])).
% 13.33/2.52 thf(f5295,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c2 = c4) | (c5 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (~spl0_87 | ~spl0_203)),
% 13.33/2.52 inference(superposition,[],[f1718,f924])).
% 13.33/2.52 thf(f5396,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c3))) | (c2 = c4) | (c1 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (~spl0_8 | ~spl0_248)),
% 13.33/2.52 inference(superposition,[],[f3187,f262])).
% 13.33/2.52 thf(f5403,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c5))) | (c3 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c5))) | (c2 = c4) | (~spl0_87 | ~spl0_248)),
% 13.33/2.52 inference(superposition,[],[f924,f3187])).
% 13.33/2.52 thf(f5413,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c2 = c4) | (~spl0_8 | spl0_143 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5396,f1199])).
% 13.33/2.52 thf(f5525,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ (s @ c3)))) | (c2 != c2) | ~spl0_72),
% 13.33/2.52 inference(superposition,[],[f24,f841])).
% 13.33/2.52 thf(f5527,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ (s @ c3)))) | ~spl0_72),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f5525])).
% 13.33/2.52 thf(f5528,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ c4))) | (~spl0_7 | ~spl0_72)),
% 13.33/2.52 inference(forward_demodulation,[],[f5527,f68])).
% 13.33/2.52 thf(f5530,definition,(
% 13.33/2.52 spl0_265 <=> (c4 = ((g @ c2 @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_265])],[avatar_definition])).
% 13.33/2.52 thf(f5533,plain,(
% 13.33/2.52 spl0_265 | ~spl0_7 | ~spl0_72),
% 13.33/2.52 inference(avatar_split_clause,[],[f5528,f839,f66,f5530])).
% 13.33/2.52 thf(f5539,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ c4))) | (c4 != ((g @ c2 @ c4))) | (c3 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f5555,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (c2 = c4) | (c3 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c3))) | (~spl0_87 | spl0_103 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5403,f995])).
% 13.33/2.52 thf(f5576,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c2 = c4) | (~spl0_8 | spl0_143 | spl0_145 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5413,f1207])).
% 13.33/2.52 thf(f5586,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c5))) | (c3 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c3))) | (c2 = c4) | (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (~spl0_87 | spl0_103 | spl0_143 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5555,f1199])).
% 13.33/2.52 thf(f5607,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_22 | spl0_143 | spl0_145 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5576,f228])).
% 13.33/2.52 thf(f5616,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c5))) | (c3 = ((g @ c2 @ c5))) | (c2 = c4) | (~spl0_87 | spl0_103 | spl0_143 | spl0_145 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5586,f1207])).
% 13.33/2.52 thf(f5633,plain,(
% 13.33/2.52 spl0_72 | spl0_146 | ~spl0_8 | spl0_22 | spl0_143 | spl0_145 | ~spl0_248),
% 13.33/2.52 inference(avatar_split_clause,[],[f5607,f3185,f1206,f1198,f226,f71,f1210,f839])).
% 13.33/2.52 thf(f5640,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c5))) | (spl0_22 | ~spl0_87 | spl0_103 | spl0_143 | spl0_145 | ~spl0_248)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5616,f228])).
% 13.33/2.52 thf(f5657,plain,(
% 13.33/2.52 spl0_104 | spl0_146 | spl0_105 | spl0_102 | spl0_22 | ~spl0_87 | spl0_103 | spl0_143 | spl0_145 | ~spl0_248),
% 13.33/2.52 inference(avatar_split_clause,[],[f5640,f3185,f1206,f1198,f994,f923,f226,f990,f1002,f1210,f998])).
% 13.33/2.52 thf(f5730,plain,(
% 13.33/2.52 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c3)))) | ~spl0_70),
% 13.33/2.52 inference(superposition,[],[f24,f832])).
% 13.33/2.52 thf(f5732,plain,(
% 13.33/2.52 (c4 = ((g @ c4 @ (s @ c3)))) | ~spl0_70),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f5730])).
% 13.33/2.52 thf(f5733,plain,(
% 13.33/2.52 (c4 = ((g @ c4 @ c4))) | (~spl0_7 | ~spl0_70)),
% 13.33/2.52 inference(forward_demodulation,[],[f5732,f68])).
% 13.33/2.52 thf(f5735,definition,(
% 13.33/2.52 spl0_266 <=> (c4 = ((g @ c4 @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_266])],[avatar_definition])).
% 13.33/2.52 thf(f5736,plain,(
% 13.33/2.52 (c4 != ((g @ c4 @ c4))) | spl0_266),
% 13.33/2.52 inference(avatar_component_clause,[],[f5735])).
% 13.33/2.52 thf(f5738,plain,(
% 13.33/2.52 spl0_266 | ~spl0_7 | ~spl0_70),
% 13.33/2.52 inference(avatar_split_clause,[],[f5733,f830,f66,f5735])).
% 13.33/2.52 thf(f5743,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c4))) | (c4 != ((g @ c4 @ c4))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c8 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f5744,definition,(
% 13.33/2.52 (c3 != ((g @ c4 @ c4))) | (c4 != ((g @ c4 @ c4))) | (c3 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f6037,definition,(
% 13.33/2.52 spl0_273 <=> (c3 = ((g @ c3 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_273])],[avatar_definition])).
% 13.33/2.52 thf(f6038,plain,(
% 13.33/2.52 (c3 != ((g @ c3 @ (s @ c5)))) | spl0_273),
% 13.33/2.52 inference(avatar_component_clause,[],[f6037])).
% 13.33/2.52 thf(f6039,plain,(
% 13.33/2.52 (c3 = ((g @ c3 @ (s @ c5)))) | ~spl0_273),
% 13.33/2.52 inference(avatar_component_clause,[],[f6037])).
% 13.33/2.52 thf(f6041,definition,(
% 13.33/2.52 spl0_274 <=> (c5 = ((g @ c3 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_274])],[avatar_definition])).
% 13.33/2.52 thf(f6043,plain,(
% 13.33/2.52 (c5 = ((g @ c3 @ (s @ c5)))) | ~spl0_274),
% 13.33/2.52 inference(avatar_component_clause,[],[f6041])).
% 13.33/2.52 thf(f6064,definition,(
% 13.33/2.52 spl0_275 <=> (c3 = ((g @ c4 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_275])],[avatar_definition])).
% 13.33/2.52 thf(f6073,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ c8))) | (c5 = c1) | (c8 = c5) | (c3 = c2) | (c3 = ((g @ c5 @ c8))) | (c2 = ((g @ c5 @ c5))) | (c1 = ((g @ c5 @ (s @ c5)))) | (~spl0_109 | ~spl0_236)),
% 13.33/2.52 inference(superposition,[],[f2718,f1890])).
% 13.33/2.52 thf(f6087,plain,(
% 13.33/2.52 (c4 = ((g @ c5 @ (s @ (s @ c5))))) | (c2 != c2) | ~spl0_236),
% 13.33/2.52 inference(superposition,[],[f24,f2718])).
% 13.33/2.52 thf(f6089,plain,(
% 13.33/2.52 (c4 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_236),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6087])).
% 13.33/2.52 thf(f6091,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ (s @ c5)))) | (c3 = c2) | (c8 = c5) | (c2 = ((g @ c5 @ c5))) | (c1 = ((g @ c5 @ c8))) | (c5 = c1) | (~spl0_109 | spl0_142 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6073,f1194])).
% 13.33/2.52 thf(f6095,definition,(
% 13.33/2.52 spl0_277 <=> (c4 = ((g @ c5 @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_277])],[avatar_definition])).
% 13.33/2.52 thf(f6098,plain,(
% 13.33/2.52 spl0_277 | ~spl0_236),
% 13.33/2.52 inference(avatar_split_clause,[],[f6089,f2716,f6095])).
% 13.33/2.52 thf(f6103,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ c5))) | (c1 = ((g @ c5 @ c8))) | (c5 = c1) | (c8 = c5) | (c1 = ((g @ c5 @ (s @ c5)))) | (spl0_30 | ~spl0_109 | spl0_142 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6091,f301])).
% 13.33/2.52 thf(f6110,plain,(
% 13.33/2.52 (c5 = c1) | (c1 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c8 = c5) | (spl0_30 | ~spl0_109 | spl0_126 | spl0_142 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6103,f1119])).
% 13.33/2.52 thf(f6117,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c5 @ c8))) | (c8 = c5) | (spl0_12 | spl0_30 | ~spl0_109 | spl0_126 | spl0_142 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6110,f97])).
% 13.33/2.52 thf(f6124,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ (s @ c5)))) | (c8 = c5) | (spl0_12 | spl0_30 | ~spl0_109 | spl0_126 | spl0_141 | spl0_142 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6117,f1190])).
% 13.33/2.52 thf(f6131,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ (s @ c5)))) | (spl0_12 | spl0_30 | ~spl0_109 | spl0_126 | spl0_141 | spl0_142 | spl0_220 | ~spl0_236)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6124,f2073])).
% 13.33/2.52 thf(f6136,plain,(
% 13.33/2.52 spl0_244 | spl0_12 | spl0_30 | ~spl0_109 | spl0_126 | spl0_141 | spl0_142 | spl0_220 | ~spl0_236),
% 13.33/2.52 inference(avatar_split_clause,[],[f6131,f2716,f2072,f1193,f1189,f1118,f1025,f299,f95,f2808])).
% 13.33/2.52 thf(f6142,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | (c4 != c4) | (~spl0_19 | ~spl0_235)),
% 13.33/2.52 inference(superposition,[],[f180,f2714])).
% 13.33/2.52 thf(f6149,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | (~spl0_19 | ~spl0_235)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6142])).
% 13.33/2.52 thf(f6151,definition,(
% 13.33/2.52 spl0_278 <=> (c2 = ((g @ c5 @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_278])],[avatar_definition])).
% 13.33/2.52 thf(f6153,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_278),
% 13.33/2.52 inference(avatar_component_clause,[],[f6151])).
% 13.33/2.52 thf(f6154,plain,(
% 13.33/2.52 spl0_278 | ~spl0_19 | ~spl0_235),
% 13.33/2.52 inference(avatar_split_clause,[],[f6149,f2712,f173,f6151])).
% 13.33/2.52 thf(f6159,plain,(
% 13.33/2.52 (c2 != c2) | (c2 = ((g @ c5 @ c5))) | (c5 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | spl0_236),
% 13.33/2.52 inference(superposition,[],[f2717,f209])).
% 13.33/2.52 thf(f6161,plain,(
% 13.33/2.52 (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c5 = ((g @ c5 @ (s @ c5)))) | spl0_236),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6159])).
% 13.33/2.52 thf(f6164,definition,(
% 13.33/2.52 spl0_279 <=> (c3 = ((g @ c5 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_279])],[avatar_definition])).
% 13.33/2.52 thf(f6166,plain,(
% 13.33/2.52 (c3 = ((g @ c5 @ (s @ c5)))) | ~spl0_279),
% 13.33/2.52 inference(avatar_component_clause,[],[f6164])).
% 13.33/2.52 thf(f6168,definition,(
% 13.33/2.52 spl0_280 <=> (c5 = ((g @ c5 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_280])],[avatar_definition])).
% 13.33/2.52 thf(f6170,plain,(
% 13.33/2.52 (c5 = ((g @ c5 @ (s @ c5)))) | ~spl0_280),
% 13.33/2.52 inference(avatar_component_clause,[],[f6168])).
% 13.33/2.52 thf(f6179,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c5))) | (c1 = c4) | (c3 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | ~spl0_242)),
% 13.33/2.52 inference(superposition,[],[f576,f2801])).
% 13.33/2.52 thf(f6191,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c1 = c4) | (c3 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_105 | ~spl0_242)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6179,f1003])).
% 13.33/2.52 thf(f6194,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (~spl0_1 | spl0_20 | spl0_105 | ~spl0_242)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6191,f218])).
% 13.33/2.52 thf(f6196,plain,(
% 13.33/2.52 (c2 = ((g @ c2 @ c4))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_20 | spl0_104 | spl0_105 | ~spl0_242)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6194,f999])).
% 13.33/2.52 thf(f6198,definition,(
% 13.33/2.52 spl0_281 <=> (c2 = ((g @ c2 @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_281])],[avatar_definition])).
% 13.33/2.52 thf(f6200,plain,(
% 13.33/2.52 (c2 = ((g @ c2 @ c4))) | ~spl0_281),
% 13.33/2.52 inference(avatar_component_clause,[],[f6198])).
% 13.33/2.52 thf(f6202,plain,(
% 13.33/2.52 spl0_102 | spl0_281 | ~spl0_1 | spl0_20 | spl0_104 | spl0_105 | ~spl0_242),
% 13.33/2.52 inference(avatar_split_clause,[],[f6196,f2799,f1002,f998,f216,f36,f6198,f990])).
% 13.33/2.52 thf(f6205,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ c4))) | (c2 != ((g @ c2 @ c4))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f6218,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (spl0_10 | spl0_18 | spl0_20 | spl0_22 | spl0_23 | ~spl0_83 | ~spl0_217)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f3778,f162])).
% 13.33/2.52 thf(f6246,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (spl0_10 | spl0_18 | spl0_20 | spl0_22 | spl0_23 | spl0_44 | ~spl0_83 | ~spl0_217)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6218,f374])).
% 13.33/2.52 thf(f6274,plain,(
% 13.33/2.52 spl0_36 | spl0_10 | spl0_18 | spl0_20 | spl0_22 | spl0_23 | spl0_44 | ~spl0_83 | ~spl0_217),
% 13.33/2.52 inference(avatar_split_clause,[],[f6246,f1987,f901,f373,f231,f226,f216,f161,f83,f335])).
% 13.33/2.52 thf(f6421,plain,(
% 13.33/2.52 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_148),
% 13.33/2.52 inference(superposition,[],[f24,f1225])).
% 13.33/2.52 thf(f6423,plain,(
% 13.33/2.52 (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_148),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6421])).
% 13.33/2.52 thf(f6425,definition,(
% 13.33/2.52 spl0_282 <=> (c4 = ((g @ c4 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_282])],[avatar_definition])).
% 13.33/2.52 thf(f6426,plain,(
% 13.33/2.52 (c4 != ((g @ c4 @ (s @ c5)))) | spl0_282),
% 13.33/2.52 inference(avatar_component_clause,[],[f6425])).
% 13.33/2.52 thf(f6427,plain,(
% 13.33/2.52 (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_282),
% 13.33/2.52 inference(avatar_component_clause,[],[f6425])).
% 13.33/2.52 thf(f6428,plain,(
% 13.33/2.52 spl0_282 | ~spl0_148),
% 13.33/2.52 inference(avatar_split_clause,[],[f6423,f1223,f6425])).
% 13.33/2.52 thf(f6552,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c4) @ (s @ (s @ c5))))) | (c1 != c1) | ~spl0_140),
% 13.33/2.52 inference(superposition,[],[f28,f1187])).
% 13.33/2.52 thf(f6553,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c4) @ (s @ (s @ c5))))) | ~spl0_140),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6552])).
% 13.33/2.52 thf(f6555,plain,(
% 13.33/2.52 (c3 = ((g @ c5 @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_140)),
% 13.33/2.52 inference(forward_demodulation,[],[f6553,f38])).
% 13.33/2.52 thf(f6559,definition,(
% 13.33/2.52 spl0_285 <=> (c3 = ((g @ c5 @ (s @ (s @ c5)))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_285])],[avatar_definition])).
% 13.33/2.52 thf(f6561,plain,(
% 13.33/2.52 (c3 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_285),
% 13.33/2.52 inference(avatar_component_clause,[],[f6559])).
% 13.33/2.52 thf(f6562,plain,(
% 13.33/2.52 spl0_285 | ~spl0_1 | ~spl0_140),
% 13.33/2.52 inference(avatar_split_clause,[],[f6555,f1185,f36,f6559])).
% 13.33/2.52 thf(f6594,plain,(
% 13.33/2.52 (c2 != c2) | (c4 = ((g @ c2 @ (s @ c2)))) | ~spl0_144),
% 13.33/2.52 inference(superposition,[],[f24,f1204])).
% 13.33/2.52 thf(f6596,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ (s @ c2)))) | ~spl0_144),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6594])).
% 13.33/2.52 thf(f6599,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ c3))) | (~spl0_8 | ~spl0_144)),
% 13.33/2.52 inference(forward_demodulation,[],[f6596,f73])).
% 13.33/2.52 thf(f6603,plain,(
% 13.33/2.52 spl0_217 | ~spl0_8 | ~spl0_144),
% 13.33/2.52 inference(avatar_split_clause,[],[f6599,f1202,f71,f1987])).
% 13.33/2.52 thf(f6641,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c1) @ c8))) | (c1 != c1) | ~spl0_166),
% 13.33/2.52 inference(superposition,[],[f28,f1310])).
% 13.33/2.52 thf(f6642,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c1) @ c8))) | ~spl0_166),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6641])).
% 13.33/2.52 thf(f6644,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c8))) | (~spl0_5 | ~spl0_166)),
% 13.33/2.52 inference(forward_demodulation,[],[f6642,f58])).
% 13.33/2.52 thf(f6683,plain,(
% 13.33/2.52 (c5 = c4) | (c3 = c4) | (c1 = ((g @ c8 @ c1))) | (c1 = c4) | (c5 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (c2 = c4) | (~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(superposition,[],[f902,f1559])).
% 13.33/2.52 thf(f6684,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c2))) | (c4 != c4) | (~spl0_8 | ~spl0_202)),
% 13.33/2.52 inference(superposition,[],[f148,f1559])).
% 13.33/2.52 thf(f6691,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c2))) | (~spl0_8 | ~spl0_202)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6684])).
% 13.33/2.52 thf(f6923,plain,(
% 13.33/2.52 (c5 != c5) | (c8 = c2) | (c1 = c2) | ~spl0_263),
% 13.33/2.52 inference(superposition,[],[f12,f4505])).
% 13.33/2.52 thf(f6929,plain,(
% 13.33/2.52 (c1 = c2) | (c8 = c2) | ~spl0_263),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f6923])).
% 13.33/2.52 thf(f6933,plain,(
% 13.33/2.52 (c8 = c2) | (spl0_31 | ~spl0_263)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6929,f310])).
% 13.33/2.52 thf(f6940,plain,(
% 13.33/2.52 $false | (spl0_31 | spl0_56 | ~spl0_263)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6933,f695])).
% 13.33/2.52 thf(f6941,plain,(
% 13.33/2.52 spl0_31 | spl0_56 | ~spl0_263),
% 13.33/2.52 inference(avatar_contradiction_clause,[],[f6940])).
% 13.33/2.52 thf(f7140,definition,(
% 13.33/2.52 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c4))) | (c1 != ((g @ c2 @ c4))) | (c5 = c1)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7143,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c4))) | (c1 != ((g @ c2 @ c4))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7153,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ c4))) | (c1 != ((g @ c2 @ c4))) | (c1 = c3)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7229,plain,(
% 13.33/2.52 (c2 = ((g @ c3 @ c5))) | (c1 = c2) | (c1 = ((g @ c3 @ c5))) | (c3 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ c5))) | (~spl0_1 | ~spl0_64)),
% 13.33/2.52 inference(superposition,[],[f258,f806])).
% 13.33/2.52 thf(f7258,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c4))) | (c1 != c1) | ~spl0_65),
% 13.33/2.52 inference(superposition,[],[f28,f811])).
% 13.33/2.52 thf(f7259,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c4))) | ~spl0_65),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f7258])).
% 13.33/2.52 thf(f7263,definition,(
% 13.33/2.52 spl0_288 <=> (c3 = ((g @ (s @ c5) @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_288])],[avatar_definition])).
% 13.33/2.52 thf(f7264,plain,(
% 13.33/2.52 (c3 != ((g @ (s @ c5) @ c4))) | spl0_288),
% 13.33/2.52 inference(avatar_component_clause,[],[f7263])).
% 13.33/2.52 thf(f7266,plain,(
% 13.33/2.52 spl0_288 | ~spl0_65),
% 13.33/2.52 inference(avatar_split_clause,[],[f7259,f809,f7263])).
% 13.33/2.52 thf(f7331,definition,(
% 13.33/2.52 (c2 != ((g @ c5 @ c3))) | (c1 != ((g @ c5 @ c3))) | (c1 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7337,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c2 != ((g @ c5 @ c3))) | (c1 != ((g @ c5 @ c3))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c3)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7343,definition,(
% 13.33/2.52 (c1 != ((g @ c5 @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c5 @ c3))) | (c4 = ((g @ c5 @ c3)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7441,definition,(
% 13.33/2.52 (c4 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c1 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7594,plain,(
% 13.33/2.52 (c2 = c4) | (c3 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c5))) | (~spl0_87 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f5295,f15])).
% 13.33/2.52 thf(f7743,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (spl0_22 | ~spl0_87 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f7594,f228])).
% 13.33/2.52 thf(f7973,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7985,definition,(
% 13.33/2.52 (c2 != ((g @ c1 @ c5))) | (c1 != ((g @ c1 @ c5))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f7986,definition,(
% 13.33/2.52 (c2 != ((g @ c1 @ c5))) | (c1 != ((g @ c1 @ c5))) | (c1 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f8145,plain,(
% 13.33/2.52 (c2 = c4) | (c3 = c4) | (c3 = ((g @ c8 @ c1))) | (c1 = c4) | (c1 = ((g @ c8 @ c1))) | (c5 = c4) | (spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f6683,f318])).
% 13.33/2.52 thf(f8174,plain,(
% 13.33/2.52 spl0_187 | ~spl0_8 | ~spl0_202),
% 13.33/2.52 inference(avatar_split_clause,[],[f6691,f1557,f71,f1409])).
% 13.33/2.52 thf(f8267,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c1))) | (c3 = ((g @ c8 @ c1))) | (c5 = c4) | (c1 = c4) | (c2 = c4) | (spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8145,f233])).
% 13.33/2.52 thf(f8355,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c1))) | (c1 = c4) | (c1 = ((g @ c8 @ c1))) | (c2 = c4) | (spl0_10 | spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8267,f85])).
% 13.33/2.52 thf(f8407,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c1))) | (c1 = ((g @ c8 @ c1))) | (c1 = c4) | (spl0_10 | spl0_22 | spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8355,f228])).
% 13.33/2.52 thf(f8433,plain,(
% 13.33/2.52 (c1 = c4) | (c3 = ((g @ c8 @ c1))) | (spl0_10 | spl0_22 | spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8407,f15])).
% 13.33/2.52 thf(f8449,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c1))) | (spl0_10 | spl0_20 | spl0_22 | spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8433,f218])).
% 13.33/2.52 thf(f8457,plain,(
% 13.33/2.52 spl0_33 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | spl0_32 | ~spl0_83 | ~spl0_202),
% 13.33/2.52 inference(avatar_split_clause,[],[f8449,f1557,f901,f317,f231,f226,f216,f83,f321])).
% 13.33/2.52 thf(f8819,definition,(
% 13.33/2.52 spl0_289 <=> (c1 = ((g @ (s @ c5) @ c1)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_289])],[avatar_definition])).
% 13.33/2.52 thf(f8820,plain,(
% 13.33/2.52 (c1 != ((g @ (s @ c5) @ c1))) | spl0_289),
% 13.33/2.52 inference(avatar_component_clause,[],[f8819])).
% 13.33/2.52 thf(f8821,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c1))) | ~spl0_289),
% 13.33/2.52 inference(avatar_component_clause,[],[f8819])).
% 13.33/2.52 thf(f8823,definition,(
% 13.33/2.52 spl0_290 <=> (c3 = ((g @ (s @ c5) @ c1)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_290])],[avatar_definition])).
% 13.33/2.52 thf(f8824,plain,(
% 13.33/2.52 (c3 != ((g @ (s @ c5) @ c1))) | spl0_290),
% 13.33/2.52 inference(avatar_component_clause,[],[f8823])).
% 13.33/2.52 thf(f8825,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c1))) | ~spl0_290),
% 13.33/2.52 inference(avatar_component_clause,[],[f8823])).
% 13.33/2.52 thf(f8827,definition,(
% 13.33/2.52 spl0_291 <=> (c5 = ((g @ (s @ c5) @ c1)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_291])],[avatar_definition])).
% 13.33/2.52 thf(f8828,plain,(
% 13.33/2.52 (c5 != ((g @ (s @ c5) @ c1))) | spl0_291),
% 13.33/2.52 inference(avatar_component_clause,[],[f8827])).
% 13.33/2.52 thf(f8829,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c1))) | ~spl0_291),
% 13.33/2.52 inference(avatar_component_clause,[],[f8827])).
% 13.33/2.52 thf(f8832,definition,(
% 13.33/2.52 spl0_292 <=> (c5 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_292])],[avatar_definition])).
% 13.33/2.52 thf(f8833,plain,(
% 13.33/2.52 (c5 != ((g @ (s @ c5) @ c3))) | spl0_292),
% 13.33/2.52 inference(avatar_component_clause,[],[f8832])).
% 13.33/2.52 thf(f8834,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c3))) | ~spl0_292),
% 13.33/2.52 inference(avatar_component_clause,[],[f8832])).
% 13.33/2.52 thf(f8836,definition,(
% 13.33/2.52 spl0_293 <=> (c3 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_293])],[avatar_definition])).
% 13.33/2.52 thf(f8837,plain,(
% 13.33/2.52 (c3 != ((g @ (s @ c5) @ c3))) | spl0_293),
% 13.33/2.52 inference(avatar_component_clause,[],[f8836])).
% 13.33/2.52 thf(f8838,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c3))) | ~spl0_293),
% 13.33/2.52 inference(avatar_component_clause,[],[f8836])).
% 13.33/2.52 thf(f8840,definition,(
% 13.33/2.52 spl0_294 <=> (c1 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_294])],[avatar_definition])).
% 13.33/2.52 thf(f8842,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c3))) | ~spl0_294),
% 13.33/2.52 inference(avatar_component_clause,[],[f8840])).
% 13.33/2.52 thf(f8844,definition,(
% 13.33/2.52 spl0_295 <=> (c2 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_295])],[avatar_definition])).
% 13.33/2.52 thf(f8846,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c3))) | ~spl0_295),
% 13.33/2.52 inference(avatar_component_clause,[],[f8844])).
% 13.33/2.52 thf(f8849,definition,(
% 13.33/2.52 spl0_296 <=> (c5 = ((g @ (s @ c5) @ c5)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_296])],[avatar_definition])).
% 13.33/2.52 thf(f8850,plain,(
% 13.33/2.52 (c5 != ((g @ (s @ c5) @ c5))) | spl0_296),
% 13.33/2.52 inference(avatar_component_clause,[],[f8849])).
% 13.33/2.52 thf(f8851,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c5))) | ~spl0_296),
% 13.33/2.52 inference(avatar_component_clause,[],[f8849])).
% 13.33/2.52 thf(f8853,definition,(
% 13.33/2.52 spl0_297 <=> (c1 = ((g @ (s @ c5) @ c5)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_297])],[avatar_definition])).
% 13.33/2.52 thf(f8854,plain,(
% 13.33/2.52 (c1 != ((g @ (s @ c5) @ c5))) | spl0_297),
% 13.33/2.52 inference(avatar_component_clause,[],[f8853])).
% 13.33/2.52 thf(f8855,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c5))) | ~spl0_297),
% 13.33/2.52 inference(avatar_component_clause,[],[f8853])).
% 13.33/2.52 thf(f8857,definition,(
% 13.33/2.52 spl0_298 <=> (c2 = ((g @ (s @ c5) @ c5)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_298])],[avatar_definition])).
% 13.33/2.52 thf(f8858,plain,(
% 13.33/2.52 (c2 != ((g @ (s @ c5) @ c5))) | spl0_298),
% 13.33/2.52 inference(avatar_component_clause,[],[f8857])).
% 13.33/2.52 thf(f8859,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c5))) | ~spl0_298),
% 13.33/2.52 inference(avatar_component_clause,[],[f8857])).
% 13.33/2.52 thf(f8866,definition,(
% 13.33/2.52 (c2 != ((g @ c5 @ c1))) | (c3 != ((g @ c5 @ c1))) | (c3 = c2)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f8885,plain,(
% 13.33/2.52 (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (spl0_22 | ~spl0_87 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f7743,f15])).
% 13.33/2.52 thf(f8935,plain,(
% 13.33/2.52 (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (~spl0_87 | spl0_184 | spl0_187)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f3018,f1395])).
% 13.33/2.52 thf(f9287,plain,(
% 13.33/2.52 (c5 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c5))) | (spl0_22 | ~spl0_87 | spl0_190 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8885,f1423])).
% 13.33/2.52 thf(f9320,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (~spl0_87 | spl0_184 | spl0_185 | spl0_187)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f8935,f1399])).
% 13.33/2.52 thf(f9546,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c5))) | (spl0_22 | ~spl0_87 | spl0_184 | spl0_190 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f9287,f1395])).
% 13.33/2.52 thf(f9564,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (~spl0_87 | spl0_184 | spl0_185 | spl0_187 | spl0_190)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f9320,f1423])).
% 13.33/2.52 thf(f9695,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c5))) | (spl0_22 | ~spl0_87 | spl0_184 | spl0_185 | spl0_190 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f9546,f1399])).
% 13.33/2.52 thf(f10178,definition,(
% 13.33/2.52 spl0_300 <=> (c1 = ((g @ (s @ c5) @ c2)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_300])],[avatar_definition])).
% 13.33/2.52 thf(f10179,plain,(
% 13.33/2.52 (c1 != ((g @ (s @ c5) @ c2))) | spl0_300),
% 13.33/2.52 inference(avatar_component_clause,[],[f10178])).
% 13.33/2.52 thf(f10180,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c2))) | ~spl0_300),
% 13.33/2.52 inference(avatar_component_clause,[],[f10178])).
% 13.33/2.52 thf(f10182,definition,(
% 13.33/2.52 spl0_301 <=> (c4 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_301])],[avatar_definition])).
% 13.33/2.52 thf(f10183,plain,(
% 13.33/2.52 (c4 != ((g @ (s @ c5) @ c3))) | spl0_301),
% 13.33/2.52 inference(avatar_component_clause,[],[f10182])).
% 13.33/2.52 thf(f10184,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ c3))) | ~spl0_301),
% 13.33/2.52 inference(avatar_component_clause,[],[f10182])).
% 13.33/2.52 thf(f11316,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (c3 = c2) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_87 | ~spl0_224)),
% 13.33/2.52 inference(superposition,[],[f2372,f924])).
% 13.33/2.52 thf(f11323,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c3))) | (c3 = c2) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_224)),
% 13.33/2.52 inference(superposition,[],[f262,f2372])).
% 13.33/2.52 thf(f11324,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c3 = c4) | (~spl0_5 | ~spl0_224)),
% 13.33/2.52 inference(superposition,[],[f313,f2372])).
% 13.33/2.52 thf(f11325,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c5))) | (c3 = c2) | (c1 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (~spl0_87 | ~spl0_224)),
% 13.33/2.52 inference(superposition,[],[f924,f2372])).
% 13.33/2.52 thf(f11334,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (spl0_30 | ~spl0_87 | ~spl0_224)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11316,f301])).
% 13.33/2.52 thf(f11337,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (~spl0_5 | spl0_23 | ~spl0_224)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11324,f233])).
% 13.33/2.52 thf(f11338,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | spl0_30 | ~spl0_224)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11323,f301])).
% 13.33/2.52 thf(f11339,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (spl0_30 | ~spl0_87 | ~spl0_224)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11325,f301])).
% 13.33/2.52 thf(f11340,plain,(
% 13.33/2.52 spl0_298 | spl0_297 | spl0_296 | spl0_294 | spl0_292 | spl0_245 | spl0_293 | spl0_30 | ~spl0_87 | ~spl0_224),
% 13.33/2.52 inference(avatar_split_clause,[],[f11334,f2370,f923,f299,f8836,f3073,f8832,f8840,f8849,f8853,f8857])).
% 13.33/2.52 thf(f11343,plain,(
% 13.33/2.52 spl0_291 | spl0_290 | spl0_289 | ~spl0_5 | spl0_23 | ~spl0_224),
% 13.33/2.52 inference(avatar_split_clause,[],[f11337,f2370,f231,f56,f8819,f8823,f8827])).
% 13.33/2.52 thf(f11344,plain,(
% 13.33/2.52 spl0_292 | spl0_295 | spl0_294 | spl0_293 | ~spl0_8 | spl0_30 | ~spl0_224),
% 13.33/2.52 inference(avatar_split_clause,[],[f11338,f2370,f299,f71,f8836,f8840,f8844,f8832])).
% 13.33/2.52 thf(f11345,plain,(
% 13.33/2.52 spl0_297 | spl0_292 | spl0_296 | spl0_245 | spl0_294 | spl0_298 | spl0_293 | spl0_30 | ~spl0_87 | ~spl0_224),
% 13.33/2.52 inference(avatar_split_clause,[],[f11339,f2370,f923,f299,f8836,f8857,f8840,f3073,f8849,f8832,f8853])).
% 13.33/2.52 thf(f11375,plain,(
% 13.33/2.52 (c2 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c3 = c4) | ~spl0_264),
% 13.33/2.52 inference(superposition,[],[f4510,f402])).
% 13.33/2.52 thf(f11380,plain,(
% 13.33/2.52 (c5 = ((g @ c3 @ (s @ c5)))) | (c3 = c4) | (c3 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | ~spl0_264),
% 13.33/2.52 inference(superposition,[],[f402,f4510])).
% 13.33/2.52 thf(f11390,plain,(
% 13.33/2.52 (c3 = ((g @ c3 @ (s @ c5)))) | (c5 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (c1 = ((g @ c3 @ (s @ c5)))) | (spl0_23 | ~spl0_264)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11380,f233])).
% 13.33/2.52 thf(f11418,plain,(
% 13.33/2.52 (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c2 != c2) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (spl0_70 | ~spl0_83)),
% 13.33/2.52 inference(superposition,[],[f831,f902])).
% 13.33/2.52 thf(f11420,plain,(
% 13.33/2.52 (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (spl0_70 | ~spl0_83)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11418])).
% 13.33/2.52 thf(f11421,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c2 != c2) | (c3 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (spl0_72 | ~spl0_83)),
% 13.33/2.52 inference(superposition,[],[f840,f902])).
% 13.33/2.52 thf(f11423,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (spl0_72 | ~spl0_83)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11421])).
% 13.33/2.52 thf(f11554,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (c4 != c4) | (c2 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | spl0_235),
% 13.33/2.52 inference(superposition,[],[f2713,f22])).
% 13.33/2.52 thf(f11555,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | spl0_235),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11554])).
% 13.33/2.52 thf(f11557,plain,(
% 13.33/2.52 (c5 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ c8))) | spl0_235),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11555,f18])).
% 13.33/2.52 thf(f11572,plain,(
% 13.33/2.52 (c5 != c5) | (c8 = c1) | (c8 = c5) | ~spl0_139),
% 13.33/2.52 inference(superposition,[],[f10,f1183])).
% 13.33/2.52 thf(f11577,plain,(
% 13.33/2.52 (c8 = c1) | (c8 = c5) | ~spl0_139),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11572])).
% 13.33/2.52 thf(f11579,plain,(
% 13.33/2.52 (c8 = c5) | (~spl0_139 | spl0_197)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11577,f1484])).
% 13.33/2.52 thf(f11582,plain,(
% 13.33/2.52 $false | (~spl0_139 | spl0_197 | spl0_220)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11579,f2073])).
% 13.33/2.52 thf(f11583,plain,(
% 13.33/2.52 ~spl0_139 | spl0_197 | spl0_220),
% 13.33/2.52 inference(avatar_contradiction_clause,[],[f11582])).
% 13.33/2.52 thf(f11584,definition,(
% 13.33/2.52 (c4 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f11585,plain,(
% 13.33/2.52 (c5 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ c8))) | (spl0_142 | spl0_235)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11557,f1194])).
% 13.33/2.52 thf(f11592,plain,(
% 13.33/2.52 spl0_139 | spl0_141 | spl0_142 | spl0_235),
% 13.33/2.52 inference(avatar_split_clause,[],[f11585,f2712,f1193,f1189,f1181])).
% 13.33/2.52 thf(f11630,plain,(
% 13.33/2.52 (c2 = c4) | (c2 = ((g @ c8 @ c4))) | (c5 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c5))) | (~spl0_1 | ~spl0_238)),
% 13.33/2.52 inference(superposition,[],[f2731,f576])).
% 13.33/2.52 thf(f11648,plain,(
% 13.33/2.52 (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c4))) | (~spl0_1 | spl0_22 | ~spl0_238)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11630,f228])).
% 13.33/2.52 thf(f11650,plain,(
% 13.33/2.52 (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c4))) | (c1 = ((g @ c8 @ c5))) | (~spl0_1 | spl0_22 | spl0_189 | ~spl0_238)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11648,f1419])).
% 13.33/2.52 thf(f11652,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c4))) | (c1 = ((g @ c8 @ c5))) | (~spl0_1 | spl0_22 | spl0_189 | spl0_190 | ~spl0_238)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11650,f1423])).
% 13.33/2.52 thf(f11654,plain,(
% 13.33/2.52 (c2 = ((g @ c8 @ c4))) | (~spl0_1 | spl0_22 | spl0_189 | spl0_190 | ~spl0_238)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11652,f15])).
% 13.33/2.52 thf(f11657,definition,(
% 13.33/2.52 spl0_304 <=> (c2 = ((g @ c8 @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_304])],[avatar_definition])).
% 13.33/2.52 thf(f11660,plain,(
% 13.33/2.52 spl0_304 | ~spl0_1 | spl0_22 | spl0_189 | spl0_190 | ~spl0_238),
% 13.33/2.52 inference(avatar_split_clause,[],[f11654,f2729,f1422,f1418,f226,f36,f11657])).
% 13.33/2.52 thf(f11673,definition,(
% 13.33/2.52 spl0_306 <=> (c3 = ((g @ c8 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_306])],[avatar_definition])).
% 13.33/2.52 thf(f11685,plain,(
% 13.33/2.52 (c4 = ((g @ c8 @ (s @ c5)))) | (c2 != c2) | ~spl0_188),
% 13.33/2.52 inference(superposition,[],[f24,f1416])).
% 13.33/2.52 thf(f11687,plain,(
% 13.33/2.52 (c4 = ((g @ c8 @ (s @ c5)))) | ~spl0_188),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11685])).
% 13.33/2.52 thf(f11689,definition,(
% 13.33/2.52 spl0_307 <=> (c4 = ((g @ c8 @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_307])],[avatar_definition])).
% 13.33/2.52 thf(f11690,plain,(
% 13.33/2.52 (c4 != ((g @ c8 @ (s @ c5)))) | spl0_307),
% 13.33/2.52 inference(avatar_component_clause,[],[f11689])).
% 13.33/2.52 thf(f11692,plain,(
% 13.33/2.52 spl0_307 | ~spl0_188),
% 13.33/2.52 inference(avatar_split_clause,[],[f11687,f1414,f11689])).
% 13.33/2.52 thf(f11746,plain,(
% 13.33/2.52 (c1 != c1) | (c3 = ((g @ (s @ c3) @ (s @ c5)))) | ~spl0_241),
% 13.33/2.52 inference(superposition,[],[f28,f2797])).
% 13.33/2.52 thf(f11747,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c3) @ (s @ c5)))) | ~spl0_241),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11746])).
% 13.33/2.52 thf(f11749,plain,(
% 13.33/2.52 (c3 = ((g @ c4 @ (s @ c5)))) | (~spl0_7 | ~spl0_241)),
% 13.33/2.52 inference(forward_demodulation,[],[f11747,f68])).
% 13.33/2.52 thf(f11750,plain,(
% 13.33/2.52 spl0_275 | ~spl0_7 | ~spl0_241),
% 13.33/2.52 inference(avatar_split_clause,[],[f11749,f2795,f66,f6064])).
% 13.33/2.52 thf(f11751,plain,(
% 13.33/2.52 (c2 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (spl0_23 | ~spl0_264)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11375,f233])).
% 13.33/2.52 thf(f11783,plain,(
% 13.33/2.52 spl0_273 | spl0_95 | spl0_274 | spl0_241 | spl0_23 | ~spl0_264),
% 13.33/2.52 inference(avatar_split_clause,[],[f11390,f4508,f231,f2795,f6041,f958,f6037])).
% 13.33/2.52 thf(f11786,plain,(
% 13.33/2.52 (c1 = ((g @ c3 @ c5))) | (c2 = ((g @ c3 @ c5))) | (c3 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ c5))) | (~spl0_1 | spl0_31 | ~spl0_64)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f7229,f310])).
% 13.33/2.52 thf(f11787,plain,(
% 13.33/2.52 spl0_273 | spl0_95 | spl0_241 | spl0_274 | spl0_23 | ~spl0_264),
% 13.33/2.52 inference(avatar_split_clause,[],[f11751,f4508,f231,f6041,f2795,f958,f6037])).
% 13.33/2.52 thf(f11817,plain,(
% 13.33/2.52 (c2 = ((g @ c3 @ c5))) | (c1 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ c5))) | (~spl0_1 | spl0_31 | ~spl0_64 | spl0_96)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11786,f963])).
% 13.33/2.52 thf(f11839,plain,(
% 13.33/2.52 (c1 = ((g @ c3 @ c5))) | (c2 = ((g @ c3 @ c5))) | (~spl0_1 | spl0_31 | ~spl0_64 | spl0_96 | spl0_98)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11817,f971])).
% 13.33/2.52 thf(f11854,plain,(
% 13.33/2.52 spl0_95 | spl0_97 | ~spl0_1 | spl0_31 | ~spl0_64 | spl0_96 | spl0_98),
% 13.33/2.52 inference(avatar_split_clause,[],[f11839,f970,f962,f804,f308,f36,f966,f958])).
% 13.33/2.52 thf(f11902,plain,(
% 13.33/2.52 (c1 != c1) | (c3 = ((g @ (s @ c4) @ c5))) | ~spl0_150),
% 13.33/2.52 inference(superposition,[],[f28,f1233])).
% 13.33/2.52 thf(f11903,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c4) @ c5))) | ~spl0_150),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f11902])).
% 13.33/2.52 thf(f11904,plain,(
% 13.33/2.52 (c3 = ((g @ c5 @ c5))) | (~spl0_1 | ~spl0_150)),
% 13.33/2.52 inference(forward_demodulation,[],[f11903,f38])).
% 13.33/2.52 thf(f11927,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c3 = c4) | (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c1))) | (~spl0_7 | ~spl0_83 | ~spl0_219)),
% 13.33/2.52 inference(superposition,[],[f2025,f1763])).
% 13.33/2.52 thf(f11928,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c2))) | (c3 = c4) | (c1 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (~spl0_7 | ~spl0_8 | ~spl0_219)),
% 13.33/2.52 inference(superposition,[],[f2025,f605])).
% 13.33/2.52 thf(f12260,plain,(
% 13.33/2.52 (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c2))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c3 = c4) | (~spl0_7 | ~spl0_8 | ~spl0_222)),
% 13.33/2.52 inference(superposition,[],[f2177,f605])).
% 13.33/2.52 thf(f12267,plain,(
% 13.33/2.52 (c3 = ((g @ c4 @ c5))) | (c3 = c2) | (c2 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_222)),
% 13.33/2.52 inference(superposition,[],[f258,f2177])).
% 13.33/2.52 thf(f12269,plain,(
% 13.33/2.52 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c3 = c4) | (~spl0_7 | ~spl0_83 | ~spl0_222)),
% 13.33/2.52 inference(superposition,[],[f1763,f2177])).
% 13.33/2.52 thf(f12270,plain,(
% 13.33/2.52 (c1 = ((g @ c3 @ c4))) | (c3 != c3) | (~spl0_7 | ~spl0_222)),
% 13.33/2.52 inference(superposition,[],[f152,f2177])).
% 13.33/2.52 thf(f12277,plain,(
% 13.33/2.52 (c1 = ((g @ c3 @ c4))) | (~spl0_7 | ~spl0_222)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f12270])).
% 13.33/2.52 thf(f12318,plain,(
% 13.33/2.52 (c1 != c1) | (c3 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_244),
% 13.33/2.52 inference(superposition,[],[f28,f2810])).
% 13.33/2.52 thf(f12319,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_244),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f12318])).
% 13.33/2.52 thf(f12321,definition,(
% 13.33/2.52 spl0_308 <=> (c3 = ((g @ (s @ c5) @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_308])],[avatar_definition])).
% 13.33/2.52 thf(f12323,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_308),
% 13.33/2.52 inference(avatar_component_clause,[],[f12321])).
% 13.33/2.52 thf(f12324,plain,(
% 13.33/2.52 spl0_308 | ~spl0_244),
% 13.33/2.52 inference(avatar_split_clause,[],[f12319,f2808,f12321])).
% 13.33/2.52 thf(f12372,plain,(
% 13.33/2.52 spl0_280 | spl0_126 | spl0_279 | spl0_244 | spl0_236),
% 13.33/2.52 inference(avatar_split_clause,[],[f6161,f2716,f2808,f6164,f1118,f6168])).
% 13.33/2.52 thf(f12525,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c1) @ (s @ c5)))) | (c1 != c1) | ~spl0_250),
% 13.33/2.52 inference(superposition,[],[f28,f3467])).
% 13.33/2.52 thf(f12526,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c1) @ (s @ c5)))) | ~spl0_250),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f12525])).
% 13.33/2.52 thf(f12527,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_5 | ~spl0_250)),
% 13.33/2.52 inference(forward_demodulation,[],[f12526,f58])).
% 13.33/2.52 thf(f12535,plain,(
% 13.33/2.52 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5)) @ c1))) | ~spl0_289),
% 13.33/2.52 inference(superposition,[],[f28,f8821])).
% 13.33/2.52 thf(f12536,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c1))) | ~spl0_289),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f12535])).
% 13.33/2.52 thf(f12537,plain,(
% 13.33/2.52 (c1 = c3) | (~spl0_43 | ~spl0_289)),
% 13.33/2.52 inference(forward_demodulation,[],[f12536,f370])).
% 13.33/2.52 thf(f12538,plain,(
% 13.33/2.52 $false | (~spl0_43 | spl0_73 | ~spl0_289)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f12537,f846])).
% 13.33/2.52 thf(f12539,plain,(
% 13.33/2.52 ~spl0_43 | spl0_73 | ~spl0_289),
% 13.33/2.52 inference(avatar_contradiction_clause,[],[f12538])).
% 13.33/2.52 thf(f12557,definition,(
% 13.33/2.52 spl0_309 <=> (c3 = ((g @ (s @ (s @ c5)) @ c1)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_309])],[avatar_definition])).
% 13.33/2.52 thf(f12559,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c1))) | ~spl0_309),
% 13.33/2.52 inference(avatar_component_clause,[],[f12557])).
% 13.33/2.52 thf(f12560,plain,(
% 13.33/2.52 spl0_309 | ~spl0_289),
% 13.33/2.52 inference(avatar_split_clause,[],[f12536,f8819,f12557])).
% 13.33/2.52 thf(f12867,plain,(
% 13.33/2.52 (c3 != c3) | (c1 = ((g @ c5 @ c1))) | ~spl0_290),
% 13.33/2.52 inference(superposition,[],[f27,f8825])).
% 13.33/2.52 thf(f12872,plain,(
% 13.33/2.52 (c1 = ((g @ c5 @ c1))) | ~spl0_290),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f12867])).
% 13.33/2.52 thf(f12873,plain,(
% 13.33/2.52 spl0_40 | ~spl0_290),
% 13.33/2.52 inference(avatar_split_clause,[],[f12872,f8823,f354])).
% 13.33/2.52 thf(f12887,definition,(
% 13.33/2.52 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c5 @ c1))) | (c1 != ((g @ c5 @ c1))) | (c1 != ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f12904,definition,(
% 13.33/2.52 (c3 != ((g @ c5 @ c1))) | (c1 != ((g @ c5 @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c3)))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f13007,plain,(
% 13.33/2.52 spl0_262 | ~spl0_5 | ~spl0_250),
% 13.33/2.52 inference(avatar_split_clause,[],[f12527,f3465,f56,f4499])).
% 13.33/2.52 thf(f13211,plain,(
% 13.33/2.52 (c2 = ((g @ c2 @ c2))) | (c1 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c3 = c4) | (~spl0_7 | ~spl0_8 | spl0_143 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11928,f1199])).
% 13.33/2.52 thf(f13268,plain,(
% 13.33/2.52 (c1 = ((g @ c4 @ c3))) | (c3 = c4) | (c3 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c2))) | (~spl0_7 | ~spl0_8 | spl0_116 | ~spl0_222)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f12260,f1063])).
% 13.33/2.52 thf(f13406,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c1))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c1))) | (spl0_72 | ~spl0_83 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11423,f1207])).
% 13.33/2.52 thf(f13625,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c3 = c4) | (c5 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c1))) | (~spl0_7 | spl0_44 | ~spl0_83 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11927,f374])).
% 13.33/2.52 thf(f13642,plain,(
% 13.33/2.52 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (spl0_70 | ~spl0_83 | spl0_118)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f11420,f1071])).
% 13.33/2.52 thf(f13900,plain,(
% 13.33/2.52 (c2 = ((g @ c2 @ c2))) | (c1 = ((g @ c2 @ c3))) | (c3 = c4) | (~spl0_7 | ~spl0_8 | spl0_143 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13211,f1207])).
% 13.33/2.52 thf(f13928,plain,(
% 13.33/2.52 (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c2))) | (~spl0_7 | ~spl0_8 | spl0_23 | spl0_116 | ~spl0_222)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13268,f233])).
% 13.33/2.52 thf(f14001,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c1))) | (spl0_18 | spl0_72 | ~spl0_83 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13406,f162])).
% 13.33/2.52 thf(f14132,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (c3 = c4) | (c1 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (~spl0_7 | spl0_44 | ~spl0_83 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13625,f1207])).
% 13.33/2.52 thf(f14145,plain,(
% 13.33/2.52 (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (spl0_70 | ~spl0_83 | spl0_116 | spl0_118)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13642,f1063])).
% 13.33/2.52 thf(f14283,plain,(
% 13.33/2.52 (c2 = ((g @ c2 @ c2))) | (c1 = ((g @ c2 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_23 | spl0_143 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13900,f233])).
% 13.33/2.52 thf(f14297,plain,(
% 13.33/2.52 (c2 = ((g @ c4 @ c2))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_23 | spl0_116 | spl0_118 | ~spl0_222)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f13928,f1071])).
% 13.33/2.52 thf(f14338,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c1))) | (spl0_18 | spl0_72 | ~spl0_83 | spl0_143 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14001,f1199])).
% 13.33/2.52 thf(f14396,plain,(
% 13.33/2.52 (c3 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (~spl0_7 | spl0_23 | spl0_44 | ~spl0_83 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14132,f233])).
% 13.33/2.52 thf(f14404,plain,(
% 13.33/2.52 (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (spl0_38 | spl0_70 | ~spl0_83 | spl0_116 | spl0_118)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14145,f345])).
% 13.33/2.52 thf(f14464,plain,(
% 13.33/2.52 spl0_144 | spl0_146 | ~spl0_7 | ~spl0_8 | spl0_23 | spl0_143 | spl0_145 | ~spl0_219),
% 13.33/2.52 inference(avatar_split_clause,[],[f14283,f2023,f1206,f1198,f231,f71,f66,f1210,f1202])).
% 13.33/2.52 thf(f14469,plain,(
% 13.33/2.52 spl0_117 | spl0_115 | ~spl0_7 | ~spl0_8 | spl0_23 | spl0_116 | spl0_118 | ~spl0_222),
% 13.33/2.52 inference(avatar_split_clause,[],[f14297,f2175,f1070,f1062,f231,f71,f66,f1058,f1066])).
% 13.33/2.52 thf(f14487,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (spl0_18 | spl0_44 | spl0_72 | ~spl0_83 | spl0_143 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14338,f374])).
% 13.33/2.52 thf(f14516,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c1))) | (~spl0_7 | spl0_23 | spl0_44 | ~spl0_83 | spl0_143 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14396,f1199])).
% 13.33/2.52 thf(f14521,plain,(
% 13.33/2.52 (c1 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (spl0_38 | spl0_70 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14404,f1017])).
% 13.33/2.52 thf(f14555,plain,(
% 13.33/2.52 spl0_36 | spl0_146 | spl0_18 | spl0_44 | spl0_72 | ~spl0_83 | spl0_143 | spl0_145),
% 13.33/2.52 inference(avatar_split_clause,[],[f14487,f1206,f1198,f901,f839,f373,f161,f1210,f335])).
% 13.33/2.52 thf(f14567,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c1))) | (c1 = ((g @ c2 @ c3))) | (~spl0_7 | spl0_18 | spl0_23 | spl0_44 | ~spl0_83 | spl0_143 | spl0_145 | ~spl0_219)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14516,f162])).
% 13.33/2.52 thf(f14591,plain,(
% 13.33/2.52 spl0_146 | spl0_36 | ~spl0_7 | spl0_18 | spl0_23 | spl0_44 | ~spl0_83 | spl0_143 | spl0_145 | ~spl0_219),
% 13.33/2.52 inference(avatar_split_clause,[],[f14567,f2023,f1206,f1198,f901,f373,f231,f161,f66,f335,f1210])).
% 13.33/2.52 thf(f14599,definition,(
% 13.33/2.52 (c3 != ((g @ c2 @ (s @ c5)))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c1 = c3)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f14606,definition,(
% 13.33/2.52 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c1 != ((g @ c2 @ (s @ c5)))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ (s @ c5)))) | (c5 = ((g @ c2 @ (s @ c5))))),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f14779,plain,(
% 13.33/2.52 (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c2 != c2) | (c2 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_117)),
% 13.33/2.52 inference(superposition,[],[f1067,f924])).
% 13.33/2.52 thf(f14783,plain,(
% 13.33/2.52 (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c2 != c2) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_117)),
% 13.33/2.52 inference(superposition,[],[f1067,f262])).
% 13.33/2.52 thf(f14786,plain,(
% 13.33/2.52 (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_117)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f14783])).
% 13.33/2.52 thf(f14787,plain,(
% 13.33/2.52 (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_117)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f14779])).
% 13.33/2.52 thf(f14793,plain,(
% 13.33/2.52 (c2 != c2) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c5 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_144)),
% 13.33/2.52 inference(superposition,[],[f1203,f262])).
% 13.33/2.52 thf(f14796,plain,(
% 13.33/2.52 (c5 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_144)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f14793])).
% 13.33/2.52 thf(f14799,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_144 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14796,f1207])).
% 13.33/2.52 thf(f14800,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_72 | spl0_144 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14799,f840])).
% 13.33/2.52 thf(f14801,plain,(
% 13.33/2.52 (c1 = ((g @ c2 @ c3))) | (~spl0_8 | spl0_72 | spl0_143 | spl0_144 | spl0_145)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14800,f1199])).
% 13.33/2.52 thf(f14802,plain,(
% 13.33/2.52 spl0_146 | ~spl0_8 | spl0_72 | spl0_143 | spl0_144 | spl0_145),
% 13.33/2.52 inference(avatar_split_clause,[],[f14801,f1206,f1202,f1198,f839,f71,f1210])).
% 13.33/2.52 thf(f14832,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c4 != c4) | (c5 = ((g @ c8 @ c3))) | spl0_202),
% 13.33/2.52 inference(superposition,[],[f1558,f22])).
% 13.33/2.52 thf(f14833,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | spl0_202),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f14832])).
% 13.33/2.52 thf(f14846,plain,(
% 13.33/2.52 (c5 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c2 = c4) | (c3 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_203)),
% 13.33/2.52 inference(superposition,[],[f262,f1718])).
% 13.33/2.52 thf(f14858,plain,(
% 13.33/2.52 (c2 = c4) | (c3 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c3))) | (~spl0_8 | spl0_184 | ~spl0_203)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f14846,f1395])).
% 13.33/2.52 thf(f15124,plain,(
% 13.33/2.52 (c1 = c4) | (c5 = c4) | (c3 = c4) | (c1 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = c4) | (c5 = ((g @ (s @ c5) @ c1))) | (~spl0_83 | ~spl0_301)),
% 13.33/2.52 inference(superposition,[],[f902,f10184])).
% 13.33/2.52 thf(f15134,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c1))) | (c1 = c4) | (c2 = c4) | (c5 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c5 = c4) | (spl0_23 | ~spl0_83 | ~spl0_301)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15124,f233])).
% 13.33/2.52 thf(f15136,definition,(
% 13.33/2.52 spl0_310 <=> (c2 = ((g @ (s @ c5) @ c2)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_310])],[avatar_definition])).
% 13.33/2.52 thf(f15138,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c2))) | ~spl0_310),
% 13.33/2.52 inference(avatar_component_clause,[],[f15136])).
% 13.33/2.52 thf(f15171,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (c1 = c2) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_87 | ~spl0_300)),
% 13.33/2.52 inference(superposition,[],[f10180,f924])).
% 13.33/2.52 thf(f15175,plain,(
% 13.33/2.52 (c1 = c2) | (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_300)),
% 13.33/2.52 inference(superposition,[],[f10180,f262])).
% 13.33/2.52 thf(f15181,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = c4) | (c3 = ((g @ (s @ c5) @ c1))) | (~spl0_5 | ~spl0_300)),
% 13.33/2.52 inference(superposition,[],[f313,f10180])).
% 13.33/2.52 thf(f15191,plain,(
% 13.33/2.52 (c1 = c4) | (c3 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (~spl0_5 | spl0_289 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15181,f8820])).
% 13.33/2.52 thf(f15199,plain,(
% 13.33/2.52 (c1 = c2) | (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (~spl0_87 | spl0_245 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15171,f3074])).
% 13.33/2.52 thf(f15200,plain,(
% 13.33/2.52 (c2 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | spl0_31 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15175,f310])).
% 13.33/2.52 thf(f15202,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (~spl0_5 | spl0_20 | spl0_289 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15191,f218])).
% 13.33/2.52 thf(f15205,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (spl0_31 | ~spl0_87 | spl0_245 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15199,f310])).
% 13.33/2.52 thf(f15206,plain,(
% 13.33/2.52 spl0_295 | spl0_293 | spl0_292 | spl0_294 | ~spl0_8 | spl0_31 | ~spl0_300),
% 13.33/2.52 inference(avatar_split_clause,[],[f15200,f10178,f308,f71,f8840,f8832,f8836,f8844])).
% 13.33/2.52 thf(f15208,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ c5) @ c1))) | (~spl0_5 | spl0_20 | spl0_289 | spl0_290 | ~spl0_300)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15202,f8824])).
% 13.33/2.52 thf(f15210,plain,(
% 13.33/2.52 spl0_292 | spl0_298 | spl0_297 | spl0_296 | spl0_294 | spl0_293 | spl0_31 | ~spl0_87 | spl0_245 | ~spl0_300),
% 13.33/2.52 inference(avatar_split_clause,[],[f15205,f10178,f3073,f923,f308,f8836,f8840,f8849,f8853,f8857,f8832])).
% 13.33/2.52 thf(f15212,plain,(
% 13.33/2.52 spl0_291 | ~spl0_5 | spl0_20 | spl0_289 | spl0_290 | ~spl0_300),
% 13.33/2.52 inference(avatar_split_clause,[],[f15208,f10178,f8823,f8819,f216,f56,f8827])).
% 13.33/2.52 thf(f15264,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ (s @ c3)))) | (c2 != c2) | ~spl0_295),
% 13.33/2.52 inference(superposition,[],[f24,f8846])).
% 13.33/2.52 thf(f15266,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ (s @ c3)))) | ~spl0_295),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f15264])).
% 13.33/2.52 thf(f15267,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ c4))) | (~spl0_7 | ~spl0_295)),
% 13.33/2.52 inference(forward_demodulation,[],[f15266,f68])).
% 13.33/2.52 thf(f15269,definition,(
% 13.33/2.52 spl0_314 <=> (c4 = ((g @ (s @ c5) @ c4)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_314])],[avatar_definition])).
% 13.33/2.52 thf(f15270,plain,(
% 13.33/2.52 (c4 != ((g @ (s @ c5) @ c4))) | spl0_314),
% 13.33/2.52 inference(avatar_component_clause,[],[f15269])).
% 13.33/2.52 thf(f15271,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ c4))) | ~spl0_314),
% 13.33/2.52 inference(avatar_component_clause,[],[f15269])).
% 13.33/2.52 thf(f15272,plain,(
% 13.33/2.52 spl0_314 | ~spl0_7 | ~spl0_295),
% 13.33/2.52 inference(avatar_split_clause,[],[f15267,f8844,f66,f15269])).
% 13.33/2.52 thf(f15275,plain,(
% 13.33/2.52 (c1 = c2) | (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_19 | ~spl0_239)),
% 13.33/2.52 inference(superposition,[],[f2735,f274])).
% 13.33/2.52 thf(f15276,plain,(
% 13.33/2.52 (c1 = c4) | (c5 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | ~spl0_239),
% 13.33/2.52 inference(superposition,[],[f2735,f402])).
% 13.33/2.52 thf(f15279,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c2) | (~spl0_19 | ~spl0_239)),
% 13.33/2.52 inference(superposition,[],[f274,f2735])).
% 13.33/2.52 thf(f15291,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_19 | spl0_31 | ~spl0_239)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15279,f310])).
% 13.33/2.52 thf(f15292,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | (spl0_20 | ~spl0_239)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15276,f218])).
% 13.33/2.52 thf(f15294,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_19 | spl0_31 | ~spl0_239)),
% 13.33/2.52 inference(forward_subsumption_resolution,[],[f15275,f310])).
% 13.33/2.52 thf(f15297,definition,(
% 13.33/2.52 spl0_315 <=> (c5 = ((g @ (s @ (s @ c5)) @ c8)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_315])],[avatar_definition])).
% 13.33/2.52 thf(f15298,plain,(
% 13.33/2.52 (c5 != ((g @ (s @ (s @ c5)) @ c8))) | spl0_315),
% 13.33/2.52 inference(avatar_component_clause,[],[f15297])).
% 13.33/2.52 thf(f15299,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ (s @ c5)) @ c8))) | ~spl0_315),
% 13.33/2.52 inference(avatar_component_clause,[],[f15297])).
% 13.33/2.52 thf(f15301,definition,(
% 13.33/2.52 spl0_316 <=> (c3 = ((g @ (s @ (s @ c5)) @ c8)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_316])],[avatar_definition])).
% 13.33/2.52 thf(f15302,plain,(
% 13.33/2.52 (c3 != ((g @ (s @ (s @ c5)) @ c8))) | spl0_316),
% 13.33/2.52 inference(avatar_component_clause,[],[f15301])).
% 13.33/2.52 thf(f15303,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | ~spl0_316),
% 13.33/2.52 inference(avatar_component_clause,[],[f15301])).
% 13.33/2.52 thf(f15305,definition,(
% 13.33/2.52 spl0_317 <=> (c1 = ((g @ (s @ (s @ c5)) @ c8)))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_317])],[avatar_definition])).
% 13.33/2.52 thf(f15306,plain,(
% 13.33/2.52 (c1 != ((g @ (s @ (s @ c5)) @ c8))) | spl0_317),
% 13.33/2.52 inference(avatar_component_clause,[],[f15305])).
% 13.33/2.52 thf(f15307,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ (s @ c5)) @ c8))) | ~spl0_317),
% 13.33/2.52 inference(avatar_component_clause,[],[f15305])).
% 13.33/2.52 thf(f15308,plain,(
% 13.33/2.52 spl0_315 | spl0_316 | spl0_317 | ~spl0_19 | spl0_31 | ~spl0_239),
% 13.33/2.52 inference(avatar_split_clause,[],[f15291,f2733,f308,f173,f15305,f15301,f15297])).
% 13.33/2.52 thf(f15315,plain,(
% 13.33/2.52 spl0_315 | spl0_317 | spl0_316 | ~spl0_19 | spl0_31 | ~spl0_239),
% 13.33/2.52 inference(avatar_split_clause,[],[f15294,f2733,f308,f173,f15301,f15305,f15297])).
% 13.33/2.52 thf(f15319,definition,(
% 13.33/2.52 spl0_319 <=> (c5 = ((g @ (s @ (s @ c5)) @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_319])],[avatar_definition])).
% 13.33/2.52 thf(f15321,plain,(
% 13.33/2.52 (c5 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | ~spl0_319),
% 13.33/2.52 inference(avatar_component_clause,[],[f15319])).
% 13.33/2.52 thf(f15323,definition,(
% 13.33/2.52 spl0_320 <=> (c1 = ((g @ (s @ (s @ c5)) @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_320])],[avatar_definition])).
% 13.33/2.52 thf(f15324,plain,(
% 13.33/2.52 (c1 != ((g @ (s @ (s @ c5)) @ (s @ c5)))) | spl0_320),
% 13.33/2.52 inference(avatar_component_clause,[],[f15323])).
% 13.33/2.52 thf(f15325,plain,(
% 13.33/2.52 (c1 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | ~spl0_320),
% 13.33/2.52 inference(avatar_component_clause,[],[f15323])).
% 13.33/2.52 thf(f15327,definition,(
% 13.33/2.52 spl0_321 <=> (c3 = ((g @ (s @ (s @ c5)) @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_321])],[avatar_definition])).
% 13.33/2.52 thf(f15329,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ (s @ c5)))) | ~spl0_321),
% 13.33/2.52 inference(avatar_component_clause,[],[f15327])).
% 13.33/2.52 thf(f15332,plain,(
% 13.33/2.52 (c2 = ((g @ c5 @ c3))) | (c1 = ((g @ c4 @ c4))) | (c1 = ((g @ c5 @ c4))) | (c4 = ((g @ c5 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.52 inference(superposition,[],[f767,f38])).
% 13.33/2.52 thf(f15355,plain,(
% 13.33/2.52 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c4))) | (c3 = ((g @ (s @ (s @ X0)) @ c4))) | (c4 = ((g @ (s @ X0) @ c5))) | (c1 != c1) | (c2 = ((g @ (s @ X0) @ c3)))) ) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.52 inference(superposition,[],[f28,f767])).
% 13.33/2.52 thf(f15358,plain,(
% 13.33/2.52 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c4))) | (c2 = ((g @ (s @ X0) @ c3))) | (c4 = ((g @ (s @ X0) @ c5))) | (c1 = ((g @ X0 @ c4)))) ) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f15355])).
% 13.33/2.52 thf(f15387,plain,(
% 13.33/2.52 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c2))) | (c1 != c1) | (c2 = ((g @ (s @ X0) @ c1))) | (c4 = ((g @ (s @ X0) @ c3))) | (c1 = ((g @ X0 @ c2)))) ) | ~spl0_57),
% 13.33/2.52 inference(superposition,[],[f28,f1970])).
% 13.33/2.52 thf(f15394,plain,(
% 13.33/2.52 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c2))) | (c1 = ((g @ X0 @ c2))) | (c2 = ((g @ (s @ X0) @ c1))) | (c4 = ((g @ (s @ X0) @ c3)))) ) | ~spl0_57),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f15387])).
% 13.33/2.52 thf(f15421,plain,(
% 13.33/2.52 (c2 = ((g @ c4 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (c1 = ((g @ c4 @ (s @ (s @ c5))))) | (c4 = ((g @ c4 @ c8))) | (~spl0_7 | ~spl0_204)),
% 13.33/2.52 inference(superposition,[],[f2670,f68])).
% 13.33/2.52 thf(f15423,plain,(
% 13.33/2.52 (c4 = ((g @ c2 @ c8))) | (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c2 @ (s @ (s @ c5))))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_5 | ~spl0_204)),
% 13.33/2.52 inference(superposition,[],[f2670,f58])).
% 13.33/2.52 thf(f15425,plain,(
% 13.33/2.52 (c1 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c4 = ((g @ c8 @ c8))) | (~spl0_19 | ~spl0_204)),
% 13.33/2.52 inference(superposition,[],[f2670,f175])).
% 13.33/2.52 thf(f15529,plain,(
% 13.33/2.52 (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ c8))) | (~spl0_8 | ~spl0_212)),
% 13.33/2.52 inference(superposition,[],[f2916,f73])).
% 13.33/2.52 thf(f15531,plain,(
% 13.33/2.52 (c5 = ((g @ c1 @ c8))) | (c3 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((g @ c8 @ (s @ c5)))) | (~spl0_4 | ~spl0_212)),
% 13.33/2.52 inference(superposition,[],[f2916,f53])).
% 13.33/2.52 thf(f15686,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 != c2) | ~spl0_298),
% 13.33/2.52 inference(superposition,[],[f24,f8859])).
% 13.33/2.52 thf(f15688,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_298),
% 13.33/2.52 inference(trivial_inequality_removal,[],[f15686])).
% 13.33/2.52 thf(f15690,definition,(
% 13.33/2.52 spl0_322 <=> (c4 = ((g @ (s @ c5) @ (s @ c5))))),
% 13.33/2.52 introduced(definition,[new_symbols(definition,[spl0_322])],[avatar_definition])).
% 13.33/2.52 thf(f15692,plain,(
% 13.33/2.52 (c4 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_322),
% 13.33/2.52 inference(avatar_component_clause,[],[f15690])).
% 13.33/2.52 thf(f15693,plain,(
% 13.33/2.52 spl0_322 | ~spl0_298),
% 13.33/2.52 inference(avatar_split_clause,[],[f15688,f8857,f15690])).
% 13.33/2.52 thf(f15698,definition,(
% 13.33/2.52 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c8 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f15699,definition,(
% 13.33/2.52 (c3 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c3 = c4)),
% 13.33/2.52 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.52 thf(f15722,plain,(
% 13.33/2.52 (c3 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 != c1) | ~spl0_297),
% 13.33/2.52 inference(superposition,[],[f28,f8855])).
% 13.33/2.52 thf(f15723,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c5))) | ~spl0_297),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15722])).
% 13.33/2.53 thf(f15724,plain,(
% 13.33/2.53 (c1 = c3) | (~spl0_246 | ~spl0_297)),
% 13.33/2.53 inference(forward_demodulation,[],[f15723,f3106])).
% 13.33/2.53 thf(f15725,plain,(
% 13.33/2.53 $false | (spl0_73 | ~spl0_246 | ~spl0_297)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15724,f846])).
% 13.33/2.53 thf(f15726,plain,(
% 13.33/2.53 spl0_73 | ~spl0_246 | ~spl0_297),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f15725])).
% 13.33/2.53 thf(f15733,plain,(
% 13.33/2.53 (c5 != c5) | (c8 = c5) | (c5 = c1) | ~spl0_296),
% 13.33/2.53 inference(superposition,[],[f9,f8851])).
% 13.33/2.53 thf(f15740,plain,(
% 13.33/2.53 (c8 = c5) | (c5 = c1) | ~spl0_296),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15733])).
% 13.33/2.53 thf(f15744,plain,(
% 13.33/2.53 (c5 = c1) | (spl0_220 | ~spl0_296)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15740,f2073])).
% 13.33/2.53 thf(f15749,plain,(
% 13.33/2.53 $false | (spl0_12 | spl0_220 | ~spl0_296)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15744,f97])).
% 13.33/2.53 thf(f15750,plain,(
% 13.33/2.53 spl0_12 | spl0_220 | ~spl0_296),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f15749])).
% 13.33/2.53 thf(f15771,plain,(
% 13.33/2.53 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5)) @ c3))) | ~spl0_294),
% 13.33/2.53 inference(superposition,[],[f28,f8842])).
% 13.33/2.53 thf(f15772,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c3))) | ~spl0_294),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15771])).
% 13.33/2.53 thf(f15774,definition,(
% 13.33/2.53 spl0_323 <=> (c3 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_323])],[avatar_definition])).
% 13.33/2.53 thf(f15776,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c3))) | ~spl0_323),
% 13.33/2.53 inference(avatar_component_clause,[],[f15774])).
% 13.33/2.53 thf(f15777,plain,(
% 13.33/2.53 spl0_323 | ~spl0_294),
% 13.33/2.53 inference(avatar_split_clause,[],[f15772,f8840,f15774])).
% 13.33/2.53 thf(f15785,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c2 != c2) | (c3 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c1))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_298)),
% 13.33/2.53 inference(superposition,[],[f8858,f2964])).
% 13.33/2.53 thf(f15786,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c2 != c2) | (c5 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_87 | spl0_298)),
% 13.33/2.53 inference(superposition,[],[f8858,f3008])).
% 13.33/2.53 thf(f15788,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (c4 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_298)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15786])).
% 13.33/2.53 thf(f15789,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c1))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_298)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15785])).
% 13.33/2.53 thf(f15864,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = c4) | (c5 = ((g @ c5 @ (s @ c5)))) | ~spl0_278),
% 13.33/2.53 inference(superposition,[],[f6153,f402])).
% 13.33/2.53 thf(f15882,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = c4) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | ~spl0_308)),
% 13.33/2.53 inference(superposition,[],[f12323,f576])).
% 13.33/2.53 thf(f15889,plain,(
% 13.33/2.53 (c3 != c3) | (c1 = ((g @ c5 @ (s @ c5)))) | ~spl0_308),
% 13.33/2.53 inference(superposition,[],[f27,f12323])).
% 13.33/2.53 thf(f15896,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ (s @ c5)))) | ~spl0_308),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15889])).
% 13.33/2.53 thf(f15897,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ (s @ c5) @ c5))) | (c3 = c4) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_296 | ~spl0_308)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15882,f8850])).
% 13.33/2.53 thf(f15899,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (c3 = c4) | (~spl0_1 | spl0_245 | spl0_296 | ~spl0_308)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15897,f3074])).
% 13.33/2.53 thf(f15901,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c4))) | (c3 = c4) | (~spl0_1 | spl0_245 | spl0_296 | spl0_297 | ~spl0_308)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15899,f8854])).
% 13.33/2.53 thf(f15903,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | spl0_23 | spl0_245 | spl0_296 | spl0_297 | ~spl0_308)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15901,f233])).
% 13.33/2.53 thf(f15906,definition,(
% 13.33/2.53 spl0_324 <=> (c2 = ((g @ (s @ c5) @ c4)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_324])],[avatar_definition])).
% 13.33/2.53 thf(f15907,plain,(
% 13.33/2.53 (c2 != ((g @ (s @ c5) @ c4))) | spl0_324),
% 13.33/2.53 inference(avatar_component_clause,[],[f15906])).
% 13.33/2.53 thf(f15909,plain,(
% 13.33/2.53 spl0_324 | ~spl0_1 | spl0_23 | spl0_245 | spl0_296 | spl0_297 | ~spl0_308),
% 13.33/2.53 inference(avatar_split_clause,[],[f15903,f12321,f8853,f8849,f3073,f231,f36,f15906])).
% 13.33/2.53 thf(f15918,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c1 != c1) | ~spl0_317),
% 13.33/2.53 inference(superposition,[],[f28,f15307])).
% 13.33/2.53 thf(f15919,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | ~spl0_317),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15918])).
% 13.33/2.53 thf(f15920,plain,(
% 13.33/2.53 (c3 = ((g @ c8 @ c8))) | (~spl0_19 | ~spl0_317)),
% 13.33/2.53 inference(forward_demodulation,[],[f15919,f175])).
% 13.33/2.53 thf(f15922,definition,(
% 13.33/2.53 spl0_325 <=> (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_325])],[avatar_definition])).
% 13.33/2.53 thf(f15925,plain,(
% 13.33/2.53 spl0_325 | ~spl0_19 | ~spl0_317),
% 13.33/2.53 inference(avatar_split_clause,[],[f15920,f15305,f173,f15922])).
% 13.33/2.53 thf(f15926,definition,(
% 13.33/2.53 (c5 != ((g @ c8 @ c8))) | (c3 != ((g @ c8 @ c8))) | (c5 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f15936,plain,(
% 13.33/2.53 (c3 != c3) | (c1 = ((g @ (s @ c5) @ c8))) | ~spl0_316),
% 13.33/2.53 inference(superposition,[],[f27,f15303])).
% 13.33/2.53 thf(f15941,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c8))) | ~spl0_316),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15936])).
% 13.33/2.53 thf(f15943,definition,(
% 13.33/2.53 spl0_326 <=> (c1 = ((g @ (s @ c5) @ c8)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_326])],[avatar_definition])).
% 13.33/2.53 thf(f15946,plain,(
% 13.33/2.53 spl0_326 | ~spl0_316),
% 13.33/2.53 inference(avatar_split_clause,[],[f15941,f15301,f15943])).
% 13.33/2.53 thf(f15989,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ (s @ c5))) @ (s @ c5)))) | (c1 != c1) | ~spl0_320),
% 13.33/2.53 inference(superposition,[],[f28,f15325])).
% 13.33/2.53 thf(f15990,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ (s @ c5))) @ (s @ c5)))) | ~spl0_320),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f15989])).
% 13.33/2.53 thf(f15991,plain,(
% 13.33/2.53 (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_19 | ~spl0_320)),
% 13.33/2.53 inference(forward_demodulation,[],[f15990,f175])).
% 13.33/2.53 thf(f15992,plain,(
% 13.33/2.53 (c4 = ((g @ c5 @ c5))) | (c1 = ((g @ c4 @ c4))) | (c3 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.53 inference(superposition,[],[f15358,f38])).
% 13.33/2.53 thf(f15994,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c3) @ c4))) | (c1 = ((g @ c2 @ c4))) | (c4 = ((g @ c3 @ c5))) | (c2 = ((g @ c3 @ c3))) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20)),
% 13.33/2.53 inference(superposition,[],[f15358,f73])).
% 13.33/2.53 thf(f15996,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c1) @ c4))) | (c2 = ((g @ c1 @ c3))) | (c1 = ((g @ c8 @ c4))) | (c4 = ((g @ c1 @ c5))) | (~spl0_1 | ~spl0_4 | ~spl0_7 | spl0_16 | spl0_20)),
% 13.33/2.53 inference(superposition,[],[f15358,f53])).
% 13.33/2.53 thf(f15998,plain,(
% 13.33/2.53 (c3 = ((g @ c8 @ c4))) | (c1 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20)),
% 13.33/2.53 inference(superposition,[],[f15358,f175])).
% 13.33/2.53 thf(f16019,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ c8 @ c4))) | (c3 = c2) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | ~spl0_323)),
% 13.33/2.53 inference(forward_demodulation,[],[f15998,f15776])).
% 13.33/2.53 thf(f16022,plain,(
% 13.33/2.53 (c4 = ((g @ c1 @ c5))) | (c3 = ((g @ (s @ c1) @ c4))) | (c1 = ((g @ c8 @ c4))) | (~spl0_1 | ~spl0_4 | ~spl0_7 | spl0_16 | spl0_20 | spl0_59)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15996,f782])).
% 13.33/2.53 thf(f16028,plain,(
% 13.33/2.53 (c3 = ((g @ c8 @ c4))) | (c1 = ((g @ (s @ c5) @ c4))) | (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_30 | ~spl0_323)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16019,f301])).
% 13.33/2.53 thf(f16029,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c1) @ c4))) | (c4 = ((g @ c1 @ c5))) | (~spl0_1 | ~spl0_4 | ~spl0_7 | spl0_16 | spl0_20 | spl0_59)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16022,f15])).
% 13.33/2.53 thf(f16031,plain,(
% 13.33/2.53 (c3 = c4) | (c1 = ((g @ (s @ c5) @ c4))) | (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_30 | ~spl0_247 | ~spl0_323)),
% 13.33/2.53 inference(forward_demodulation,[],[f16028,f3145])).
% 13.33/2.53 thf(f16032,plain,(
% 13.33/2.53 (c3 = ((g @ c2 @ c4))) | (c4 = ((g @ c1 @ c5))) | (~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | spl0_16 | spl0_20 | spl0_59)),
% 13.33/2.53 inference(forward_demodulation,[],[f16029,f58])).
% 13.33/2.53 thf(f16034,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | spl0_30 | ~spl0_247 | ~spl0_323)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16031,f233])).
% 13.33/2.53 thf(f16035,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c4))) | (c1 = c4) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | spl0_30 | ~spl0_246 | ~spl0_247 | ~spl0_323)),
% 13.33/2.53 inference(forward_demodulation,[],[f16034,f3106])).
% 13.33/2.53 thf(f16036,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | spl0_30 | ~spl0_246 | ~spl0_247 | ~spl0_323)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16035,f218])).
% 13.33/2.53 thf(f16038,definition,(
% 13.33/2.53 spl0_327 <=> (c1 = ((g @ (s @ c5) @ c4)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_327])],[avatar_definition])).
% 13.33/2.53 thf(f16041,plain,(
% 13.33/2.53 spl0_327 | ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | spl0_30 | ~spl0_246 | ~spl0_247 | ~spl0_323),
% 13.33/2.53 inference(avatar_split_clause,[],[f16036,f15774,f3143,f3104,f299,f231,f216,f173,f130,f66,f36,f16038])).
% 13.33/2.53 thf(f16046,definition,(
% 13.33/2.53 (c5 != ((s @ c4))) | (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16054,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16073,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (c2 != ((s @ c1))) | (c1 = ((s @ c5)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16079,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16080,plain,(
% 13.33/2.53 (c3 = ((g @ c8 @ c4))) | (c1 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c4) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | ~spl0_246)),
% 13.33/2.53 inference(forward_demodulation,[],[f15998,f3106])).
% 13.33/2.53 thf(f16081,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_289 | spl0_298)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15789,f8820])).
% 13.33/2.53 thf(f16082,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_298 | spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15788,f10183])).
% 13.33/2.53 thf(f16083,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 = ((g @ c8 @ c4))) | (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | ~spl0_246)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16080,f218])).
% 13.33/2.53 thf(f16084,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c1))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_289 | spl0_296 | spl0_298)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16081,f8850])).
% 13.33/2.53 thf(f16086,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c4))) | (c3 = c4) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | ~spl0_246 | ~spl0_247)),
% 13.33/2.53 inference(forward_demodulation,[],[f16083,f3145])).
% 13.33/2.53 thf(f16087,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_296 | spl0_298)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16084,f3074])).
% 13.33/2.53 thf(f16089,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_246 | ~spl0_247)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16086,f233])).
% 13.33/2.53 thf(f16090,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_296 | spl0_298)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16087,f8824])).
% 13.33/2.53 thf(f16093,definition,(
% 13.33/2.53 spl0_328 <=> (c2 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_328])],[avatar_definition])).
% 13.33/2.53 thf(f16096,plain,(
% 13.33/2.53 spl0_328 | spl0_327 | ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_246 | ~spl0_247),
% 13.33/2.53 inference(avatar_split_clause,[],[f16089,f3143,f3104,f231,f216,f173,f130,f66,f36,f16038,f16093])).
% 13.33/2.53 thf(f16106,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ c3))) | (c3 != c3) | ~spl0_293),
% 13.33/2.53 inference(superposition,[],[f27,f8838])).
% 13.33/2.53 thf(f16113,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ c3))) | ~spl0_293),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f16106])).
% 13.33/2.53 thf(f16114,plain,(
% 13.33/2.53 $false | (spl0_79 | ~spl0_293)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16113,f882])).
% 13.33/2.53 thf(f16115,plain,(
% 13.33/2.53 spl0_79 | ~spl0_293),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f16114])).
% 13.33/2.53 thf(f16121,plain,(
% 13.33/2.53 (c5 != c5) | (c8 = c3) | (c1 = c3) | ~spl0_292),
% 13.33/2.53 inference(superposition,[],[f9,f8834])).
% 13.33/2.53 thf(f16128,plain,(
% 13.33/2.53 (c8 = c3) | (c1 = c3) | ~spl0_292),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f16121])).
% 13.33/2.53 thf(f16132,plain,(
% 13.33/2.53 (c1 = c3) | (spl0_223 | ~spl0_292)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16128,f2211])).
% 13.33/2.53 thf(f16137,plain,(
% 13.33/2.53 $false | (spl0_73 | spl0_223 | ~spl0_292)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16132,f846])).
% 13.33/2.53 thf(f16138,plain,(
% 13.33/2.53 spl0_73 | spl0_223 | ~spl0_292),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f16137])).
% 13.33/2.53 thf(f16143,plain,(
% 13.33/2.53 (c5 = c4) | (c2 = c4) | (c1 = ((g @ (s @ c5) @ c1))) | (c1 = c4) | (c5 = ((g @ (s @ c5) @ c1))) | (spl0_23 | ~spl0_83 | spl0_290 | ~spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15134,f8824])).
% 13.33/2.53 thf(f16157,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c1))) | (c1 = c4) | (c1 = ((g @ (s @ c5) @ c1))) | (c2 = c4) | (spl0_10 | spl0_23 | ~spl0_83 | spl0_290 | ~spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16143,f85])).
% 13.33/2.53 thf(f16188,plain,(
% 13.33/2.53 (c5 != c5) | (c1 = ((s @ c5))) | (c8 = ((s @ c5))) | ~spl0_291),
% 13.33/2.53 inference(superposition,[],[f12,f8829])).
% 13.33/2.53 thf(f16192,plain,(
% 13.33/2.53 (c1 = ((s @ c5))) | (c8 = ((s @ c5))) | ~spl0_291),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f16188])).
% 13.33/2.53 thf(f16194,plain,(
% 13.33/2.53 (c8 = ((s @ c5))) | (spl0_211 | ~spl0_291)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16192,f1880])).
% 13.33/2.53 thf(f16197,plain,(
% 13.33/2.53 $false | (spl0_210 | spl0_211 | ~spl0_291)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16194,f1875])).
% 13.33/2.53 thf(f16198,plain,(
% 13.33/2.53 spl0_210 | spl0_211 | ~spl0_291),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f16197])).
% 13.33/2.53 thf(f16205,plain,(
% 13.33/2.53 (c2 = c4) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (spl0_10 | spl0_20 | spl0_23 | ~spl0_83 | spl0_290 | ~spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16157,f218])).
% 13.33/2.53 thf(f16209,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_83 | spl0_290 | ~spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16205,f228])).
% 13.33/2.53 thf(f16212,plain,(
% 13.33/2.53 spl0_289 | spl0_291 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_83 | spl0_290 | ~spl0_301),
% 13.33/2.53 inference(avatar_split_clause,[],[f16209,f10182,f8823,f901,f231,f226,f216,f83,f8827,f8819])).
% 13.33/2.53 thf(f16268,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ c5) @ (s @ c2)))) | (c2 != c2) | ~spl0_310),
% 13.33/2.53 inference(superposition,[],[f24,f15138])).
% 13.33/2.53 thf(f16270,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ c5) @ (s @ c2)))) | ~spl0_310),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f16268])).
% 13.33/2.53 thf(f16271,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_310)),
% 13.33/2.53 inference(forward_demodulation,[],[f16270,f73])).
% 13.33/2.53 thf(f16285,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ c2))) | (c4 = ((g @ c5 @ c3))) | (c3 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ c5 @ c1))) | (~spl0_1 | ~spl0_57)),
% 13.33/2.53 inference(superposition,[],[f15394,f38])).
% 13.33/2.53 thf(f16287,plain,(
% 13.33/2.53 (c2 = ((g @ c3 @ c1))) | (c4 = ((g @ c3 @ c3))) | (c1 = ((g @ c2 @ c2))) | (c3 = ((g @ (s @ c3) @ c2))) | (~spl0_8 | ~spl0_57)),
% 13.33/2.53 inference(superposition,[],[f15394,f73])).
% 13.33/2.53 thf(f16291,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 = ((g @ c8 @ c2))) | (c1 = ((g @ (s @ c5) @ c2))) | (~spl0_19 | ~spl0_57)),
% 13.33/2.53 inference(superposition,[],[f15394,f175])).
% 13.33/2.53 thf(f16318,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c2))) | (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_19 | ~spl0_57 | spl0_201)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16291,f1552])).
% 13.33/2.53 thf(f16319,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_19 | ~spl0_57 | spl0_201 | spl0_300)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16318,f10179])).
% 13.33/2.53 thf(f16320,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 = c2) | (~spl0_19 | ~spl0_57 | spl0_201 | spl0_300 | ~spl0_309)),
% 13.33/2.53 inference(forward_demodulation,[],[f16319,f12559])).
% 13.33/2.53 thf(f16321,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_19 | spl0_30 | ~spl0_57 | spl0_201 | spl0_300 | ~spl0_309)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16320,f301])).
% 13.33/2.53 thf(f16323,definition,(
% 13.33/2.53 spl0_329 <=> (c4 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_329])],[avatar_definition])).
% 13.33/2.53 thf(f16326,plain,(
% 13.33/2.53 spl0_329 | ~spl0_19 | spl0_30 | ~spl0_57 | spl0_201 | spl0_300 | ~spl0_309),
% 13.33/2.53 inference(avatar_split_clause,[],[f16321,f12557,f10178,f1551,f700,f299,f173,f16323])).
% 13.33/2.53 thf(f16327,definition,(
% 13.33/2.53 (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16332,definition,(
% 13.33/2.53 (c5 != ((s @ c4))) | (c3 != ((g @ c5 @ c3))) | (c1 != ((g @ c5 @ c3))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16361,definition,(
% 13.33/2.53 (c3 != ((g @ c5 @ c3))) | (c1 != ((g @ c5 @ c3))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16383,definition,(
% 13.33/2.53 (c4 != ((g @ c2 @ c5))) | (c1 != ((g @ c2 @ c5))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16387,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16389,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16390,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((g @ c3 @ c3))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c3))) | (c4 = ((g @ c3 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16403,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16404,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c4 @ c1)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16412,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c2 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16465,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ c1))) | (c1 != ((g @ c5 @ c1))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16466,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ c1))) | (c1 != ((g @ c5 @ c1))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16467,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c5 @ c1))) | (c1 != ((g @ c5 @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c4 @ c1)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16484,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c3))) | (c2 != ((g @ c4 @ c3))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16506,plain,(
% 13.33/2.53 (c1 = ((g @ c8 @ (s @ c5)))) | (c5 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((g @ c1 @ (s @ c5)))) | (c3 = ((g @ c1 @ c8))) | (~spl0_4 | spl0_166 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15531,f1309])).
% 13.33/2.53 thf(f16531,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ (s @ c5)))) | (c5 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = c4) | (spl0_126 | ~spl0_278)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15864,f1119])).
% 13.33/2.53 thf(f16537,definition,(
% 13.33/2.53 spl0_330 <=> (c2 = ((g @ (s @ (s @ c5)) @ c1)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_330])],[avatar_definition])).
% 13.33/2.53 thf(f16540,plain,(
% 13.33/2.53 spl0_329 | spl0_330 | ~spl0_19 | ~spl0_57 | spl0_201 | spl0_300),
% 13.33/2.53 inference(avatar_split_clause,[],[f16319,f10178,f1551,f700,f173,f16537,f16323])).
% 13.33/2.53 thf(f16553,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (c1 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (c5 = ((g @ c3 @ c8))) | (~spl0_8 | spl0_123 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15529,f1095])).
% 13.33/2.53 thf(f16577,plain,(
% 13.33/2.53 (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ (s @ c5)))) | (c3 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | (~spl0_4 | spl0_166 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16506,f15])).
% 13.33/2.53 thf(f16600,plain,(
% 13.33/2.53 (c5 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | (spl0_22 | spl0_126 | ~spl0_278)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16531,f228])).
% 13.33/2.53 thf(f16615,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ c8))) | (c5 = ((g @ c3 @ c8))) | (c1 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (~spl0_8 | spl0_95 | spl0_123 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16553,f959])).
% 13.33/2.53 thf(f16638,plain,(
% 13.33/2.53 (c2 = ((g @ c1 @ c5))) | (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ (s @ c5)))) | (~spl0_4 | spl0_166 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16577,f16])).
% 13.33/2.53 thf(f16660,plain,(
% 13.33/2.53 spl0_244 | spl0_279 | spl0_280 | spl0_22 | spl0_126 | ~spl0_278),
% 13.33/2.53 inference(avatar_split_clause,[],[f16600,f6151,f1118,f226,f6168,f6164,f2808])).
% 13.33/2.53 thf(f16751,plain,(
% 13.33/2.53 (c5 != c5) | (c8 = c1) | (c8 = c1) | ~spl0_167),
% 13.33/2.53 inference(superposition,[],[f10,f1315])).
% 13.33/2.53 thf(f16754,plain,(
% 13.33/2.53 (c8 = c1) | (c5 != c5) | ~spl0_167),
% 13.33/2.53 inference(duplicate_literal_removal,[],[f16751])).
% 13.33/2.53 thf(f16755,plain,(
% 13.33/2.53 (c8 = c1) | ~spl0_167),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f16754])).
% 13.33/2.53 thf(f16756,plain,(
% 13.33/2.53 $false | (~spl0_167 | spl0_197)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16755,f1484])).
% 13.33/2.53 thf(f16757,plain,(
% 13.33/2.53 ~spl0_167 | spl0_197),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f16756])).
% 13.33/2.53 thf(f16820,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c8 != c1) | (c8 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16841,definition,(
% 13.33/2.53 (c4 != ((g @ c2 @ c5))) | (c2 != ((g @ c2 @ c5))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16864,definition,(
% 13.33/2.53 (c1 != ((g @ c4 @ (s @ c5)))) | (c3 != ((g @ c4 @ (s @ c5)))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16873,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c3 != ((g @ c4 @ (s @ c5)))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16875,definition,(
% 13.33/2.53 (c3 != ((g @ c5 @ (s @ c5)))) | (c1 != ((g @ c5 @ (s @ c5)))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f16883,plain,(
% 13.33/2.53 (c3 = c4) | (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | ~spl0_247)),
% 13.33/2.53 inference(forward_demodulation,[],[f15998,f3145])).
% 13.33/2.53 thf(f16900,plain,(
% 13.33/2.53 (c5 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ (s @ c5)))) | (~spl0_4 | spl0_156 | spl0_166 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16638,f1263])).
% 13.33/2.53 thf(f16974,definition,(
% 13.33/2.53 spl0_331 <=> (c2 = ((g @ (s @ (s @ c5)) @ c5)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_331])],[avatar_definition])).
% 13.33/2.53 thf(f17052,plain,(
% 13.33/2.53 (c1 = ((g @ c1 @ (s @ c5)))) | (c5 = ((g @ c1 @ c8))) | (spl0_156 | spl0_166 | ~spl0_212)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f3476,f1263])).
% 13.33/2.53 thf(f17109,plain,(
% 13.33/2.53 spl0_244 | ~spl0_308),
% 13.33/2.53 inference(avatar_split_clause,[],[f15896,f12321,f2808])).
% 13.33/2.53 thf(f17132,plain,(
% 13.33/2.53 spl0_319 | spl0_320 | spl0_331 | spl0_321 | spl0_20 | ~spl0_239),
% 13.33/2.53 inference(avatar_split_clause,[],[f15292,f2733,f216,f15327,f16974,f15323,f15319])).
% 13.33/2.53 thf(f17182,plain,(
% 13.33/2.53 (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_247)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16883,f233])).
% 13.33/2.53 thf(f17284,plain,(
% 13.33/2.53 spl0_250 | spl0_167 | spl0_156 | spl0_166 | ~spl0_212),
% 13.33/2.53 inference(avatar_split_clause,[],[f17052,f1883,f1308,f1262,f1313,f3465])).
% 13.33/2.53 thf(f17368,definition,(
% 13.33/2.53 spl0_332 <=> (c4 = ((g @ (s @ (s @ c5)) @ c5)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_332])],[avatar_definition])).
% 13.33/2.53 thf(f17371,plain,(
% 13.33/2.53 spl0_328 | spl0_327 | spl0_332 | ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_247),
% 13.33/2.53 inference(avatar_split_clause,[],[f17182,f3143,f231,f216,f173,f130,f66,f36,f17368,f16038,f16093])).
% 13.33/2.53 thf(f17622,definition,(
% 13.33/2.53 (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17642,plain,(
% 13.33/2.53 (c1 = ((g @ c2 @ c5))) | (c3 = c4) | (c5 = ((g @ c2 @ c5))) | (c3 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_262)),
% 13.33/2.53 inference(superposition,[],[f576,f4501])).
% 13.33/2.53 thf(f17780,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 != c1) | ~spl0_297),
% 13.33/2.53 inference(superposition,[],[f28,f8855])).
% 13.33/2.53 thf(f17781,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c5))) | ~spl0_297),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f17780])).
% 13.33/2.53 thf(f17783,definition,(
% 13.33/2.53 spl0_333 <=> (c3 = ((g @ (s @ (s @ c5)) @ c5)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_333])],[avatar_definition])).
% 13.33/2.53 thf(f17786,plain,(
% 13.33/2.53 spl0_333 | ~spl0_297),
% 13.33/2.53 inference(avatar_split_clause,[],[f17781,f8853,f17783])).
% 13.33/2.53 thf(f17789,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 != ((g @ (s @ (s @ c5)) @ c5))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17793,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ (s @ (s @ c5)) @ c5))) | (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17796,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ (s @ c5)) @ c5))) | (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17810,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ (s @ (s @ c5)) @ c5))) | (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17874,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (c2 = c4) | (c3 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | ~spl0_314)),
% 13.33/2.53 inference(superposition,[],[f258,f15271])).
% 13.33/2.53 thf(f17973,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 != c3) | ~spl0_321),
% 13.33/2.53 inference(superposition,[],[f27,f15329])).
% 13.33/2.53 thf(f17980,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_321),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f17973])).
% 13.33/2.53 thf(f17982,definition,(
% 13.33/2.53 spl0_337 <=> (c1 = ((g @ (s @ c5) @ (s @ c5))))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_337])],[avatar_definition])).
% 13.33/2.53 thf(f17985,plain,(
% 13.33/2.53 spl0_337 | ~spl0_321),
% 13.33/2.53 inference(avatar_split_clause,[],[f17980,f15327,f17982])).
% 13.33/2.53 thf(f17989,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ c5) @ (s @ c5)))) | (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f17998,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c3 != ((g @ (s @ c5) @ (s @ c5)))) | (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18000,plain,(
% 13.33/2.53 spl0_306 | ~spl0_19 | ~spl0_320),
% 13.33/2.53 inference(avatar_split_clause,[],[f15991,f15323,f173,f11673])).
% 13.33/2.53 thf(f18018,plain,(
% 13.33/2.53 (c1 = ((s @ (s @ c5)))) | (c5 != c5) | (c8 = ((s @ (s @ c5)))) | ~spl0_319),
% 13.33/2.53 inference(superposition,[],[f12,f15321])).
% 13.33/2.53 thf(f18023,plain,(
% 13.33/2.53 (c1 = ((s @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | ~spl0_319),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18018])).
% 13.33/2.53 thf(f18027,plain,(
% 13.33/2.53 (c8 = ((s @ (s @ c5)))) | (spl0_206 | ~spl0_319)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18023,f1802])).
% 13.33/2.53 thf(f18033,plain,(
% 13.33/2.53 $false | (spl0_205 | spl0_206 | ~spl0_319)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18027,f1798])).
% 13.33/2.53 thf(f18034,plain,(
% 13.33/2.53 spl0_205 | spl0_206 | ~spl0_319),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f18033])).
% 13.33/2.53 thf(f18039,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ c8 @ (s @ c5)))) | (c4 != ((g @ c8 @ (s @ c5)))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18055,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ c8 @ (s @ c5)))) | (c4 != ((g @ c8 @ (s @ c5)))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18058,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18059,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c4 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18061,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c8))) | (c3 != ((g @ c4 @ c8))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18102,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18109,definition,(
% 13.33/2.53 (c4 != ((g @ c5 @ c5))) | (c3 != ((g @ c5 @ c5))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18119,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ (s @ (s @ c5))))) | (c4 = ((g @ c4 @ c8))) | (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (~spl0_7 | ~spl0_204 | spl0_233)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15421,f2703])).
% 13.33/2.53 thf(f18138,plain,(
% 13.33/2.53 (c5 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (c1 = c3) | (~spl0_8 | spl0_95 | spl0_123 | ~spl0_212 | ~spl0_262)),
% 13.33/2.53 inference(forward_demodulation,[],[f16615,f4501])).
% 13.33/2.53 thf(f18151,plain,(
% 13.33/2.53 (c2 = c4) | (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_296 | ~spl0_314)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f17874,f8850])).
% 13.33/2.53 thf(f18167,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (c4 = ((g @ c4 @ c8))) | (~spl0_7 | spl0_140 | ~spl0_204 | spl0_233)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18119,f1186])).
% 13.33/2.53 thf(f18190,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_22 | spl0_296 | ~spl0_314)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18151,f228])).
% 13.33/2.53 thf(f18217,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_22 | spl0_245 | spl0_296 | ~spl0_314)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18190,f3074])).
% 13.33/2.53 thf(f18232,plain,(
% 13.33/2.53 spl0_297 | spl0_298 | ~spl0_1 | spl0_22 | spl0_245 | spl0_296 | ~spl0_314),
% 13.33/2.53 inference(avatar_split_clause,[],[f18217,f15269,f8849,f3073,f226,f36,f8857,f8853])).
% 13.33/2.53 thf(f18276,plain,(
% 13.33/2.53 (c4 = ((g @ c8 @ c3))) | (c5 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c5))) | (c2 != c2) | (c3 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_188)),
% 13.33/2.53 inference(superposition,[],[f1415,f3008])).
% 13.33/2.53 thf(f18278,plain,(
% 13.33/2.53 (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c1 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c3))) | (c4 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_188)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18276])).
% 13.33/2.53 thf(f18316,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ (s @ c5)))) | (c5 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (c1 = c4) | ~spl0_136),
% 13.33/2.53 inference(superposition,[],[f402,f1167])).
% 13.33/2.53 thf(f18394,plain,(
% 13.33/2.53 (c1 = c4) | (c2 = ((g @ c4 @ c4))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_243)),
% 13.33/2.53 inference(superposition,[],[f576,f2806])).
% 13.33/2.53 thf(f18435,plain,(
% 13.33/2.53 (c1 = ((g @ c2 @ (s @ c5)))) | (c3 != c3) | (~spl0_8 | ~spl0_273)),
% 13.33/2.53 inference(superposition,[],[f153,f6039])).
% 13.33/2.53 thf(f18442,plain,(
% 13.33/2.53 (c1 = ((g @ c2 @ (s @ c5)))) | (~spl0_8 | ~spl0_273)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18435])).
% 13.33/2.53 thf(f18443,plain,(
% 13.33/2.53 spl0_242 | ~spl0_8 | ~spl0_273),
% 13.33/2.53 inference(avatar_split_clause,[],[f18442,f6037,f71,f2799])).
% 13.33/2.53 thf(f18468,plain,(
% 13.33/2.53 (c8 = c3) | (c1 = c3) | (c5 != c5) | ~spl0_274),
% 13.33/2.53 inference(superposition,[],[f12,f6043])).
% 13.33/2.53 thf(f18473,plain,(
% 13.33/2.53 (c1 = c3) | (c8 = c3) | ~spl0_274),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18468])).
% 13.33/2.53 thf(f18477,plain,(
% 13.33/2.53 (c8 = c3) | (spl0_73 | ~spl0_274)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18473,f846])).
% 13.33/2.53 thf(f18483,plain,(
% 13.33/2.53 $false | (spl0_73 | spl0_223 | ~spl0_274)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18477,f2211])).
% 13.33/2.53 thf(f18484,plain,(
% 13.33/2.53 spl0_73 | spl0_223 | ~spl0_274),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f18483])).
% 13.33/2.53 thf(f18491,definition,(
% 13.33/2.53 (c5 != ((s @ c4))) | (c1 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18499,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18536,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c1 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18541,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_30 | ~spl0_222)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f12267,f301])).
% 13.33/2.53 thf(f18542,plain,(
% 13.33/2.53 (c5 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (c1 = c4) | (c3 = ((g @ c3 @ (s @ c5)))) | (~spl0_136 | spl0_241)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18316,f2796])).
% 13.33/2.53 thf(f18548,plain,(
% 13.33/2.53 (c2 = ((g @ c3 @ c5))) | (c5 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (spl0_20 | ~spl0_136 | spl0_241)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18542,f218])).
% 13.33/2.53 thf(f18554,plain,(
% 13.33/2.53 (c5 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ c5))) | (spl0_20 | ~spl0_136 | spl0_241 | spl0_273)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18548,f6038])).
% 13.33/2.53 thf(f18560,plain,(
% 13.33/2.53 spl0_274 | spl0_95 | spl0_20 | ~spl0_136 | spl0_241 | spl0_273),
% 13.33/2.53 inference(avatar_split_clause,[],[f18554,f6037,f2795,f1165,f216,f958,f6041])).
% 13.33/2.53 thf(f18566,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c4))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_20 | ~spl0_243)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18394,f218])).
% 13.33/2.53 thf(f18567,plain,(
% 13.33/2.53 $false | (~spl0_1 | spl0_125 | ~spl0_150)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f11904,f1115])).
% 13.33/2.53 thf(f18568,plain,(
% 13.33/2.53 ~spl0_1 | spl0_125 | ~spl0_150),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f18567])).
% 13.33/2.53 thf(f18569,plain,(
% 13.33/2.53 (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_30 | spl0_148 | ~spl0_222)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18541,f1224])).
% 13.33/2.53 thf(f18571,plain,(
% 13.33/2.53 (c3 = c2) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_20 | ~spl0_222 | ~spl0_243)),
% 13.33/2.53 inference(forward_demodulation,[],[f18566,f2177])).
% 13.33/2.53 thf(f18572,plain,(
% 13.33/2.53 spl0_149 | spl0_150 | spl0_151 | ~spl0_1 | spl0_30 | spl0_148 | ~spl0_222),
% 13.33/2.53 inference(avatar_split_clause,[],[f18569,f2175,f1223,f299,f36,f1235,f1231,f1227])).
% 13.33/2.53 thf(f18574,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_20 | spl0_30 | ~spl0_222 | ~spl0_243)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18571,f301])).
% 13.33/2.53 thf(f18575,plain,(
% 13.33/2.53 spl0_150 | spl0_149 | spl0_151 | ~spl0_1 | spl0_20 | spl0_30 | ~spl0_222 | ~spl0_243),
% 13.33/2.53 inference(avatar_split_clause,[],[f18574,f2804,f2175,f299,f216,f36,f1235,f1227,f1231])).
% 13.33/2.53 thf(f18596,plain,(
% 13.33/2.53 (c5 = c1) | (c5 != c5) | (c8 = c4) | ~spl0_149),
% 13.33/2.53 inference(superposition,[],[f10,f1229])).
% 13.33/2.53 thf(f18601,plain,(
% 13.33/2.53 (c8 = c4) | (c5 = c1) | ~spl0_149),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18596])).
% 13.33/2.53 thf(f18605,plain,(
% 13.33/2.53 (c5 = c1) | (spl0_16 | ~spl0_149)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18601,f132])).
% 13.33/2.53 thf(f18609,plain,(
% 13.33/2.53 $false | (spl0_12 | spl0_16 | ~spl0_149)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18605,f97])).
% 13.33/2.53 thf(f18610,plain,(
% 13.33/2.53 spl0_12 | spl0_16 | ~spl0_149),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f18609])).
% 13.33/2.53 thf(f18626,definition,(
% 13.33/2.53 (c2 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18672,definition,(
% 13.33/2.53 (c2 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18727,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c3) @ c4))) | (c4 = ((g @ c3 @ c5))) | (c1 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_61)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15994,f793])).
% 13.33/2.53 thf(f18731,plain,(
% 13.33/2.53 spl0_58 | spl0_219 | ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | spl0_16 | spl0_20 | spl0_59),
% 13.33/2.53 inference(avatar_split_clause,[],[f16032,f781,f216,f130,f66,f56,f51,f36,f2023,f777])).
% 13.33/2.53 thf(f18733,plain,(
% 13.33/2.53 (c3 = ((g @ c2 @ c5))) | (c5 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_23 | ~spl0_262)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f17642,f233])).
% 13.33/2.53 thf(f18737,definition,(
% 13.33/2.53 spl0_338 <=> (c2 = ((g @ c4 @ c4)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_338])],[avatar_definition])).
% 13.33/2.53 thf(f18739,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c4))) | ~spl0_338),
% 13.33/2.53 inference(avatar_component_clause,[],[f18737])).
% 13.33/2.53 thf(f18742,plain,(
% 13.33/2.53 spl0_338 | spl0_150 | spl0_151 | spl0_149 | ~spl0_1 | spl0_20 | ~spl0_243),
% 13.33/2.53 inference(avatar_split_clause,[],[f18566,f2804,f216,f36,f1227,f1235,f1231,f18737])).
% 13.33/2.53 thf(f18746,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c3) @ c4))) | (c1 = ((g @ c2 @ c4))) | (c2 = c4) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_61 | ~spl0_95)),
% 13.33/2.53 inference(forward_demodulation,[],[f18727,f960])).
% 13.33/2.53 thf(f18751,plain,(
% 13.33/2.53 (c3 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_23 | spl0_105 | ~spl0_262)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18733,f1003])).
% 13.33/2.53 thf(f18756,definition,(
% 13.33/2.53 spl0_339 <=> (c3 = ((g @ c3 @ c4)))),
% 13.33/2.53 introduced(definition,[new_symbols(definition,[spl0_339])],[avatar_definition])).
% 13.33/2.53 thf(f18762,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c3) @ c4))) | (c1 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_22 | spl0_61 | ~spl0_95)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18746,f228])).
% 13.33/2.53 thf(f18766,plain,(
% 13.33/2.53 spl0_281 | spl0_102 | spl0_104 | ~spl0_1 | spl0_23 | spl0_105 | ~spl0_262),
% 13.33/2.53 inference(avatar_split_clause,[],[f18751,f4499,f1002,f231,f36,f998,f990,f6198])).
% 13.33/2.53 thf(f18770,plain,(
% 13.33/2.53 (c1 = ((g @ c2 @ c4))) | (c3 = ((g @ c4 @ c4))) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_22 | spl0_61 | ~spl0_95)),
% 13.33/2.53 inference(forward_demodulation,[],[f18762,f68])).
% 13.33/2.53 thf(f18775,plain,(
% 13.33/2.53 spl0_222 | spl0_63 | ~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_22 | spl0_61 | ~spl0_95),
% 13.33/2.53 inference(avatar_split_clause,[],[f18770,f958,f792,f226,f216,f130,f71,f66,f36,f800,f2175])).
% 13.33/2.53 thf(f18824,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c1 != ((g @ c2 @ c4))) | (c2 != ((g @ c2 @ c4))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18837,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c2) @ c5))) | (c1 != c1) | ~spl0_102),
% 13.33/2.53 inference(superposition,[],[f28,f992])).
% 13.33/2.53 thf(f18838,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c2) @ c5))) | ~spl0_102),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f18837])).
% 13.33/2.53 thf(f18839,plain,(
% 13.33/2.53 (c3 = ((g @ c3 @ c5))) | (~spl0_8 | ~spl0_102)),
% 13.33/2.53 inference(forward_demodulation,[],[f18838,f73])).
% 13.33/2.53 thf(f18840,plain,(
% 13.33/2.53 $false | (~spl0_8 | spl0_96 | ~spl0_102)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f18839,f963])).
% 13.33/2.53 thf(f18841,plain,(
% 13.33/2.53 ~spl0_8 | spl0_96 | ~spl0_102),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f18840])).
% 13.33/2.53 thf(f18851,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18886,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c3 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (c2 != ((s @ c1))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f18894,plain,(
% 13.33/2.53 spl0_93 | ~spl0_5 | ~spl0_166),
% 13.33/2.53 inference(avatar_split_clause,[],[f6644,f1308,f56,f948])).
% 13.33/2.53 thf(f19114,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c2) @ c4))) | (c1 != c1) | ~spl0_63),
% 13.33/2.53 inference(superposition,[],[f28,f802])).
% 13.33/2.53 thf(f19115,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c2) @ c4))) | ~spl0_63),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f19114])).
% 13.33/2.53 thf(f19116,plain,(
% 13.33/2.53 (c3 = ((g @ c3 @ c4))) | (~spl0_8 | ~spl0_63)),
% 13.33/2.53 inference(forward_demodulation,[],[f19115,f73])).
% 13.33/2.53 thf(f19119,plain,(
% 13.33/2.53 spl0_339 | ~spl0_8 | ~spl0_63),
% 13.33/2.53 inference(avatar_split_clause,[],[f19116,f800,f71,f18756])).
% 13.33/2.53 thf(f19135,definition,(
% 13.33/2.53 (c3 != ((g @ c2 @ c8))) | (c4 != ((g @ c2 @ c8))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19163,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c3 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19183,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c3 != ((g @ c3 @ (s @ (s @ c5))))) | (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c5 != ((g @ c8 @ c8))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19216,plain,(
% 13.33/2.53 (c1 = ((g @ c1 @ (s @ c5)))) | (c5 = ((g @ c1 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c1 @ (s @ c5)))) | (c1 = c4) | ~spl0_92),
% 13.33/2.53 inference(superposition,[],[f946,f402])).
% 13.33/2.53 thf(f19230,plain,(
% 13.33/2.53 (c1 = ((g @ c1 @ (s @ c5)))) | (c5 = ((g @ c1 @ (s @ c5)))) | (c3 = ((g @ c1 @ (s @ c5)))) | (c1 = c4) | (~spl0_92 | spl0_156)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19216,f1263])).
% 13.33/2.53 thf(f19232,plain,(
% 13.33/2.53 (c1 = c4) | (c5 = ((g @ c1 @ (s @ c5)))) | (c1 = ((g @ c1 @ (s @ c5)))) | (~spl0_92 | spl0_156)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19230,f16])).
% 13.33/2.53 thf(f19234,plain,(
% 13.33/2.53 (c5 = ((g @ c1 @ (s @ c5)))) | (c1 = ((g @ c1 @ (s @ c5)))) | (spl0_20 | ~spl0_92 | spl0_156)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19232,f218])).
% 13.33/2.53 thf(f19236,plain,(
% 13.33/2.53 spl0_261 | spl0_250 | spl0_20 | ~spl0_92 | spl0_156),
% 13.33/2.53 inference(avatar_split_clause,[],[f19234,f1262,f944,f216,f3465,f4156])).
% 13.33/2.53 thf(f19247,plain,(
% 13.33/2.53 (c8 = c1) | (c5 != c5) | (c1 = ((s @ c5))) | ~spl0_261),
% 13.33/2.53 inference(superposition,[],[f10,f4158])).
% 13.33/2.53 thf(f19251,plain,(
% 13.33/2.53 (c1 = ((s @ c5))) | (c8 = c1) | ~spl0_261),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f19247])).
% 13.33/2.53 thf(f19255,plain,(
% 13.33/2.53 (c8 = c1) | (spl0_211 | ~spl0_261)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19251,f1880])).
% 13.33/2.53 thf(f19260,plain,(
% 13.33/2.53 $false | (spl0_197 | spl0_211 | ~spl0_261)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19255,f1484])).
% 13.33/2.53 thf(f19261,plain,(
% 13.33/2.53 spl0_197 | spl0_211 | ~spl0_261),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f19260])).
% 13.33/2.53 thf(f19277,plain,(
% 13.33/2.53 (c3 = c4) | (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_5 | ~spl0_93 | ~spl0_204)),
% 13.33/2.53 inference(forward_demodulation,[],[f15423,f950])).
% 13.33/2.53 thf(f19354,plain,(
% 13.33/2.53 (c3 = c2) | (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (c5 = ((g @ c3 @ c8))) | (~spl0_19 | ~spl0_264)),
% 13.33/2.53 inference(superposition,[],[f4510,f274])).
% 13.33/2.53 thf(f19384,plain,(
% 13.33/2.53 (c5 != c5) | (c8 = c1) | (c8 = c3) | ~spl0_121),
% 13.33/2.53 inference(superposition,[],[f10,f1088])).
% 13.33/2.53 thf(f19388,plain,(
% 13.33/2.53 (c8 = c3) | (c8 = c1) | ~spl0_121),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f19384])).
% 13.33/2.53 thf(f19390,plain,(
% 13.33/2.53 (c8 = c1) | (~spl0_121 | spl0_223)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19388,f2211])).
% 13.33/2.53 thf(f19392,plain,(
% 13.33/2.53 $false | (~spl0_121 | spl0_197 | spl0_223)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19390,f1484])).
% 13.33/2.53 thf(f19393,plain,(
% 13.33/2.53 ~spl0_121 | spl0_197 | spl0_223),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f19392])).
% 13.33/2.53 thf(f19401,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19416,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19419,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19423,definition,(
% 13.33/2.53 (c3 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19429,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c3 != ((g @ c5 @ c5))) | (c1 != ((g @ c5 @ c5))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19430,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c5))) | (c2 != ((g @ c4 @ c5))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19431,definition,(
% 13.33/2.53 (c4 != ((g @ c2 @ c3))) | (c2 != ((g @ c2 @ c3))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19457,definition,(
% 13.33/2.53 (c3 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19467,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (c3 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19469,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c5))) | (c1 != ((g @ c4 @ c5))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19533,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19536,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19554,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19569,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19589,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c3 != ((g @ (s @ c5) @ c4))) | (c1 != ((g @ (s @ c5) @ c4))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19590,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c5 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19591,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19605,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ c2))) | (c1 != ((g @ c4 @ c2))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19611,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (c3 != ((g @ c4 @ c2))) | (c1 != ((g @ c4 @ c2))) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19626,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ (s @ (s @ c5))))) | (c4 != ((g @ c5 @ (s @ (s @ c5))))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19679,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19681,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19686,definition,(
% 13.33/2.53 (c1 != ((g @ c1 @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 = c1)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19698,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19701,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19711,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19712,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c5 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19714,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ c5))) | (c4 != ((g @ c3 @ c5))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19783,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c4))) | (c1 != ((g @ c4 @ c4))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19842,definition,(
% 13.33/2.53 (c2 != ((g @ c2 @ c4))) | (c4 != ((g @ c2 @ c4))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19846,definition,(
% 13.33/2.53 (c2 != ((g @ c2 @ c4))) | (c4 != ((g @ c2 @ c4))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19870,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19952,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c5 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19953,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19960,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ c5) @ c2))) | (c1 != ((g @ (s @ c5) @ c2))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19963,definition,(
% 13.33/2.53 (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19964,definition,(
% 13.33/2.53 (c4 != ((g @ c8 @ c4))) | (c2 != ((g @ c8 @ c4))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19965,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c3 != ((g @ (s @ c5) @ c8))) | (c1 != ((g @ (s @ c5) @ c8))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c5 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19967,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ c5) @ c8))) | (c1 != ((g @ (s @ c5) @ c8))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19968,definition,(
% 13.33/2.53 (c3 != ((g @ (s @ c5) @ c8))) | (c1 != ((g @ (s @ c5) @ c8))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19979,definition,(
% 13.33/2.53 (c2 != ((s @ c1))) | (((s @ c8)) != c1) | (c3 != ((g @ (s @ c5) @ c8))) | (c1 != ((g @ (s @ c5) @ c8))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f19991,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ c8))) | (c3 = ((g @ c3 @ c8))) | (c5 = ((g @ c3 @ c8))) | (~spl0_19 | spl0_30 | ~spl0_264)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19354,f301])).
% 13.33/2.53 thf(f19999,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ c8))) | (c5 = ((g @ c3 @ c8))) | (~spl0_19 | spl0_30 | spl0_123 | ~spl0_264)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f19991,f1095])).
% 13.33/2.53 thf(f20000,plain,(
% 13.33/2.53 spl0_122 | spl0_121 | ~spl0_19 | spl0_30 | spl0_123 | ~spl0_264),
% 13.33/2.53 inference(avatar_split_clause,[],[f19999,f4508,f1094,f299,f173,f1086,f1090])).
% 13.33/2.53 thf(f20092,plain,(
% 13.33/2.53 (c5 = ((g @ c5 @ c8))) | (c3 = c2) | (c1 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | (~spl0_19 | ~spl0_285)),
% 13.33/2.53 inference(superposition,[],[f274,f6561])).
% 13.33/2.53 thf(f20093,plain,(
% 13.33/2.53 (c3 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c3 = c4) | (c2 = ((g @ c5 @ c5))) | (c5 = ((g @ c5 @ (s @ c5)))) | ~spl0_285),
% 13.33/2.53 inference(superposition,[],[f402,f6561])).
% 13.33/2.53 thf(f20104,plain,(
% 13.33/2.53 (c5 = ((g @ c5 @ (s @ c5)))) | (c3 = c4) | (c2 = ((g @ c5 @ c5))) | (c3 = ((g @ c5 @ (s @ c5)))) | (spl0_244 | ~spl0_285)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20093,f2809])).
% 13.33/2.53 thf(f20106,plain,(
% 13.33/2.53 (c5 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (spl0_23 | spl0_244 | ~spl0_285)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20104,f233])).
% 13.33/2.53 thf(f20108,plain,(
% 13.33/2.53 (c3 = ((g @ c5 @ (s @ c5)))) | (c5 = ((g @ c5 @ (s @ c5)))) | (spl0_23 | spl0_126 | spl0_244 | ~spl0_285)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20106,f1119])).
% 13.33/2.53 thf(f20110,plain,(
% 13.33/2.53 spl0_280 | spl0_279 | spl0_23 | spl0_126 | spl0_244 | ~spl0_285),
% 13.33/2.53 inference(avatar_split_clause,[],[f20108,f6559,f2808,f1118,f231,f6164,f6168])).
% 13.33/2.53 thf(f20118,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ c3))) | (c1 = c4) | (c3 = c4) | (c3 = ((g @ c4 @ c3))) | (c2 = c4) | (c5 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c5 = c4) | (~spl0_8 | ~spl0_69 | ~spl0_87)),
% 13.33/2.53 inference(superposition,[],[f3008,f828])).
% 13.33/2.53 thf(f20179,plain,(
% 13.33/2.53 (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c4 != c4) | (c1 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_83 | spl0_266)),
% 13.33/2.53 inference(superposition,[],[f5736,f1763])).
% 13.33/2.53 thf(f20181,plain,(
% 13.33/2.53 (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c2))) | (c4 != c4) | (~spl0_7 | ~spl0_8 | spl0_266)),
% 13.33/2.53 inference(superposition,[],[f5736,f605])).
% 13.33/2.53 thf(f20186,plain,(
% 13.33/2.53 (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (~spl0_7 | ~spl0_83 | spl0_266)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20179])).
% 13.33/2.53 thf(f20188,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c2))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_266)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20181])).
% 13.33/2.53 thf(f20211,plain,(
% 13.33/2.53 (c2 = c4) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (~spl0_7 | ~spl0_83 | ~spl0_338)),
% 13.33/2.53 inference(superposition,[],[f18739,f1763])).
% 13.33/2.53 thf(f20229,plain,(
% 13.33/2.53 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c4)))) | ~spl0_338),
% 13.33/2.53 inference(superposition,[],[f24,f18739])).
% 13.33/2.53 thf(f20231,plain,(
% 13.33/2.53 (c4 = ((g @ c4 @ (s @ c4)))) | ~spl0_338),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20229])).
% 13.33/2.53 thf(f20232,plain,(
% 13.33/2.53 (c4 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_338)),
% 13.33/2.53 inference(forward_demodulation,[],[f20231,f38])).
% 13.33/2.53 thf(f20263,plain,(
% 13.33/2.53 (c3 != c3) | (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_1 | ~spl0_279)),
% 13.33/2.53 inference(superposition,[],[f151,f6166])).
% 13.33/2.53 thf(f20270,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_1 | ~spl0_279)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20263])).
% 13.33/2.53 thf(f20314,plain,(
% 13.33/2.53 (c8 = c1) | (c8 = ((s @ (s @ c5)))) | (c5 != c5) | ~spl0_315),
% 13.33/2.53 inference(superposition,[],[f10,f15299])).
% 13.33/2.53 thf(f20318,plain,(
% 13.33/2.53 (c8 = ((s @ (s @ c5)))) | (c8 = c1) | ~spl0_315),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20314])).
% 13.33/2.53 thf(f20320,plain,(
% 13.33/2.53 (c8 = c1) | (spl0_205 | ~spl0_315)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20318,f1798])).
% 13.33/2.53 thf(f20322,plain,(
% 13.33/2.53 $false | (spl0_197 | spl0_205 | ~spl0_315)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20320,f1484])).
% 13.33/2.53 thf(f20323,plain,(
% 13.33/2.53 spl0_197 | spl0_205 | ~spl0_315),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f20322])).
% 13.33/2.53 thf(f20329,definition,(
% 13.33/2.53 (c3 != ((g @ c8 @ (s @ c5)))) | (c2 != ((g @ c8 @ (s @ c5)))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20332,plain,(
% 13.33/2.53 (c4 = ((g @ c8 @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_19 | ~spl0_204)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f15425,f15])).
% 13.33/2.53 thf(f20333,plain,(
% 13.33/2.53 (c5 = c4) | (c2 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_3 | ~spl0_19 | ~spl0_204)),
% 13.33/2.53 inference(forward_demodulation,[],[f20332,f48])).
% 13.33/2.53 thf(f20334,plain,(
% 13.33/2.53 (c2 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20333,f85])).
% 13.33/2.53 thf(f20335,plain,(
% 13.33/2.53 spl0_239 | spl0_238 | ~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204),
% 13.33/2.53 inference(avatar_split_clause,[],[f20334,f1794,f173,f83,f46,f2729,f2733])).
% 13.33/2.53 thf(f20464,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 != c1) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_212 | spl0_320)),
% 13.33/2.53 inference(superposition,[],[f15324,f2916])).
% 13.33/2.53 thf(f20465,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((s @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c1 != c1) | (~spl0_109 | spl0_320)),
% 13.33/2.53 inference(superposition,[],[f15324,f2773])).
% 13.33/2.53 thf(f20472,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_212 | spl0_320)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20464])).
% 13.33/2.53 thf(f20473,plain,(
% 13.33/2.53 (c1 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c8 = ((s @ (s @ c5)))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_109 | spl0_320)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20465])).
% 13.33/2.53 thf(f20474,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_212 | spl0_316 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20472,f15302])).
% 13.33/2.53 thf(f20475,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_109 | spl0_206 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20473,f1802])).
% 13.33/2.53 thf(f20476,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_212 | spl0_315 | spl0_316 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20474,f15298])).
% 13.33/2.53 thf(f20477,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_109 | spl0_205 | spl0_206 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20475,f1798])).
% 13.33/2.53 thf(f20478,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_212 | spl0_315 | spl0_316 | spl0_317 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20476,f15306])).
% 13.33/2.53 thf(f20479,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_109 | spl0_205 | spl0_206 | spl0_317 | spl0_320)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20477,f15306])).
% 13.33/2.53 thf(f20480,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = c4) | (~spl0_212 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322)),
% 13.33/2.53 inference(forward_demodulation,[],[f20478,f15692])).
% 13.33/2.53 thf(f20482,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (spl0_20 | ~spl0_212 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20480,f218])).
% 13.33/2.53 thf(f20484,plain,(
% 13.33/2.53 (c1 = c2) | (spl0_20 | ~spl0_212 | ~spl0_246 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322)),
% 13.33/2.53 inference(forward_demodulation,[],[f20482,f3106])).
% 13.33/2.53 thf(f20486,plain,(
% 13.33/2.53 $false | (spl0_20 | spl0_31 | ~spl0_212 | ~spl0_246 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20484,f310])).
% 13.33/2.53 thf(f20487,plain,(
% 13.33/2.53 spl0_20 | spl0_31 | ~spl0_212 | ~spl0_246 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f20486])).
% 13.33/2.53 thf(f20517,plain,(
% 13.33/2.53 (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_87 | spl0_296 | spl0_298 | spl0_301)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16082,f8850])).
% 13.33/2.53 thf(f20625,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c4 != c4) | (c5 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c1))) | (~spl0_7 | ~spl0_83 | spl0_314)),
% 13.33/2.53 inference(superposition,[],[f15270,f1763])).
% 13.33/2.53 thf(f20627,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c3))) | (c4 != c4) | (c1 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_8 | spl0_314)),
% 13.33/2.53 inference(superposition,[],[f15270,f605])).
% 13.33/2.53 thf(f20633,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (c5 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_8 | spl0_314)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20627])).
% 13.33/2.53 thf(f20634,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_83 | spl0_314)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20625])).
% 13.33/2.53 thf(f20647,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 != c2) | (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_324)),
% 13.33/2.53 inference(superposition,[],[f15907,f258])).
% 13.33/2.53 thf(f20650,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_324)),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f20647])).
% 13.33/2.53 thf(f20673,definition,(
% 13.33/2.53 (c2 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20678,definition,(
% 13.33/2.53 (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c2 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c4 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20691,definition,(
% 13.33/2.53 (c1 != ((g @ c3 @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c3 @ c3))) | (c4 = ((g @ c3 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20693,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c1 != ((g @ c4 @ c4))) | (c1 = ((g @ c1 @ c1)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20712,definition,(
% 13.33/2.53 (c2 != ((g @ c1 @ c3))) | (c1 != ((g @ c1 @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20713,definition,(
% 13.33/2.53 (c2 != ((g @ c1 @ c3))) | (c1 != ((g @ c1 @ c3))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20730,definition,(
% 13.33/2.53 (c1 != ((g @ c1 @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 != ((g @ c1 @ c3))) | (c4 = ((g @ c1 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20753,definition,(
% 13.33/2.53 (c3 != ((g @ c8 @ c2))) | (c2 != ((g @ c8 @ c2))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20769,definition,(
% 13.33/2.53 (c4 != ((g @ c2 @ c4))) | (c1 != ((g @ c2 @ c4))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20843,definition,(
% 13.33/2.53 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20859,definition,(
% 13.33/2.53 (c4 != ((s @ c3))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c1 != ((g @ (s @ c5) @ c3))) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c5 = ((g @ (s @ c5) @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20866,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20868,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20873,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c4))) | (c1 != ((g @ c3 @ c4))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f20898,plain,(
% 13.33/2.53 spl0_243 | ~spl0_1 | ~spl0_279),
% 13.33/2.53 inference(avatar_split_clause,[],[f20270,f6164,f36,f2804])).
% 13.33/2.53 thf(f20903,plain,(
% 13.33/2.53 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c2) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_109 | spl0_205 | spl0_206 | ~spl0_246 | spl0_317 | spl0_320)),
% 13.33/2.53 inference(forward_demodulation,[],[f20479,f3106])).
% 13.33/2.53 thf(f20906,plain,(
% 13.33/2.53 spl0_64 | ~spl0_7 | ~spl0_222),
% 13.33/2.53 inference(avatar_split_clause,[],[f12277,f2175,f66,f804])).
% 13.33/2.53 thf(f20927,plain,(
% 13.33/2.53 (c5 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_245 | spl0_324)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20650,f3074])).
% 13.33/2.53 thf(f20937,plain,(
% 13.33/2.53 (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ c8))) | (c3 = c2) | (~spl0_19 | spl0_139 | ~spl0_285)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20092,f1182])).
% 13.33/2.53 thf(f20967,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_245 | spl0_296 | spl0_324)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20927,f8850])).
% 13.33/2.53 thf(f20977,plain,(
% 13.33/2.53 (c1 = ((g @ c5 @ c8))) | (c3 = ((g @ c5 @ c8))) | (~spl0_19 | spl0_30 | spl0_139 | ~spl0_285)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20937,f301])).
% 13.33/2.53 thf(f20997,plain,(
% 13.33/2.53 (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | spl0_245 | spl0_296 | spl0_297 | spl0_324)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20967,f8854])).
% 13.33/2.53 thf(f21005,plain,(
% 13.33/2.53 spl0_142 | spl0_141 | ~spl0_19 | spl0_30 | spl0_139 | ~spl0_285),
% 13.33/2.53 inference(avatar_split_clause,[],[f20977,f6559,f1181,f299,f173,f1189,f1193])).
% 13.33/2.53 thf(f21014,plain,(
% 13.33/2.53 spl0_298 | ~spl0_1 | spl0_245 | spl0_296 | spl0_297 | spl0_324),
% 13.33/2.53 inference(avatar_split_clause,[],[f20997,f15906,f8853,f8849,f3073,f36,f8857])).
% 13.33/2.53 thf(f21107,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c5))) | (c4 != c4) | ~spl0_282),
% 13.33/2.53 inference(superposition,[],[f25,f6427])).
% 13.33/2.53 thf(f21116,plain,(
% 13.33/2.53 (c2 = ((g @ c4 @ c5))) | ~spl0_282),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f21107])).
% 13.33/2.53 thf(f21192,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c5))) | (c1 != ((g @ c3 @ c5))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21194,definition,(
% 13.33/2.53 (c3 != ((g @ c3 @ c5))) | (c1 != ((g @ c3 @ c5))) | (c5 != ((g @ c1 @ c1))) | (c5 = ((g @ c1 @ c3)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21244,plain,(
% 13.33/2.53 (c3 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c2 = c4) | (c5 = ((g @ c2 @ c5))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | ~spl0_231)),
% 13.33/2.53 inference(superposition,[],[f576,f2695])).
% 13.33/2.53 thf(f21260,plain,(
% 13.33/2.53 (c5 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c2 = c4) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_104 | ~spl0_231)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21244,f999])).
% 13.33/2.53 thf(f21262,plain,(
% 13.33/2.53 (c2 = c4) | (c2 = ((g @ c2 @ c4))) | (c1 = ((g @ c2 @ c5))) | (~spl0_1 | spl0_104 | spl0_105 | ~spl0_231)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21260,f1003])).
% 13.33/2.53 thf(f21264,plain,(
% 13.33/2.53 (c1 = ((g @ c2 @ c5))) | (c2 = ((g @ c2 @ c4))) | (~spl0_1 | spl0_22 | spl0_104 | spl0_105 | ~spl0_231)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21262,f228])).
% 13.33/2.53 thf(f21266,plain,(
% 13.33/2.53 (c2 = ((g @ c2 @ c4))) | (~spl0_1 | spl0_22 | spl0_102 | spl0_104 | spl0_105 | ~spl0_231)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21264,f991])).
% 13.33/2.53 thf(f21268,plain,(
% 13.33/2.53 spl0_281 | ~spl0_1 | spl0_22 | spl0_102 | spl0_104 | spl0_105 | ~spl0_231),
% 13.33/2.53 inference(avatar_split_clause,[],[f21266,f2693,f1002,f998,f990,f226,f36,f6198])).
% 13.33/2.53 thf(f21343,plain,(
% 13.33/2.53 (c4 = ((g @ c2 @ (s @ c4)))) | (c2 != c2) | ~spl0_281),
% 13.33/2.53 inference(superposition,[],[f24,f6200])).
% 13.33/2.53 thf(f21345,plain,(
% 13.33/2.53 (c4 = ((g @ c2 @ (s @ c4)))) | ~spl0_281),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f21343])).
% 13.33/2.53 thf(f21346,plain,(
% 13.33/2.53 (c4 = ((g @ c2 @ c5))) | (~spl0_1 | ~spl0_281)),
% 13.33/2.53 inference(forward_demodulation,[],[f21345,f38])).
% 13.33/2.53 thf(f21374,plain,(
% 13.33/2.53 (c5 = c1) | (c5 != c5) | (c8 = c5) | ~spl0_280),
% 13.33/2.53 inference(superposition,[],[f12,f6170])).
% 13.33/2.53 thf(f21377,plain,(
% 13.33/2.53 (c5 = c1) | (c8 = c5) | ~spl0_280),
% 13.33/2.53 inference(trivial_inequality_removal,[],[f21374])).
% 13.33/2.53 thf(f21382,plain,(
% 13.33/2.53 (c8 = c5) | (spl0_12 | ~spl0_280)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21377,f97])).
% 13.33/2.53 thf(f21386,plain,(
% 13.33/2.53 $false | (spl0_12 | spl0_220 | ~spl0_280)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21382,f2073])).
% 13.33/2.53 thf(f21387,plain,(
% 13.33/2.53 spl0_12 | spl0_220 | ~spl0_280),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f21386])).
% 13.33/2.53 thf(f21401,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (c1 = c4) | (~spl0_7 | ~spl0_137 | spl0_140 | ~spl0_204 | spl0_233)),
% 13.33/2.53 inference(forward_demodulation,[],[f18167,f1171])).
% 13.33/2.53 thf(f21408,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (~spl0_7 | spl0_20 | ~spl0_137 | spl0_140 | ~spl0_204 | spl0_233)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21401,f218])).
% 13.33/2.53 thf(f21413,plain,(
% 13.33/2.53 spl0_136 | ~spl0_7 | spl0_20 | ~spl0_137 | spl0_140 | ~spl0_204 | spl0_233),
% 13.33/2.53 inference(avatar_split_clause,[],[f21408,f2702,f1794,f1185,f1169,f216,f66,f1165])).
% 13.33/2.53 thf(f21421,plain,(
% 13.33/2.53 (c5 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (c3 = ((g @ c3 @ c8))) | (c1 = c2) | (~spl0_19 | ~spl0_136)),
% 13.33/2.53 inference(superposition,[],[f274,f1167])).
% 13.33/2.53 thf(f21433,plain,(
% 13.33/2.53 (c1 = c2) | (c1 = ((g @ c3 @ c8))) | (c3 = ((g @ c3 @ c8))) | (~spl0_19 | spl0_121 | ~spl0_136)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21421,f1087])).
% 13.33/2.53 thf(f21436,plain,(
% 13.33/2.53 (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (~spl0_19 | spl0_31 | spl0_121 | ~spl0_136)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21433,f310])).
% 13.33/2.53 thf(f21438,plain,(
% 13.33/2.53 (c1 = ((g @ c3 @ c8))) | (~spl0_19 | spl0_31 | spl0_121 | spl0_123 | ~spl0_136)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21436,f1095])).
% 13.33/2.53 thf(f21441,plain,(
% 13.33/2.53 $false | (~spl0_19 | spl0_31 | spl0_121 | spl0_122 | spl0_123 | ~spl0_136)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f21438,f1091])).
% 13.33/2.53 thf(f21442,plain,(
% 13.33/2.53 ~spl0_19 | spl0_31 | spl0_121 | spl0_122 | spl0_123 | ~spl0_136),
% 13.33/2.53 inference(avatar_contradiction_clause,[],[f21441])).
% 13.33/2.53 thf(f21443,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c2 != ((g @ c5 @ c5))) | (c3 != ((g @ c5 @ c5))) | (c3 != ((s @ c2))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21445,definition,(
% 13.33/2.53 (c2 != ((g @ c5 @ c5))) | (c3 != ((g @ c5 @ c5))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21459,definition,(
% 13.33/2.53 (c2 != ((g @ c4 @ c5))) | (c1 != ((g @ c4 @ c5))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21482,definition,(
% 13.33/2.53 (c4 != ((g @ c5 @ (s @ c5)))) | (c1 != ((g @ c5 @ (s @ c5)))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21485,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c2 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c3 != ((s @ c2))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21487,definition,(
% 13.33/2.53 (c2 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c3 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21507,definition,(
% 13.33/2.53 (c2 != ((g @ (s @ (s @ c5)) @ c1))) | (c1 != ((g @ (s @ (s @ c5)) @ c1))) | (c1 = c2)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21522,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c2 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21527,definition,(
% 13.33/2.53 (c1 != ((g @ c2 @ c2))) | (c3 != ((g @ c2 @ c2))) | (c1 = c3)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21534,definition,(
% 13.33/2.53 (c3 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c3 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21548,definition,(
% 13.33/2.53 (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c4 != ((s @ c3))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21549,definition,(
% 13.33/2.53 (c4 != ((g @ c4 @ c2))) | (c1 != ((g @ c4 @ c2))) | (c1 = c4)),
% 13.33/2.53 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.53 thf(f21569,plain,(
% 13.33/2.53 (c4 = ((g @ c3 @ c3))) | (c2 = ((g @ c3 @ c1))) | (c3 = ((g @ (s @ c3) @ c2))) | (~spl0_8 | ~spl0_57 | spl0_85)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16287,f911])).
% 13.33/2.53 thf(f21599,plain,(
% 13.33/2.53 (c2 = ((g @ c5 @ c1))) | (c3 = ((g @ (s @ c5) @ c2))) | (c4 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_57 | spl0_90)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f16285,f936])).
% 13.33/2.53 thf(f21607,plain,(
% 13.33/2.53 (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c1))) | (~spl0_7 | ~spl0_83 | spl0_118 | spl0_266)),
% 13.33/2.53 inference(forward_subsumption_resolution,[],[f20186,f1071])).
% 13.33/2.53 thf(f21617,plain,(
% 13.33/2.53 spl0_301 | ~spl0_8 | ~spl0_310),
% 13.33/2.53 inference(avatar_split_clause,[],[f16271,f15136,f71,f10182])).
% 13.33/2.54 thf(f21658,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_117 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20188,f1067])).
% 13.33/2.54 thf(f21663,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_117 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f14787,f1228])).
% 13.33/2.54 thf(f21672,plain,(
% 13.33/2.54 (c5 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c1))) | (~spl0_7 | ~spl0_83 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20634,f8837])).
% 13.33/2.54 thf(f21673,plain,(
% 13.33/2.54 spl0_69 | ~spl0_1 | ~spl0_338),
% 13.33/2.54 inference(avatar_split_clause,[],[f20232,f18737,f36,f826])).
% 13.33/2.54 thf(f21687,plain,(
% 13.33/2.54 (c5 = c4) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c2 = c4) | (c3 = ((g @ c4 @ c3))) | (c3 = c4) | (~spl0_8 | spl0_20 | ~spl0_69 | ~spl0_87)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20118,f218])).
% 13.33/2.54 thf(f21726,plain,(
% 13.33/2.54 (c2 = ((g @ (s @ c5) @ c2))) | (c1 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_8 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20633,f8837])).
% 13.33/2.54 thf(f21730,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_116 | spl0_117)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f14786,f1063])).
% 13.33/2.54 thf(f21740,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (~spl0_7 | spl0_22 | ~spl0_83 | ~spl0_338)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20211,f228])).
% 13.33/2.54 thf(f21753,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ c3) @ c2))) | (c2 = ((g @ c3 @ c1))) | (c3 = c4) | (~spl0_8 | ~spl0_57 | spl0_85 | ~spl0_111)),
% 13.33/2.54 inference(forward_demodulation,[],[f21569,f1042])).
% 13.33/2.54 thf(f21773,plain,(
% 13.33/2.54 (c4 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c1))) | (~spl0_1 | ~spl0_57 | spl0_90 | spl0_224)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21599,f2371])).
% 13.33/2.54 thf(f21780,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_37 | ~spl0_83 | spl0_118 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21607,f341])).
% 13.33/2.54 thf(f21817,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_116 | spl0_117 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21658,f1063])).
% 13.33/2.54 thf(f21820,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_117 | spl0_118 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21663,f1071])).
% 13.33/2.54 thf(f21839,plain,(
% 13.33/2.54 (c3 = c4) | (c3 = ((g @ c4 @ c3))) | (c2 = c4) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_10 | spl0_20 | ~spl0_69 | ~spl0_87)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21687,f85])).
% 13.33/2.54 thf(f21868,plain,(
% 13.33/2.54 (c2 = ((g @ (s @ c5) @ c2))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_8 | spl0_292 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21726,f8833])).
% 13.33/2.54 thf(f21871,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_116 | spl0_117 | spl0_118)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21730,f1071])).
% 13.33/2.54 thf(f21879,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_22 | ~spl0_83 | spl0_118 | ~spl0_338)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21740,f1071])).
% 13.33/2.54 thf(f21887,plain,(
% 13.33/2.54 (c2 = ((g @ c3 @ c1))) | (c3 = ((g @ (s @ c3) @ c2))) | (~spl0_8 | spl0_23 | ~spl0_57 | spl0_85 | ~spl0_111)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21753,f233])).
% 13.33/2.54 thf(f21898,plain,(
% 13.33/2.54 spl0_214 | spl0_163 | ~spl0_1 | ~spl0_57 | spl0_90 | spl0_224),
% 13.33/2.54 inference(avatar_split_clause,[],[f21773,f2370,f935,f700,f36,f1294,f1972])).
% 13.33/2.54 thf(f21902,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_37 | spl0_38 | ~spl0_83 | spl0_118 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21780,f345])).
% 13.33/2.54 thf(f21924,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (~spl0_7 | ~spl0_8 | spl0_116 | spl0_117 | spl0_118 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21817,f1071])).
% 13.33/2.54 thf(f21926,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_117 | spl0_118 | spl0_149 | spl0_151)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21820,f1236])).
% 13.33/2.54 thf(f21936,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c2 = c4) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_10 | spl0_20 | spl0_23 | ~spl0_69 | ~spl0_87)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21839,f233])).
% 13.33/2.54 thf(f21957,plain,(
% 13.33/2.54 spl0_294 | spl0_310 | ~spl0_7 | ~spl0_8 | spl0_292 | spl0_293 | spl0_314),
% 13.33/2.54 inference(avatar_split_clause,[],[f21868,f15269,f8836,f8832,f71,f66,f15136,f8840])).
% 13.33/2.54 thf(f21960,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_70 | spl0_116 | spl0_117 | spl0_118)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21871,f831])).
% 13.33/2.54 thf(f21965,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_22 | spl0_38 | ~spl0_83 | spl0_118 | ~spl0_338)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21879,f345])).
% 13.33/2.54 thf(f21970,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c2))) | (c2 = ((g @ c3 @ c1))) | (~spl0_7 | ~spl0_8 | spl0_23 | ~spl0_57 | spl0_85 | ~spl0_111)),
% 13.33/2.54 inference(forward_demodulation,[],[f21887,f68])).
% 13.33/2.54 thf(f21979,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (~spl0_7 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | spl0_266)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21902,f1063])).
% 13.33/2.54 thf(f21991,plain,(
% 13.33/2.54 spl0_115 | ~spl0_7 | ~spl0_8 | spl0_116 | spl0_117 | spl0_118 | spl0_266),
% 13.33/2.54 inference(avatar_split_clause,[],[f21924,f5735,f1070,f1066,f1062,f71,f66,f1058])).
% 13.33/2.54 thf(f22000,plain,(
% 13.33/2.54 (c2 = c4) | (c3 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_10 | spl0_20 | spl0_23 | ~spl0_69 | ~spl0_87 | spl0_116)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21936,f1063])).
% 13.33/2.54 thf(f22012,plain,(
% 13.33/2.54 spl0_115 | ~spl0_8 | spl0_70 | spl0_116 | spl0_117 | spl0_118),
% 13.33/2.54 inference(avatar_split_clause,[],[f21960,f1070,f1066,f1062,f830,f71,f1058])).
% 13.33/2.54 thf(f22014,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_118 | ~spl0_338)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21965,f341])).
% 13.33/2.54 thf(f22017,plain,(
% 13.33/2.54 spl0_256 | spl0_171 | ~spl0_7 | ~spl0_8 | spl0_23 | ~spl0_57 | spl0_85 | ~spl0_111),
% 13.33/2.54 inference(avatar_split_clause,[],[f21970,f1040,f910,f700,f231,f71,f66,f1331,f3890])).
% 13.33/2.54 thf(f22025,plain,(
% 13.33/2.54 spl0_115 | spl0_107 | ~spl0_7 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | spl0_266),
% 13.33/2.54 inference(avatar_split_clause,[],[f21979,f5735,f1070,f1062,f901,f344,f340,f66,f1016,f1058])).
% 13.33/2.54 thf(f22039,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_69 | ~spl0_87 | spl0_116)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f22000,f228])).
% 13.33/2.54 thf(f22046,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_338)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f22014,f1063])).
% 13.33/2.54 thf(f22059,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (~spl0_8 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_69 | ~spl0_87 | spl0_116 | spl0_118)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f22039,f1071])).
% 13.33/2.54 thf(f22064,plain,(
% 13.33/2.54 spl0_115 | spl0_107 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_338),
% 13.33/2.54 inference(avatar_split_clause,[],[f22046,f18737,f1070,f1062,f901,f344,f340,f226,f66,f1016,f1058])).
% 13.33/2.54 thf(f22068,plain,(
% 13.33/2.54 spl0_216 | spl0_115 | ~spl0_8 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_69 | ~spl0_87 | spl0_116 | spl0_118),
% 13.33/2.54 inference(avatar_split_clause,[],[f22059,f1070,f1062,f923,f826,f231,f226,f216,f83,f71,f1058,f1982])).
% 13.33/2.54 thf(f22075,definition,(
% 13.33/2.54 (c5 != ((s @ c4))) | (c3 != ((g @ c2 @ c2))) | (c2 != ((g @ c2 @ c2))) | (((s @ c8)) != c1) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c4 = ((s @ (s @ (s @ c5)))))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f22081,definition,(
% 13.33/2.54 (c3 != ((g @ c2 @ c2))) | (c2 != ((g @ c2 @ c2))) | (c3 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f22111,definition,(
% 13.33/2.54 (((s @ c8)) != c1) | (c2 != ((g @ c2 @ c2))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c2))) | (c4 = ((g @ c2 @ c4)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f22396,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c4))) | (c4 = ((g @ c5 @ c5))) | (c2 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_288)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f15992,f7264])).
% 13.33/2.54 thf(f22397,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c2 = c4) | (c5 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f3393,f1236])).
% 13.33/2.54 thf(f22481,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (spl0_37 | spl0_38 | spl0_70 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f14521,f341])).
% 13.33/2.54 thf(f22540,plain,(
% 13.33/2.54 (c4 = ((g @ c5 @ c5))) | (c1 = ((g @ c4 @ c4))) | (c2 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_65)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f15332,f810])).
% 13.33/2.54 thf(f22998,plain,(
% 13.33/2.54 spl0_67 | spl0_66 | spl0_68 | ~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_288),
% 13.33/2.54 inference(avatar_split_clause,[],[f22396,f7263,f216,f130,f66,f36,f821,f813,f817])).
% 13.33/2.54 thf(f23066,plain,(
% 13.33/2.54 spl0_115 | spl0_37 | spl0_38 | spl0_70 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118),
% 13.33/2.54 inference(avatar_split_clause,[],[f22481,f1070,f1062,f1016,f901,f830,f344,f340,f1058])).
% 13.33/2.54 thf(f23115,plain,(
% 13.33/2.54 spl0_67 | spl0_66 | spl0_68 | ~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_65),
% 13.33/2.54 inference(avatar_split_clause,[],[f22540,f809,f216,f130,f66,f36,f821,f813,f817])).
% 13.33/2.54 thf(f23900,plain,(
% 13.33/2.54 (c4 = ((g @ c3 @ c5))) | (c3 = ((g @ c4 @ c4))) | (c1 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_61)),
% 13.33/2.54 inference(forward_demodulation,[],[f18727,f68])).
% 13.33/2.54 thf(f23945,plain,(
% 13.33/2.54 (c1 = c3) | (c1 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (~spl0_8 | spl0_95 | spl0_121 | spl0_123 | ~spl0_212 | ~spl0_262)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f18138,f1087])).
% 13.33/2.54 thf(f23994,plain,(
% 13.33/2.54 (c5 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | spl0_202),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f14833,f15])).
% 13.33/2.54 thf(f24033,plain,(
% 13.33/2.54 spl0_328 | spl0_327 | spl0_332 | spl0_200 | ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20),
% 13.33/2.54 inference(avatar_split_clause,[],[f15998,f216,f173,f130,f66,f36,f1544,f17368,f16038,f16093])).
% 13.33/2.54 thf(f24046,plain,(
% 13.33/2.54 (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c1 = ((g @ c4 @ (s @ c5)))) | (c5 = ((g @ c5 @ c8))) | (~spl0_1 | spl0_126 | spl0_141 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f3964,f1190])).
% 13.33/2.54 thf(f24071,plain,(
% 13.33/2.54 (c1 = ((g @ c1 @ (s @ c5)))) | (~spl0_4 | spl0_156 | spl0_166 | spl0_167 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f16900,f1314])).
% 13.33/2.54 thf(f24432,plain,(
% 13.33/2.54 (c1 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (c1 = ((g @ c2 @ (s @ c5)))) | (~spl0_8 | spl0_95 | spl0_121 | spl0_123 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f16615,f1087])).
% 13.33/2.54 thf(f24587,plain,(
% 13.33/2.54 (c1 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (~spl0_8 | spl0_22 | spl0_184 | ~spl0_203)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f14858,f228])).
% 13.33/2.54 thf(f25029,plain,(
% 13.33/2.54 (c5 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c4 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (~spl0_8 | ~spl0_87 | spl0_188)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f18278,f15])).
% 13.33/2.54 thf(f25034,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c3 = c4) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_7 | spl0_38 | ~spl0_83 | ~spl0_222)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f12269,f345])).
% 13.33/2.54 thf(f25298,plain,(
% 13.33/2.54 (c4 = ((g @ c2 @ c8))) | (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_5 | spl0_92 | ~spl0_204)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f15423,f945])).
% 13.33/2.54 thf(f25419,plain,(
% 13.33/2.54 spl0_63 | spl0_62 | spl0_222 | ~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_61),
% 13.33/2.54 inference(avatar_split_clause,[],[f23900,f792,f216,f130,f71,f66,f36,f2175,f796,f800])).
% 13.33/2.54 thf(f25440,plain,(
% 13.33/2.54 (c1 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ c8))) | (~spl0_8 | spl0_73 | spl0_95 | spl0_121 | spl0_123 | ~spl0_212 | ~spl0_262)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f23945,f846])).
% 13.33/2.54 thf(f25477,plain,(
% 13.33/2.54 (c2 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (spl0_184 | spl0_202)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f23994,f1395])).
% 13.33/2.54 thf(f25511,plain,(
% 13.33/2.54 spl0_250 | ~spl0_4 | spl0_156 | spl0_166 | spl0_167 | ~spl0_212),
% 13.33/2.54 inference(avatar_split_clause,[],[f24071,f1883,f1313,f1308,f1262,f51,f3465])).
% 13.33/2.54 thf(f25734,plain,(
% 13.33/2.54 spl0_122 | spl0_242 | spl0_241 | ~spl0_8 | spl0_95 | spl0_121 | spl0_123 | ~spl0_212),
% 13.33/2.54 inference(avatar_split_clause,[],[f24432,f1883,f1094,f1086,f958,f71,f2795,f2799,f1090])).
% 13.33/2.54 thf(f25833,plain,(
% 13.33/2.54 (c2 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c3))) | (~spl0_8 | spl0_22 | spl0_184 | ~spl0_203)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f24587,f15])).
% 13.33/2.54 thf(f26100,plain,(
% 13.33/2.54 (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c5))) | (c4 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_184 | spl0_188)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f25029,f1395])).
% 13.33/2.54 thf(f26104,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c3 = c4) | (c1 = ((g @ c4 @ c1))) | (~spl0_7 | spl0_38 | ~spl0_83 | spl0_116 | ~spl0_222)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f25034,f1063])).
% 13.33/2.54 thf(f26248,plain,(
% 13.33/2.54 spl0_230 | spl0_231 | spl0_120 | ~spl0_5 | spl0_92 | ~spl0_204),
% 13.33/2.54 inference(avatar_split_clause,[],[f25298,f1794,f944,f56,f1082,f2693,f2689])).
% 13.33/2.54 thf(f26318,plain,(
% 13.33/2.54 spl0_241 | spl0_122 | ~spl0_8 | spl0_73 | spl0_95 | spl0_121 | spl0_123 | ~spl0_212 | ~spl0_262),
% 13.33/2.54 inference(avatar_split_clause,[],[f25440,f4499,f1883,f1094,f1086,f958,f844,f71,f1090,f2795])).
% 13.33/2.54 thf(f26338,plain,(
% 13.33/2.54 spl0_185 | spl0_77 | spl0_184 | spl0_202),
% 13.33/2.54 inference(avatar_split_clause,[],[f25477,f1557,f1394,f860,f1398])).
% 13.33/2.54 thf(f26498,plain,(
% 13.33/2.54 spl0_185 | spl0_77 | ~spl0_8 | spl0_22 | spl0_184 | ~spl0_203),
% 13.33/2.54 inference(avatar_split_clause,[],[f25833,f1716,f1394,f226,f71,f860,f1398])).
% 13.33/2.54 thf(f26632,plain,(
% 13.33/2.54 (c4 = ((g @ c8 @ c3))) | (c1 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_184 | spl0_188 | spl0_190)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26100,f1423])).
% 13.33/2.54 thf(f26635,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (c3 = c4) | (~spl0_7 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_222)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26104,f1071])).
% 13.33/2.54 thf(f26870,plain,(
% 13.33/2.54 (c1 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_184 | spl0_188 | spl0_190 | spl0_202)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26632,f1558])).
% 13.33/2.54 thf(f26872,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (~spl0_7 | spl0_23 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_222)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26635,f233])).
% 13.33/2.54 thf(f26968,plain,(
% 13.33/2.54 (c3 = ((g @ c8 @ c3))) | (c3 = ((g @ c8 @ c5))) | (~spl0_8 | ~spl0_87 | spl0_184 | spl0_188 | spl0_190 | spl0_202)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26870,f15])).
% 13.33/2.54 thf(f26969,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (~spl0_7 | spl0_23 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_222)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f26872,f341])).
% 13.33/2.54 thf(f27002,plain,(
% 13.33/2.54 spl0_189 | spl0_185 | ~spl0_8 | ~spl0_87 | spl0_184 | spl0_188 | spl0_190 | spl0_202),
% 13.33/2.54 inference(avatar_split_clause,[],[f26968,f1557,f1422,f1414,f1394,f923,f71,f1398,f1418])).
% 13.33/2.54 thf(f27003,plain,(
% 13.33/2.54 spl0_107 | spl0_115 | ~spl0_7 | spl0_23 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | ~spl0_222),
% 13.33/2.54 inference(avatar_split_clause,[],[f26969,f2175,f1070,f1062,f901,f344,f340,f231,f66,f1058,f1016])).
% 13.33/2.54 thf(f27024,definition,(
% 13.33/2.54 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f27047,definition,(
% 13.33/2.54 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((s @ c1))) | (c1 = ((s @ c5)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f27062,definition,(
% 13.33/2.54 (((s @ c8)) != c1) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f27063,definition,(
% 13.33/2.54 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((s @ c1))) | (c4 = ((g @ (s @ (s @ c5)) @ c3)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f27079,plain,(
% 13.33/2.54 (c3 = ((g @ c8 @ c5))) | (spl0_22 | ~spl0_87 | spl0_184 | spl0_185 | spl0_188 | spl0_190 | ~spl0_203)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f9695,f1415])).
% 13.33/2.54 thf(f27081,plain,(
% 13.33/2.54 (c3 = ((g @ c8 @ c5))) | (~spl0_87 | spl0_184 | spl0_185 | spl0_187 | spl0_188 | spl0_190)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f9564,f1415])).
% 13.33/2.54 thf(f27089,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_109 | spl0_205 | spl0_206 | spl0_317 | spl0_320)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20477,f15306])).
% 13.33/2.54 thf(f27156,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (spl0_31 | ~spl0_109 | spl0_205 | spl0_206 | ~spl0_246 | spl0_317 | spl0_320)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20903,f310])).
% 13.33/2.54 thf(f27179,plain,(
% 13.33/2.54 (c5 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c1))) | (~spl0_7 | ~spl0_83 | spl0_292 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21672,f8833])).
% 13.33/2.54 thf(f27602,plain,(
% 13.33/2.54 (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = ((g @ c2 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ c5)))) | (~spl0_5 | spl0_23 | ~spl0_93 | ~spl0_204)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f19277,f233])).
% 13.33/2.54 thf(f27629,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_109 | spl0_205 | spl0_206 | spl0_320)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20475,f1798])).
% 13.33/2.54 thf(f27746,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (~spl0_87 | spl0_116 | spl0_117 | spl0_118 | spl0_149 | spl0_151)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f21926,f1063])).
% 13.33/2.54 thf(f27805,plain,(
% 13.33/2.54 (c2 = c4) | (c5 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (~spl0_87 | spl0_149 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f22397,f1228])).
% 13.33/2.54 thf(f27828,plain,(
% 13.33/2.54 spl0_189 | spl0_22 | ~spl0_87 | spl0_184 | spl0_185 | spl0_188 | spl0_190 | ~spl0_203),
% 13.33/2.54 inference(avatar_split_clause,[],[f27079,f1716,f1422,f1414,f1398,f1394,f923,f226,f1418])).
% 13.33/2.54 thf(f27830,plain,(
% 13.33/2.54 spl0_189 | ~spl0_87 | spl0_184 | spl0_185 | spl0_187 | spl0_188 | spl0_190),
% 13.33/2.54 inference(avatar_split_clause,[],[f27081,f1422,f1414,f1409,f1398,f1394,f923,f1418])).
% 13.33/2.54 thf(f27836,plain,(
% 13.33/2.54 spl0_316 | spl0_337 | spl0_331 | ~spl0_109 | spl0_205 | spl0_206 | spl0_317 | spl0_320),
% 13.33/2.54 inference(avatar_split_clause,[],[f27089,f15323,f15305,f1801,f1797,f1025,f16974,f17982,f15301])).
% 13.33/2.54 thf(f27869,plain,(
% 13.33/2.54 spl0_316 | spl0_337 | spl0_31 | ~spl0_109 | spl0_205 | spl0_206 | ~spl0_246 | spl0_317 | spl0_320),
% 13.33/2.54 inference(avatar_split_clause,[],[f27156,f15323,f15305,f3104,f1801,f1797,f1025,f308,f17982,f15301])).
% 13.33/2.54 thf(f27882,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c1))) | (~spl0_7 | ~spl0_83 | spl0_291 | spl0_292 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27179,f8828])).
% 13.33/2.54 thf(f28101,plain,(
% 13.33/2.54 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_5 | spl0_23 | spl0_92 | ~spl0_93 | ~spl0_204)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27602,f945])).
% 13.33/2.54 thf(f28115,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_109 | spl0_205 | spl0_206 | spl0_317 | spl0_320)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27629,f15306])).
% 13.33/2.54 thf(f28179,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (~spl0_87 | spl0_116 | spl0_117 | spl0_118 | spl0_149 | spl0_150 | spl0_151)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27746,f1232])).
% 13.33/2.54 thf(f28210,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (spl0_22 | ~spl0_87 | spl0_149 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27805,f228])).
% 13.33/2.54 thf(f28250,plain,(
% 13.33/2.54 (c3 = ((g @ (s @ c5) @ c1))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_7 | ~spl0_83 | spl0_289 | spl0_291 | spl0_292 | spl0_293 | spl0_314)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f27882,f8820])).
% 13.33/2.54 thf(f28370,plain,(
% 13.33/2.54 spl0_120 | spl0_231 | ~spl0_5 | spl0_23 | spl0_92 | ~spl0_93 | ~spl0_204),
% 13.33/2.54 inference(avatar_split_clause,[],[f28101,f1794,f948,f944,f231,f56,f2693,f1082])).
% 13.33/2.54 thf(f28379,plain,(
% 13.33/2.54 spl0_337 | spl0_331 | spl0_316 | ~spl0_109 | spl0_205 | spl0_206 | spl0_317 | spl0_320),
% 13.33/2.54 inference(avatar_split_clause,[],[f28115,f15323,f15305,f1801,f1797,f1025,f15301,f16974,f17982])).
% 13.33/2.54 thf(f28420,plain,(
% 13.33/2.54 spl0_115 | spl0_148 | ~spl0_87 | spl0_116 | spl0_117 | spl0_118 | spl0_149 | spl0_150 | spl0_151),
% 13.33/2.54 inference(avatar_split_clause,[],[f28179,f1235,f1231,f1227,f1070,f1066,f1062,f923,f1223,f1058])).
% 13.33/2.54 thf(f28435,plain,(
% 13.33/2.54 (c2 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (spl0_22 | ~spl0_87 | spl0_116 | spl0_149 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28210,f1063])).
% 13.33/2.54 thf(f28452,plain,(
% 13.33/2.54 spl0_294 | spl0_290 | ~spl0_7 | ~spl0_83 | spl0_289 | spl0_291 | spl0_292 | spl0_293 | spl0_314),
% 13.33/2.54 inference(avatar_split_clause,[],[f28250,f15269,f8836,f8832,f8827,f8819,f901,f66,f8823,f8840])).
% 13.33/2.54 thf(f28551,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (spl0_22 | ~spl0_87 | spl0_116 | spl0_118 | spl0_149 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28435,f1071])).
% 13.33/2.54 thf(f28604,plain,(
% 13.33/2.54 (c2 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (spl0_22 | ~spl0_87 | spl0_116 | spl0_118 | spl0_149 | spl0_150 | spl0_151 | ~spl0_227)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28551,f1232])).
% 13.33/2.54 thf(f28622,plain,(
% 13.33/2.54 spl0_148 | spl0_115 | spl0_22 | ~spl0_87 | spl0_116 | spl0_118 | spl0_149 | spl0_150 | spl0_151 | ~spl0_227),
% 13.33/2.54 inference(avatar_split_clause,[],[f28604,f2466,f1235,f1231,f1227,f1070,f1062,f923,f226,f1058,f1223])).
% 13.33/2.54 thf(f28715,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c2 != c2) | (c3 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c1))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_148)),
% 13.33/2.54 inference(superposition,[],[f1224,f2964])).
% 13.33/2.54 thf(f28716,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c2 != c2) | (c5 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (~spl0_8 | ~spl0_87 | spl0_148)),
% 13.33/2.54 inference(superposition,[],[f1224,f3008])).
% 13.33/2.54 thf(f28718,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_148)),
% 13.33/2.54 inference(trivial_inequality_removal,[],[f28715])).
% 13.33/2.54 thf(f28719,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c5))) | (c4 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_148)),
% 13.33/2.54 inference(trivial_inequality_removal,[],[f28716])).
% 13.33/2.54 thf(f28720,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | ~spl0_83 | spl0_148)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28718,f341])).
% 13.33/2.54 thf(f28721,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c3))) | (c4 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_116 | spl0_148)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28719,f1063])).
% 13.33/2.54 thf(f28722,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c5 = ((g @ c4 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | ~spl0_83 | spl0_148 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28720,f1228])).
% 13.33/2.54 thf(f28723,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (c4 = ((g @ c4 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_116 | spl0_118 | spl0_148)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28721,f1071])).
% 13.33/2.54 thf(f28724,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | ~spl0_83 | spl0_118 | spl0_148 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28722,f1071])).
% 13.33/2.54 thf(f28725,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c5 = ((g @ c4 @ c5))) | (c4 = ((g @ c4 @ c3))) | (~spl0_8 | ~spl0_87 | spl0_116 | spl0_118 | spl0_148 | spl0_150)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28723,f1232])).
% 13.33/2.54 thf(f28726,plain,(
% 13.33/2.54 (c5 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | ~spl0_83 | spl0_116 | spl0_118 | spl0_148 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28724,f1063])).
% 13.33/2.54 thf(f28727,plain,(
% 13.33/2.54 (c4 = ((g @ c4 @ c3))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (~spl0_8 | ~spl0_87 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28725,f1228])).
% 13.33/2.54 thf(f28728,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c1))) | (c1 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_116 | spl0_118 | spl0_148 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28726,f345])).
% 13.33/2.54 thf(f28729,plain,(
% 13.33/2.54 spl0_151 | spl0_216 | spl0_115 | ~spl0_8 | ~spl0_87 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150),
% 13.33/2.54 inference(avatar_split_clause,[],[f28727,f1231,f1227,f1223,f1070,f1062,f923,f71,f1058,f1982,f1235])).
% 13.33/2.54 thf(f28730,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c5))) | (c1 = ((g @ c4 @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118 | spl0_148 | spl0_149)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28728,f1017])).
% 13.33/2.54 thf(f28731,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f28730,f1232])).
% 13.33/2.54 thf(f28732,plain,(
% 13.33/2.54 spl0_151 | spl0_115 | ~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150),
% 13.33/2.54 inference(avatar_split_clause,[],[f28731,f1231,f1227,f1223,f1070,f1062,f1016,f901,f344,f340,f226,f66,f36,f1058,f1235])).
% 13.33/2.54 thf(f29016,plain,(
% 13.33/2.54 (c2 = ((g @ c4 @ c4))) | (c1 = ((g @ c4 @ c5))) | (c4 != c4) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_282)),
% 13.33/2.54 inference(superposition,[],[f6426,f576])).
% 13.33/2.54 thf(f29020,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c4))) | (c3 = ((g @ c4 @ c5))) | (c5 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_282)),
% 13.33/2.54 inference(trivial_inequality_removal,[],[f29016])).
% 13.33/2.54 thf(f29022,plain,(
% 13.33/2.54 (c2 = ((g @ c4 @ c4))) | (c5 = ((g @ c4 @ c5))) | (c3 = ((g @ c4 @ c5))) | (~spl0_1 | spl0_150 | spl0_282)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29020,f1232])).
% 13.33/2.54 thf(f29023,plain,(
% 13.33/2.54 (c3 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c4))) | (~spl0_1 | spl0_149 | spl0_150 | spl0_282)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29022,f1228])).
% 13.33/2.54 thf(f29024,plain,(
% 13.33/2.54 (c2 = ((g @ c4 @ c4))) | (~spl0_1 | spl0_149 | spl0_150 | spl0_151 | spl0_282)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29023,f1236])).
% 13.33/2.54 thf(f29025,plain,(
% 13.33/2.54 spl0_338 | ~spl0_1 | spl0_149 | spl0_150 | spl0_151 | spl0_282),
% 13.33/2.54 inference(avatar_split_clause,[],[f29024,f6425,f1235,f1231,f1227,f36,f18737])).
% 13.33/2.54 thf(f29039,definition,(
% 13.33/2.54 (c1 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c1 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f29062,definition,(
% 13.33/2.54 (((s @ c8)) != c1) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c1 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c2 != ((s @ c1))) | (c1 = ((s @ c5)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f29078,definition,(
% 13.33/2.54 (((s @ c8)) != c1) | (c1 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((g @ c8 @ c8)))),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f29153,plain,(
% 13.33/2.54 spl0_148 | ~spl0_282),
% 13.33/2.54 inference(avatar_split_clause,[],[f21116,f6425,f1223])).
% 13.33/2.54 thf(f29195,plain,(
% 13.33/2.54 spl0_71 | ~spl0_1 | ~spl0_281),
% 13.33/2.54 inference(avatar_split_clause,[],[f21346,f6198,f36,f835])).
% 13.33/2.54 thf(f29278,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ (s @ (s @ c5))))) | (c4 = ((g @ c4 @ c8))) | (~spl0_7 | spl0_136 | ~spl0_204 | spl0_233)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f18119,f1166])).
% 13.33/2.54 thf(f29384,plain,(
% 13.33/2.54 (c1 = ((g @ c4 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ c8))) | (c5 = ((g @ c5 @ c8))) | (~spl0_1 | spl0_126 | spl0_141 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f3964,f1190])).
% 13.33/2.54 thf(f29453,plain,(
% 13.33/2.54 (c5 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_292 | spl0_296 | spl0_298)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f16090,f8833])).
% 13.33/2.54 thf(f29512,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_296 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f20517,f3074])).
% 13.33/2.54 thf(f29517,plain,(
% 13.33/2.54 (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c4 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | (~spl0_1 | spl0_126 | spl0_139 | spl0_141 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f24046,f1182])).
% 13.33/2.54 thf(f29545,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c5))) | (c5 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_87 | spl0_292 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f16082,f8833])).
% 13.33/2.54 thf(f29641,plain,(
% 13.33/2.54 spl0_232 | spl0_140 | ~spl0_7 | spl0_136 | ~spl0_204 | spl0_233),
% 13.33/2.54 inference(avatar_split_clause,[],[f29278,f2702,f1794,f1165,f66,f1185,f2698])).
% 13.33/2.54 thf(f29705,plain,(
% 13.33/2.54 (c3 = ((g @ c5 @ c8))) | (c1 = ((g @ c4 @ (s @ c5)))) | (c1 = ((g @ c5 @ (s @ c5)))) | (~spl0_1 | spl0_126 | spl0_139 | spl0_141 | ~spl0_212)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29384,f1182])).
% 13.33/2.54 thf(f29749,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_291 | spl0_292 | spl0_296 | spl0_298)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29453,f8828])).
% 13.33/2.54 thf(f29777,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_296 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29512,f8833])).
% 13.33/2.54 thf(f29780,plain,(
% 13.33/2.54 spl0_244 | spl0_142 | spl0_243 | ~spl0_1 | spl0_126 | spl0_139 | spl0_141 | ~spl0_212),
% 13.33/2.54 inference(avatar_split_clause,[],[f29517,f1883,f1189,f1181,f1118,f36,f2804,f1193,f2808])).
% 13.33/2.54 thf(f29788,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c5 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29545,f3074])).
% 13.33/2.54 thf(f29860,plain,(
% 13.33/2.54 spl0_142 | spl0_243 | spl0_244 | ~spl0_1 | spl0_126 | spl0_139 | spl0_141 | ~spl0_212),
% 13.33/2.54 inference(avatar_split_clause,[],[f29705,f1883,f1189,f1181,f1118,f36,f2808,f2804,f1193])).
% 13.33/2.54 thf(f29880,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_291 | spl0_292 | spl0_293 | spl0_296 | spl0_298)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29749,f8837])).
% 13.33/2.54 thf(f29892,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_296 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29777,f8837])).
% 13.33/2.54 thf(f29897,plain,(
% 13.33/2.54 (c5 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (c1 = ((g @ (s @ c5) @ c5))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29788,f8837])).
% 13.33/2.54 thf(f29930,plain,(
% 13.33/2.54 spl0_297 | spl0_294 | ~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_291 | spl0_292 | spl0_293 | spl0_296 | spl0_298),
% 13.33/2.54 inference(avatar_split_clause,[],[f29880,f8857,f8849,f8836,f8832,f8827,f8823,f8819,f3073,f901,f226,f66,f36,f8840,f8853])).
% 13.33/2.54 thf(f29937,plain,(
% 13.33/2.54 spl0_294 | spl0_297 | ~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_296 | spl0_298 | spl0_301),
% 13.33/2.54 inference(avatar_split_clause,[],[f29892,f10182,f8857,f8849,f8836,f8832,f3073,f923,f71,f8853,f8840])).
% 13.33/2.54 thf(f29940,plain,(
% 13.33/2.54 (c1 = ((g @ (s @ c5) @ c5))) | (c1 = ((g @ (s @ c5) @ c3))) | (~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_296 | spl0_298 | spl0_301)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f29897,f8850])).
% 13.33/2.54 thf(f29951,plain,(
% 13.33/2.54 spl0_294 | spl0_297 | ~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_296 | spl0_298 | spl0_301),
% 13.33/2.54 inference(avatar_split_clause,[],[f29940,f10182,f8857,f8849,f8836,f8832,f3073,f923,f71,f8853,f8840])).
% 13.33/2.54 thf(f29956,definition,(
% 13.33/2.54 (c2 != ((g @ c8 @ c4))) | (c3 != ((g @ c8 @ c4))) | (c3 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f30101,plain,(
% 13.33/2.54 (c1 = ((g @ c8 @ c5))) | (c4 != c4) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c4))) | (~spl0_1 | spl0_307)),
% 13.33/2.54 inference(superposition,[],[f11690,f576])).
% 13.33/2.54 thf(f30105,plain,(
% 13.33/2.54 (c2 = ((g @ c8 @ c4))) | (c1 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (c3 = ((g @ c8 @ c5))) | (~spl0_1 | spl0_307)),
% 13.33/2.54 inference(trivial_inequality_removal,[],[f30101])).
% 13.33/2.54 thf(f30107,plain,(
% 13.33/2.54 (c2 = ((g @ c8 @ c4))) | (c3 = ((g @ c8 @ c5))) | (c5 = ((g @ c8 @ c5))) | (~spl0_1 | spl0_307)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f30105,f15])).
% 13.33/2.54 thf(f30109,plain,(
% 13.33/2.54 (c5 = ((g @ c8 @ c5))) | (c2 = ((g @ c8 @ c4))) | (~spl0_1 | spl0_189 | spl0_307)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f30107,f1419])).
% 13.33/2.54 thf(f30110,plain,(
% 13.33/2.54 (c2 = ((g @ c8 @ c4))) | (~spl0_1 | spl0_189 | spl0_190 | spl0_307)),
% 13.33/2.54 inference(forward_subsumption_resolution,[],[f30109,f1423])).
% 13.33/2.54 thf(f30111,plain,(
% 13.33/2.54 spl0_304 | ~spl0_1 | spl0_189 | spl0_190 | spl0_307),
% 13.33/2.54 inference(avatar_split_clause,[],[f30110,f11689,f1422,f1418,f36,f11657])).
% 13.33/2.54 thf(f30123,definition,(
% 13.33/2.54 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c5 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f30124,definition,(
% 13.33/2.54 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c4)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 thf(f30173,definition,(
% 13.33/2.54 (c3 != ((s @ c2))) | (c8 != c3) | (((s @ c8)) != c1) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c5 = c2)),
% 13.33/2.54 introduced(theory,[theory_tautology_sat_conflict])).
% 13.33/2.54 cnf(s1, plain, spl0_1, inference(sat_conversion,[],[f39])).
% 13.33/2.54 cnf(s2, plain, spl0_2, inference(sat_conversion,[],[f44])).
% 13.33/2.54 cnf(s3, plain, spl0_3, inference(sat_conversion,[],[f49])).
% 13.33/2.54 cnf(s4, plain, spl0_4, inference(sat_conversion,[],[f54])).
% 13.33/2.54 cnf(s5, plain, spl0_5, inference(sat_conversion,[],[f59])).
% 13.33/2.54 cnf(s6, plain, spl0_6, inference(sat_conversion,[],[f64])).
% 13.33/2.54 cnf(s7, plain, spl0_7, inference(sat_conversion,[],[f69])).
% 13.33/2.54 cnf(s8, plain, spl0_8, inference(sat_conversion,[],[f74])).
% 13.33/2.54 cnf(s9, plain, ~spl0_2 | ~spl0_9, inference(sat_conversion,[],[f81])).
% 13.33/2.54 cnf(s10, plain, ~spl0_2 | ~spl0_10, inference(sat_conversion,[],[f86])).
% 13.33/2.54 cnf(s13, plain, ~spl0_1 | ~spl0_13, inference(sat_conversion,[],[f109])).
% 13.33/2.54 cnf(s15, plain, ~spl0_1 | ~spl0_7 | ~spl0_8 | ~spl0_15, inference(sat_conversion,[],[f127])).
% 13.33/2.54 cnf(s16, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_16, inference(sat_conversion,[],[f133])).
% 13.33/2.54 cnf(s19, plain, ~spl0_3 | ~spl0_4 | ~spl0_11, inference(sat_conversion,[],[f145])).
% 13.33/2.54 cnf(s21, plain, ~spl0_3 | ~spl0_4 | ~spl0_12, inference(sat_conversion,[],[f166])).
% 13.33/2.54 cnf(s22, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_19, inference(sat_conversion,[],[f176])).
% 13.33/2.54 cnf(s57, plain, ~spl0_5 | ~spl0_8 | spl0_31 | spl0_56 | spl0_57, inference(sat_conversion,[],[f702])).
% 13.33/2.54 cnf(s63, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_16 | ~spl0_56, inference(sat_conversion,[],[f708])).
% 13.33/2.54 cnf(s72, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_31 | spl0_56, inference(sat_conversion,[],[f717])).
% 13.33/2.54 cnf(s91, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_20 | spl0_56, inference(sat_conversion,[],[f875])).
% 13.33/2.54 cnf(s107, plain, ~spl0_5 | ~spl0_8 | spl0_22 | spl0_83, inference(sat_conversion,[],[f982])).
% 13.33/2.54 cnf(s113, plain, ~spl0_19 | spl0_22 | spl0_109, inference(sat_conversion,[],[f1029])).
% 13.33/2.54 cnf(s140, plain, ~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_22 | spl0_87, inference(sat_conversion,[],[f1241])).
% 13.33/2.54 cnf(s186, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_22 | spl0_56, inference(sat_conversion,[],[f1458])).
% 13.33/2.54 cnf(s209, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_23 | spl0_56, inference(sat_conversion,[],[f1579])).
% 13.33/2.54 cnf(s212, plain, ~spl0_32 | spl0_197, inference(sat_conversion,[],[f1593])).
% 13.33/2.54 cnf(s274, plain, spl0_22 | ~spl0_77 | ~spl0_202, inference(sat_conversion,[],[f1671])).
% 13.33/2.54 cnf(s275, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_56 | ~spl0_77 | ~spl0_202, inference(sat_conversion,[],[f1672])).
% 13.33/2.54 cnf(s279, plain, ~spl0_8 | spl0_30 | spl0_77 | spl0_184 | spl0_185 | ~spl0_201, inference(sat_conversion,[],[f1700])).
% 13.33/2.54 cnf(s280, plain, ~spl0_5 | spl0_23 | spl0_32 | spl0_33 | ~spl0_201, inference(sat_conversion,[],[f1703])).
% 13.33/2.54 cnf(s282, plain, ~spl0_5 | ~spl0_194 | spl0_203, inference(sat_conversion,[],[f1719])).
% 13.33/2.54 cnf(s283, plain, ~spl0_19 | spl0_204 | spl0_205 | spl0_206, inference(sat_conversion,[],[f1804])).
% 13.33/2.54 cnf(s298, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_56 | ~spl0_206, inference(sat_conversion,[],[f1825])).
% 13.33/2.54 cnf(s313, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_56 | ~spl0_205, inference(sat_conversion,[],[f1840])).
% 13.33/2.54 cnf(s317, plain, ~spl0_109 | spl0_210 | spl0_211 | spl0_212, inference(sat_conversion,[],[f1885])).
% 13.33/2.54 cnf(s328, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_56 | ~spl0_210, inference(sat_conversion,[],[f1900])).
% 13.33/2.54 cnf(s336, plain, ~spl0_8 | ~spl0_57 | spl0_85 | spl0_108 | spl0_171 | spl0_215, inference(sat_conversion,[],[f1980])).
% 13.33/2.54 cnf(s339, plain, ~spl0_2 | spl0_11 | ~spl0_57 | spl0_106 | spl0_218, inference(sat_conversion,[],[f1997])).
% 13.33/2.54 cnf(s350, plain, spl0_12 | ~spl0_157 | spl0_197, inference(sat_conversion,[],[f2070])).
% 13.33/2.54 cnf(s387, plain, spl0_20 | ~spl0_114 | ~spl0_215, inference(sat_conversion,[],[f2182])).
% 13.33/2.54 cnf(s389, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_12 | ~spl0_68 | ~spl0_222, inference(sat_conversion,[],[f2184])).
% 13.33/2.54 cnf(s393, plain, ~spl0_68 | spl0_73 | ~spl0_222, inference(sat_conversion,[],[f2188])).
% 13.33/2.54 cnf(s395, plain, spl0_22 | ~spl0_67 | ~spl0_214, inference(sat_conversion,[],[f2190])).
% 13.33/2.54 cnf(s399, plain, spl0_12 | ~spl0_98 | spl0_223, inference(sat_conversion,[],[f2215])).
% 13.33/2.54 cnf(s435, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_20 | ~spl0_211, inference(sat_conversion,[],[f2251])).
% 13.33/2.54 cnf(s461, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_197 | ~spl0_220, inference(sat_conversion,[],[f2281])).
% 13.33/2.54 cnf(s514, plain, ~spl0_5 | ~spl0_174 | spl0_227, inference(sat_conversion,[],[f2469])).
% 13.33/2.54 cnf(s531, plain, ~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204 | spl0_238 | spl0_239, inference(sat_conversion,[],[f2736])).
% 13.33/2.54 cnf(s549, plain, spl0_31 | ~spl0_231 | ~spl0_242, inference(sat_conversion,[],[f2828])).
% 13.33/2.54 cnf(s554, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_197 | ~spl0_231 | ~spl0_242, inference(sat_conversion,[],[f2833])).
% 13.33/2.54 cnf(s558, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_211 | ~spl0_231 | ~spl0_242, inference(sat_conversion,[],[f2837])).
% 13.33/2.54 cnf(s572, plain, spl0_31 | ~spl0_233 | ~spl0_243, inference(sat_conversion,[],[f2851])).
% 13.33/2.54 cnf(s577, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_197 | ~spl0_233 | ~spl0_243, inference(sat_conversion,[],[f2856])).
% 13.33/2.54 cnf(s620, plain, ~spl0_190 | spl0_197 | spl0_220, inference(sat_conversion,[],[f3091])).
% 13.33/2.54 cnf(s622, plain, ~spl0_19 | ~spl0_189 | spl0_246, inference(sat_conversion,[],[f3107])).
% 13.33/2.54 cnf(s623, plain, ~spl0_7 | ~spl0_77 | spl0_247, inference(sat_conversion,[],[f3146])).
% 13.33/2.54 cnf(s627, plain, ~spl0_5 | ~spl0_168 | spl0_248, inference(sat_conversion,[],[f3188])).
% 13.33/2.54 cnf(s630, plain, ~spl0_8 | spl0_22 | spl0_72 | spl0_143 | spl0_145 | spl0_146 | ~spl0_248, inference(sat_conversion,[],[f3214])).
% 13.33/2.54 cnf(s632, plain, ~spl0_8 | spl0_73 | ~spl0_114 | ~spl0_146, inference(sat_conversion,[],[f3230])).
% 13.33/2.54 cnf(s636, plain, spl0_56 | spl0_73 | ~spl0_145, inference(sat_conversion,[],[f3254])).
% 13.33/2.54 cnf(s637, plain, ~spl0_5 | ~spl0_143 | spl0_154, inference(sat_conversion,[],[f3266])).
% 13.33/2.54 cnf(s638, plain, spl0_20 | ~spl0_154 | ~spl0_218, inference(sat_conversion,[],[f3267])).
% 13.33/2.54 cnf(s639, plain, ~spl0_8 | spl0_111 | ~spl0_146, inference(sat_conversion,[],[f3270])).
% 13.33/2.54 cnf(s654, plain, spl0_23 | ~spl0_111 | ~spl0_215, inference(sat_conversion,[],[f3287])).
% 13.33/2.54 cnf(s667, plain, spl0_37 | spl0_38 | spl0_107 | spl0_174, inference(sat_conversion,[],[f3315])).
% 13.33/2.54 cnf(s677, plain, ~spl0_7 | spl0_114 | ~spl0_118, inference(sat_conversion,[],[f3410])).
% 13.33/2.54 cnf(s682, plain, spl0_16 | spl0_73 | ~spl0_116, inference(sat_conversion,[],[f3435])).
% 13.33/2.54 cnf(s683, plain, ~spl0_1 | spl0_80 | ~spl0_115, inference(sat_conversion,[],[f3448])).
% 13.33/2.54 cnf(s684, plain, ~spl0_7 | spl0_35 | ~spl0_107, inference(sat_conversion,[],[f3458])).
% 13.33/2.54 cnf(s697, plain, ~spl0_19 | ~spl0_33 | spl0_43, inference(sat_conversion,[],[f3491])).
% 13.33/2.54 cnf(s698, plain, ~spl0_1 | ~spl0_37 | spl0_89, inference(sat_conversion,[],[f3502])).
% 13.33/2.54 cnf(s700, plain, spl0_16 | spl0_20 | ~spl0_38, inference(sat_conversion,[],[f3521])).
% 13.33/2.54 cnf(s703, plain, ~spl0_5 | spl0_18 | spl0_20 | spl0_36 | spl0_44 | ~spl0_85, inference(sat_conversion,[],[f3570])).
% 13.33/2.54 cnf(s704, plain, ~spl0_5 | spl0_18 | spl0_20 | spl0_36 | spl0_44 | ~spl0_85, inference(sat_conversion,[],[f3574])).
% 13.33/2.54 cnf(s707, plain, ~spl0_8 | spl0_31 | spl0_72 | ~spl0_85 | spl0_143 | spl0_145 | spl0_146, inference(sat_conversion,[],[f3585])).
% 13.33/2.54 cnf(s709, plain, spl0_31 | ~spl0_85 | ~spl0_87 | spl0_102 | spl0_103 | spl0_104 | spl0_105 | spl0_143 | spl0_145 | spl0_146, inference(sat_conversion,[],[f3587])).
% 13.33/2.54 cnf(s711, plain, ~spl0_8 | spl0_31 | spl0_70 | ~spl0_90 | spl0_115 | spl0_116 | spl0_118, inference(sat_conversion,[],[f3629])).
% 13.33/2.54 cnf(s713, plain, ~spl0_8 | spl0_31 | spl0_70 | ~spl0_90 | spl0_115 | spl0_116 | spl0_118, inference(sat_conversion,[],[f3635])).
% 13.33/2.54 cnf(s714, plain, spl0_31 | ~spl0_87 | ~spl0_90 | spl0_115 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150 | spl0_151, inference(sat_conversion,[],[f3636])).
% 13.33/2.54 cnf(s737, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_73 | spl0_157, inference(sat_conversion,[],[f3704])).
% 13.33/2.54 cnf(s745, plain, ~spl0_5 | ~spl0_106 | spl0_254, inference(sat_conversion,[],[f3745])).
% 13.33/2.54 cnf(s761, plain, ~spl0_5 | ~spl0_18 | spl0_255, inference(sat_conversion,[],[f3797])).
% 13.33/2.54 cnf(s762, plain, ~spl0_8 | ~spl0_36 | spl0_84, inference(sat_conversion,[],[f3811])).
% 13.33/2.54 cnf(s764, plain, spl0_31 | ~spl0_44 | spl0_197, inference(sat_conversion,[],[f3831])).
% 13.33/2.54 cnf(s769, plain, ~spl0_7 | ~spl0_108 | spl0_256, inference(sat_conversion,[],[f3893])).
% 13.33/2.54 cnf(s772, plain, ~spl0_7 | ~spl0_122 | spl0_134, inference(sat_conversion,[],[f3918])).
% 13.33/2.54 cnf(s773, plain, ~spl0_126 | spl0_257, inference(sat_conversion,[],[f3933])).
% 13.33/2.54 cnf(s774, plain, ~spl0_141 | spl0_258, inference(sat_conversion,[],[f3962])).
% 13.33/2.54 cnf(s777, plain, ~spl0_1 | spl0_137 | ~spl0_142, inference(sat_conversion,[],[f3980])).
% 13.33/2.54 cnf(s781, plain, ~spl0_184 | spl0_197 | spl0_223, inference(sat_conversion,[],[f4039])).
% 13.33/2.54 cnf(s782, plain, ~spl0_19 | ~spl0_185 | spl0_259, inference(sat_conversion,[],[f4058])).
% 13.33/2.54 cnf(s787, plain, spl0_32 | spl0_33 | spl0_194, inference(sat_conversion,[],[f4088])).
% 13.33/2.54 cnf(s792, plain, ~spl0_19 | spl0_31 | ~spl0_92 | spl0_166 | spl0_167, inference(sat_conversion,[],[f4151])).
% 13.33/2.54 cnf(s793, plain, ~spl0_19 | spl0_31 | ~spl0_92 | spl0_166 | spl0_167, inference(sat_conversion,[],[f4153])).
% 13.33/2.54 cnf(s809, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_58 | ~spl0_156, inference(sat_conversion,[],[f4174])).
% 13.33/2.54 cnf(s814, plain, spl0_22 | ~spl0_58 | ~spl0_156, inference(sat_conversion,[],[f4179])).
% 13.33/2.54 cnf(s828, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_58 | ~spl0_156 | spl0_210, inference(sat_conversion,[],[f4193])).
% 13.33/2.54 cnf(s830, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_58 | ~spl0_68 | ~spl0_156 | spl0_220, inference(sat_conversion,[],[f4195])).
% 13.33/2.54 cnf(s831, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_58 | ~spl0_156 | spl0_222, inference(sat_conversion,[],[f4196])).
% 13.33/2.54 cnf(s860, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_30 | spl0_157, inference(sat_conversion,[],[f4225])).
% 13.33/2.54 cnf(s915, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_67 | ~spl0_80, inference(sat_conversion,[],[f4280])).
% 13.33/2.54 cnf(s917, plain, spl0_30 | ~spl0_67 | ~spl0_80, inference(sat_conversion,[],[f4282])).
% 13.33/2.54 cnf(s918, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_67 | ~spl0_80 | spl0_214, inference(sat_conversion,[],[f4283])).
% 13.33/2.54 cnf(s920, plain, ~spl0_35 | spl0_73 | ~spl0_84, inference(sat_conversion,[],[f4285])).
% 13.33/2.54 cnf(s923, plain, spl0_73 | ~spl0_134 | ~spl0_137, inference(sat_conversion,[],[f4288])).
% 13.33/2.54 cnf(s927, plain, spl0_20 | ~spl0_58 | ~spl0_158, inference(sat_conversion,[],[f4292])).
% 13.33/2.54 cnf(s941, plain, spl0_31 | ~spl0_35 | ~spl0_171, inference(sat_conversion,[],[f4306])).
% 13.33/2.54 cnf(s963, plain, spl0_31 | ~spl0_37 | ~spl0_174, inference(sat_conversion,[],[f4328])).
% 13.33/2.54 cnf(s998, plain, spl0_22 | ~spl0_59 | ~spl0_218, inference(sat_conversion,[],[f4363])).
% 13.33/2.54 cnf(s999, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_56 | ~spl0_59 | ~spl0_218, inference(sat_conversion,[],[f4364])).
% 13.33/2.54 cnf(s1005, plain, spl0_22 | ~spl0_61 | ~spl0_215, inference(sat_conversion,[],[f4370])).
% 13.33/2.54 cnf(s1065, plain, ~spl0_8 | ~spl0_120 | spl0_264, inference(sat_conversion,[],[f4511])).
% 13.33/2.54 cnf(s1070, plain, spl0_20 | ~spl0_91 | ~spl0_230, inference(sat_conversion,[],[f4516])).
% 13.33/2.54 cnf(s1071, plain, ~spl0_8 | spl0_91 | ~spl0_123, inference(sat_conversion,[],[f4517])).
% 13.33/2.54 cnf(s1080, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_84 | ~spl0_171, inference(sat_conversion,[],[f4528])).
% 13.33/2.54 cnf(s1082, plain, spl0_30 | ~spl0_84 | ~spl0_171, inference(sat_conversion,[],[f4530])).
% 13.33/2.54 cnf(s1105, plain, spl0_30 | ~spl0_33 | ~spl0_194, inference(sat_conversion,[],[f4553])).
% 13.33/2.54 cnf(s1106, plain, spl0_23 | ~spl0_80 | ~spl0_214, inference(sat_conversion,[],[f4554])).
% 13.33/2.54 cnf(s1107, plain, spl0_20 | ~spl0_79 | ~spl0_214, inference(sat_conversion,[],[f4555])).
% 13.33/2.54 cnf(s1118, plain, spl0_127 | ~spl0_245, inference(sat_conversion,[],[f4569])).
% 13.33/2.54 cnf(s1145, plain, ~spl0_7 | spl0_97 | ~spl0_151, inference(sat_conversion,[],[f4622])).
% 13.33/2.54 cnf(s1163, plain, ~spl0_57 | spl0_194 | spl0_201 | spl0_202, inference(sat_conversion,[],[f4686])).
% 13.33/2.54 cnf(s1212, plain, spl0_73 | ~spl0_153 | spl0_223, inference(sat_conversion,[],[f4874])).
% 13.33/2.54 cnf(s1217, plain, spl0_18 | spl0_36 | spl0_44 | spl0_168, inference(sat_conversion,[],[f4904])).
% 13.33/2.54 cnf(s1220, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_248 | ~spl0_254, inference(sat_conversion,[],[f4907])).
% 13.33/2.54 cnf(s1222, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_16 | ~spl0_248 | ~spl0_254, inference(sat_conversion,[],[f4909])).
% 13.33/2.54 cnf(s1223, plain, spl0_23 | ~spl0_248 | ~spl0_254, inference(sat_conversion,[],[f4910])).
% 13.33/2.54 cnf(s1343, plain, spl0_12 | spl0_56 | ~spl0_105, inference(sat_conversion,[],[f5070])).
% 13.33/2.54 cnf(s1380, plain, ~spl0_5 | ~spl0_104 | spl0_158, inference(sat_conversion,[],[f5117])).
% 13.33/2.54 cnf(s1403, plain, ~spl0_7 | ~spl0_72 | spl0_265, inference(sat_conversion,[],[f5533])).
% 13.33/2.54 cnf(s1409, plain, spl0_23 | ~spl0_219 | ~spl0_265, inference(sat_conversion,[],[f5539])).
% 13.33/2.54 cnf(s1431, plain, ~spl0_8 | spl0_22 | spl0_72 | spl0_143 | spl0_145 | spl0_146 | ~spl0_248, inference(sat_conversion,[],[f5633])).
% 13.33/2.54 cnf(s1447, plain, spl0_22 | ~spl0_87 | spl0_102 | spl0_103 | spl0_104 | spl0_105 | spl0_143 | spl0_145 | spl0_146 | ~spl0_248, inference(sat_conversion,[],[f5657])).
% 13.33/2.54 cnf(s1457, plain, ~spl0_7 | ~spl0_70 | spl0_266, inference(sat_conversion,[],[f5738])).
% 13.33/2.54 cnf(s1462, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_16 | ~spl0_222 | ~spl0_266, inference(sat_conversion,[],[f5743])).
% 13.33/2.54 cnf(s1463, plain, spl0_23 | ~spl0_222 | ~spl0_266, inference(sat_conversion,[],[f5744])).
% 13.33/2.54 cnf(s1530, plain, ~spl0_236 | spl0_277, inference(sat_conversion,[],[f6098])).
% 13.33/2.54 cnf(s1534, plain, spl0_12 | spl0_30 | ~spl0_109 | spl0_126 | spl0_141 | spl0_142 | spl0_220 | ~spl0_236 | spl0_244, inference(sat_conversion,[],[f6136])).
% 13.33/2.54 cnf(s1538, plain, ~spl0_19 | ~spl0_235 | spl0_278, inference(sat_conversion,[],[f6154])).
% 13.33/2.54 cnf(s1542, plain, ~spl0_1 | spl0_20 | spl0_102 | spl0_104 | spl0_105 | ~spl0_242 | spl0_281, inference(sat_conversion,[],[f6202])).
% 13.33/2.54 cnf(s1545, plain, spl0_30 | ~spl0_219 | ~spl0_281, inference(sat_conversion,[],[f6205])).
% 13.33/2.54 cnf(s1562, plain, spl0_10 | spl0_18 | spl0_20 | spl0_22 | spl0_23 | spl0_36 | spl0_44 | ~spl0_83 | ~spl0_217, inference(sat_conversion,[],[f6274])).
% 13.33/2.54 cnf(s1597, plain, ~spl0_148 | spl0_282, inference(sat_conversion,[],[f6428])).
% 13.33/2.54 cnf(s1609, plain, ~spl0_1 | ~spl0_140 | spl0_285, inference(sat_conversion,[],[f6562])).
% 13.33/2.54 cnf(s1612, plain, ~spl0_8 | ~spl0_144 | spl0_217, inference(sat_conversion,[],[f6603])).
% 13.33/2.54 cnf(s1652, plain, spl0_31 | spl0_56 | ~spl0_263, inference(sat_conversion,[],[f6941])).
% 13.33/2.54 cnf(s1682, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_12 | ~spl0_63 | ~spl0_219, inference(sat_conversion,[],[f7140])).
% 13.33/2.54 cnf(s1685, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_15 | ~spl0_63 | ~spl0_219, inference(sat_conversion,[],[f7143])).
% 13.33/2.54 cnf(s1695, plain, ~spl0_63 | spl0_73 | ~spl0_219, inference(sat_conversion,[],[f7153])).
% 13.33/2.54 cnf(s1724, plain, ~spl0_65 | spl0_288, inference(sat_conversion,[],[f7266])).
% 13.33/2.54 cnf(s1747, plain, spl0_31 | ~spl0_67 | ~spl0_79, inference(sat_conversion,[],[f7331])).
% 13.33/2.54 cnf(s1753, plain, ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_8 | ~spl0_67 | ~spl0_79 | spl0_153, inference(sat_conversion,[],[f7337])).
% 13.33/2.54 cnf(s1759, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_67 | ~spl0_79 | spl0_214, inference(sat_conversion,[],[f7343])).
% 13.33/2.54 cnf(s1844, plain, spl0_20 | ~spl0_66 | ~spl0_127, inference(sat_conversion,[],[f7441])).
% 13.33/2.54 cnf(s2078, plain, spl0_30 | ~spl0_231 | ~spl0_262, inference(sat_conversion,[],[f7973])).
% 13.33/2.54 cnf(s2090, plain, ~spl0_4 | ~spl0_5 | ~spl0_8 | spl0_30 | ~spl0_156 | ~spl0_158, inference(sat_conversion,[],[f7985])).
% 13.33/2.54 cnf(s2091, plain, spl0_31 | ~spl0_156 | ~spl0_158, inference(sat_conversion,[],[f7986])).
% 13.33/2.54 cnf(s2150, plain, ~spl0_8 | spl0_187 | ~spl0_202, inference(sat_conversion,[],[f8174])).
% 13.33/2.54 cnf(s2315, plain, spl0_10 | spl0_20 | spl0_22 | spl0_23 | spl0_32 | spl0_33 | ~spl0_83 | ~spl0_202, inference(sat_conversion,[],[f8457])).
% 13.33/2.54 cnf(s2355, plain, spl0_30 | ~spl0_89 | ~spl0_163, inference(sat_conversion,[],[f8866])).
% 13.33/2.54 cnf(s3394, plain, spl0_30 | ~spl0_87 | ~spl0_224 | spl0_245 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298, inference(sat_conversion,[],[f11340])).
% 13.33/2.54 cnf(s3397, plain, ~spl0_5 | spl0_23 | ~spl0_224 | spl0_289 | spl0_290 | spl0_291, inference(sat_conversion,[],[f11343])).
% 13.33/2.54 cnf(s3398, plain, ~spl0_8 | spl0_30 | ~spl0_224 | spl0_292 | spl0_293 | spl0_294 | spl0_295, inference(sat_conversion,[],[f11344])).
% 13.33/2.54 cnf(s3399, plain, spl0_30 | ~spl0_87 | ~spl0_224 | spl0_245 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298, inference(sat_conversion,[],[f11345])).
% 13.33/2.54 cnf(s3430, plain, ~spl0_139 | spl0_197 | spl0_220, inference(sat_conversion,[],[f11583])).
% 13.33/2.54 cnf(s3431, plain, spl0_20 | ~spl0_137 | ~spl0_232, inference(sat_conversion,[],[f11584])).
% 13.33/2.54 cnf(s3437, plain, spl0_139 | spl0_141 | spl0_142 | spl0_235, inference(sat_conversion,[],[f11592])).
% 13.33/2.54 cnf(s3442, plain, ~spl0_1 | spl0_22 | spl0_189 | spl0_190 | ~spl0_238 | spl0_304, inference(sat_conversion,[],[f11660])).
% 13.33/2.54 cnf(s3445, plain, ~spl0_188 | spl0_307, inference(sat_conversion,[],[f11692])).
% 13.33/2.54 cnf(s3450, plain, ~spl0_7 | ~spl0_241 | spl0_275, inference(sat_conversion,[],[f11750])).
% 13.33/2.54 cnf(s3455, plain, spl0_23 | spl0_95 | spl0_241 | ~spl0_264 | spl0_273 | spl0_274, inference(sat_conversion,[],[f11783])).
% 13.33/2.54 cnf(s3456, plain, spl0_23 | spl0_95 | spl0_241 | ~spl0_264 | spl0_273 | spl0_274, inference(sat_conversion,[],[f11787])).
% 13.33/2.54 cnf(s3479, plain, ~spl0_1 | spl0_31 | ~spl0_64 | spl0_95 | spl0_96 | spl0_97 | spl0_98, inference(sat_conversion,[],[f11854])).
% 13.33/2.54 cnf(s3618, plain, ~spl0_244 | spl0_308, inference(sat_conversion,[],[f12324])).
% 13.33/2.54 cnf(s3625, plain, spl0_126 | spl0_236 | spl0_244 | spl0_279 | spl0_280, inference(sat_conversion,[],[f12372])).
% 13.33/2.54 cnf(s3671, plain, ~spl0_43 | spl0_73 | ~spl0_289, inference(sat_conversion,[],[f12539])).
% 13.33/2.54 cnf(s3683, plain, ~spl0_289 | spl0_309, inference(sat_conversion,[],[f12560])).
% 13.33/2.54 cnf(s3862, plain, spl0_40 | ~spl0_290, inference(sat_conversion,[],[f12873])).
% 13.33/2.54 cnf(s3876, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_37 | spl0_38 | ~spl0_40 | ~spl0_89, inference(sat_conversion,[],[f12887])).
% 13.33/2.54 cnf(s3893, plain, ~spl0_2 | ~spl0_40 | ~spl0_89 | spl0_153, inference(sat_conversion,[],[f12904])).
% 13.33/2.54 cnf(s3940, plain, ~spl0_5 | ~spl0_250 | spl0_262, inference(sat_conversion,[],[f13007])).
% 13.33/2.54 cnf(s4777, plain, ~spl0_7 | ~spl0_8 | spl0_23 | spl0_143 | spl0_144 | spl0_145 | spl0_146 | ~spl0_219, inference(sat_conversion,[],[f14464])).
% 13.33/2.54 cnf(s4780, plain, ~spl0_7 | ~spl0_8 | spl0_23 | spl0_115 | spl0_116 | spl0_117 | spl0_118 | ~spl0_222, inference(sat_conversion,[],[f14469])).
% 13.33/2.54 cnf(s4834, plain, spl0_18 | spl0_36 | spl0_44 | spl0_72 | ~spl0_83 | spl0_143 | spl0_145 | spl0_146, inference(sat_conversion,[],[f14555])).
% 13.33/2.54 cnf(s4864, plain, ~spl0_7 | spl0_18 | spl0_23 | spl0_36 | spl0_44 | ~spl0_83 | spl0_143 | spl0_145 | spl0_146 | ~spl0_219, inference(sat_conversion,[],[f14591])).
% 13.33/2.54 cnf(s4873, plain, spl0_73 | ~spl0_242 | ~spl0_262, inference(sat_conversion,[],[f14599])).
% 13.33/2.54 cnf(s4880, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_242 | ~spl0_262 | spl0_263, inference(sat_conversion,[],[f14606])).
% 13.33/2.54 cnf(s4896, plain, ~spl0_8 | spl0_72 | spl0_143 | spl0_144 | spl0_145 | spl0_146, inference(sat_conversion,[],[f14802])).
% 13.33/2.54 cnf(s4920, plain, ~spl0_8 | spl0_31 | spl0_292 | spl0_293 | spl0_294 | spl0_295 | ~spl0_300, inference(sat_conversion,[],[f15206])).
% 13.33/2.54 cnf(s4922, plain, spl0_31 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298 | ~spl0_300, inference(sat_conversion,[],[f15210])).
% 13.33/2.54 cnf(s4923, plain, ~spl0_5 | spl0_20 | spl0_289 | spl0_290 | spl0_291 | ~spl0_300, inference(sat_conversion,[],[f15212])).
% 13.33/2.54 cnf(s4927, plain, ~spl0_7 | ~spl0_295 | spl0_314, inference(sat_conversion,[],[f15272])).
% 13.33/2.54 cnf(s4928, plain, ~spl0_19 | spl0_31 | ~spl0_239 | spl0_315 | spl0_316 | spl0_317, inference(sat_conversion,[],[f15308])).
% 13.33/2.54 cnf(s4930, plain, ~spl0_19 | spl0_31 | ~spl0_239 | spl0_315 | spl0_316 | spl0_317, inference(sat_conversion,[],[f15315])).
% 13.33/2.54 cnf(s4936, plain, ~spl0_298 | spl0_322, inference(sat_conversion,[],[f15693])).
% 13.33/2.54 cnf(s4941, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_16 | ~spl0_308 | ~spl0_322, inference(sat_conversion,[],[f15698])).
% 13.33/2.54 cnf(s4942, plain, spl0_23 | ~spl0_308 | ~spl0_322, inference(sat_conversion,[],[f15699])).
% 13.33/2.54 cnf(s4954, plain, spl0_73 | ~spl0_246 | ~spl0_297, inference(sat_conversion,[],[f15726])).
% 13.33/2.54 cnf(s4956, plain, spl0_12 | spl0_220 | ~spl0_296, inference(sat_conversion,[],[f15750])).
% 13.33/2.54 cnf(s4963, plain, ~spl0_294 | spl0_323, inference(sat_conversion,[],[f15777])).
% 13.33/2.54 cnf(s4964, plain, ~spl0_1 | spl0_23 | spl0_245 | spl0_296 | spl0_297 | ~spl0_308 | spl0_324, inference(sat_conversion,[],[f15909])).
% 13.33/2.54 cnf(s4966, plain, ~spl0_19 | ~spl0_317 | spl0_325, inference(sat_conversion,[],[f15925])).
% 13.33/2.54 cnf(s4967, plain, ~spl0_3 | spl0_9 | ~spl0_325, inference(sat_conversion,[],[f15926])).
% 13.33/2.54 cnf(s4972, plain, ~spl0_316 | spl0_326, inference(sat_conversion,[],[f15946])).
% 13.33/2.54 cnf(s4973, plain, ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | spl0_30 | ~spl0_246 | ~spl0_247 | ~spl0_323 | spl0_327, inference(sat_conversion,[],[f16041])).
% 13.33/2.54 cnf(s4978, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_324 | ~spl0_327, inference(sat_conversion,[],[f16046])).
% 13.33/2.54 cnf(s4986, plain, spl0_31 | ~spl0_324 | ~spl0_327, inference(sat_conversion,[],[f16054])).
% 13.33/2.54 cnf(s5005, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_211 | ~spl0_324 | ~spl0_327, inference(sat_conversion,[],[f16073])).
% 13.33/2.54 cnf(s5011, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_324 | spl0_325 | ~spl0_327, inference(sat_conversion,[],[f16079])).
% 13.33/2.54 cnf(s5012, plain, ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_246 | ~spl0_247 | spl0_327 | spl0_328, inference(sat_conversion,[],[f16096])).
% 13.33/2.54 cnf(s5015, plain, spl0_79 | ~spl0_293, inference(sat_conversion,[],[f16115])).
% 13.33/2.54 cnf(s5017, plain, spl0_73 | spl0_223 | ~spl0_292, inference(sat_conversion,[],[f16138])).
% 13.33/2.54 cnf(s5038, plain, spl0_210 | spl0_211 | ~spl0_291, inference(sat_conversion,[],[f16198])).
% 13.33/2.54 cnf(s5044, plain, spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_83 | spl0_289 | spl0_290 | spl0_291 | ~spl0_301, inference(sat_conversion,[],[f16212])).
% 13.33/2.54 cnf(s5048, plain, ~spl0_19 | spl0_30 | ~spl0_57 | spl0_201 | spl0_300 | ~spl0_309 | spl0_329, inference(sat_conversion,[],[f16326])).
% 13.33/2.54 cnf(s5049, plain, spl0_22 | ~spl0_328 | ~spl0_329, inference(sat_conversion,[],[f16327])).
% 13.33/2.54 cnf(s5054, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_79 | ~spl0_80, inference(sat_conversion,[],[f16332])).
% 13.33/2.54 cnf(s5083, plain, ~spl0_2 | ~spl0_79 | ~spl0_80 | spl0_153, inference(sat_conversion,[],[f16361])).
% 13.33/2.54 cnf(s5105, plain, spl0_20 | ~spl0_71 | ~spl0_102, inference(sat_conversion,[],[f16383])).
% 13.33/2.54 cnf(s5109, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_61 | ~spl0_111, inference(sat_conversion,[],[f16387])).
% 13.33/2.54 cnf(s5111, plain, spl0_30 | ~spl0_61 | ~spl0_111, inference(sat_conversion,[],[f16389])).
% 13.33/2.54 cnf(s5112, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_61 | ~spl0_111 | spl0_215, inference(sat_conversion,[],[f16390])).
% 13.33/2.54 cnf(s5125, plain, spl0_31 | ~spl0_126 | ~spl0_127, inference(sat_conversion,[],[f16403])).
% 13.33/2.54 cnf(s5126, plain, ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_38 | ~spl0_126 | ~spl0_127, inference(sat_conversion,[],[f16404])).
% 13.33/2.54 cnf(s5134, plain, ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_8 | ~spl0_126 | ~spl0_127 | spl0_153, inference(sat_conversion,[],[f16412])).
% 13.33/2.54 cnf(s5187, plain, ~spl0_4 | ~spl0_5 | ~spl0_8 | spl0_30 | ~spl0_40 | ~spl0_163, inference(sat_conversion,[],[f16465])).
% 13.33/2.54 cnf(s5188, plain, spl0_31 | ~spl0_40 | ~spl0_163, inference(sat_conversion,[],[f16466])).
% 13.33/2.54 cnf(s5189, plain, ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_38 | ~spl0_40 | ~spl0_163, inference(sat_conversion,[],[f16467])).
% 13.33/2.54 cnf(s5206, plain, spl0_22 | ~spl0_70 | ~spl0_216, inference(sat_conversion,[],[f16484])).
% 13.33/2.54 cnf(s5218, plain, ~spl0_19 | ~spl0_57 | spl0_201 | spl0_300 | spl0_329 | spl0_330, inference(sat_conversion,[],[f16540])).
% 13.33/2.54 cnf(s5234, plain, spl0_22 | spl0_126 | spl0_244 | ~spl0_278 | spl0_279 | spl0_280, inference(sat_conversion,[],[f16660])).
% 13.33/2.54 cnf(s5285, plain, ~spl0_167 | spl0_197, inference(sat_conversion,[],[f16757])).
% 13.33/2.54 cnf(s5343, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_16 | ~spl0_197, inference(sat_conversion,[],[f16820])).
% 13.33/2.54 cnf(s5364, plain, spl0_22 | ~spl0_71 | ~spl0_103, inference(sat_conversion,[],[f16841])).
% 13.33/2.54 cnf(s5387, plain, spl0_73 | ~spl0_243 | ~spl0_275, inference(sat_conversion,[],[f16864])).
% 13.33/2.54 cnf(s5396, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_243 | ~spl0_275 | spl0_325, inference(sat_conversion,[],[f16873])).
% 13.33/2.54 cnf(s5398, plain, spl0_73 | ~spl0_244 | ~spl0_279, inference(sat_conversion,[],[f16875])).
% 13.33/2.54 cnf(s5482, plain, spl0_244 | ~spl0_308, inference(sat_conversion,[],[f17109])).
% 13.33/2.54 cnf(s5494, plain, spl0_20 | ~spl0_239 | spl0_319 | spl0_320 | spl0_321 | spl0_331, inference(sat_conversion,[],[f17132])).
% 13.33/2.54 cnf(s5549, plain, spl0_156 | spl0_166 | spl0_167 | ~spl0_212 | spl0_250, inference(sat_conversion,[],[f17284])).
% 13.33/2.54 cnf(s5578, plain, ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_23 | ~spl0_247 | spl0_327 | spl0_328 | spl0_332, inference(sat_conversion,[],[f17371])).
% 13.33/2.54 cnf(s5676, plain, spl0_22 | ~spl0_331 | ~spl0_332, inference(sat_conversion,[],[f17622])).
% 13.33/2.54 cnf(s5684, plain, ~spl0_297 | spl0_333, inference(sat_conversion,[],[f17786])).
% 13.33/2.54 cnf(s5687, plain, spl0_30 | ~spl0_331 | ~spl0_333, inference(sat_conversion,[],[f17789])).
% 13.33/2.54 cnf(s5691, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_332 | ~spl0_333, inference(sat_conversion,[],[f17793])).
% 13.33/2.54 cnf(s5694, plain, spl0_23 | ~spl0_332 | ~spl0_333, inference(sat_conversion,[],[f17796])).
% 13.33/2.54 cnf(s5708, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_325 | ~spl0_332 | ~spl0_333, inference(sat_conversion,[],[f17810])).
% 13.33/2.54 cnf(s5712, plain, ~spl0_321 | spl0_337, inference(sat_conversion,[],[f17985])).
% 13.33/2.54 cnf(s5716, plain, spl0_73 | ~spl0_308 | ~spl0_337, inference(sat_conversion,[],[f17989])).
% 13.33/2.54 cnf(s5725, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_308 | spl0_325 | ~spl0_337, inference(sat_conversion,[],[f17998])).
% 13.33/2.54 cnf(s5726, plain, ~spl0_19 | spl0_306 | ~spl0_320, inference(sat_conversion,[],[f18000])).
% 13.33/2.54 cnf(s5729, plain, spl0_205 | spl0_206 | ~spl0_319, inference(sat_conversion,[],[f18034])).
% 13.33/2.54 cnf(s5733, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_306 | ~spl0_307, inference(sat_conversion,[],[f18039])).
% 13.33/2.54 cnf(s5749, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_306 | ~spl0_307 | spl0_325, inference(sat_conversion,[],[f18055])).
% 13.33/2.54 cnf(s5752, plain, spl0_30 | ~spl0_323 | ~spl0_328, inference(sat_conversion,[],[f18058])).
% 13.33/2.54 cnf(s5753, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_323 | ~spl0_328 | spl0_329, inference(sat_conversion,[],[f18059])).
% 13.33/2.54 cnf(s5755, plain, spl0_23 | ~spl0_134 | ~spl0_232, inference(sat_conversion,[],[f18061])).
% 13.33/2.54 cnf(s5796, plain, spl0_22 | ~spl0_66 | ~spl0_126, inference(sat_conversion,[],[f18102])).
% 13.33/2.54 cnf(s5803, plain, spl0_23 | ~spl0_66 | ~spl0_125, inference(sat_conversion,[],[f18109])).
% 13.33/2.54 cnf(s5865, plain, ~spl0_1 | spl0_22 | spl0_245 | spl0_296 | spl0_297 | spl0_298 | ~spl0_314, inference(sat_conversion,[],[f18232])).
% 13.33/2.54 cnf(s5887, plain, ~spl0_8 | spl0_242 | ~spl0_273, inference(sat_conversion,[],[f18443])).
% 13.33/2.54 cnf(s5890, plain, spl0_73 | spl0_223 | ~spl0_274, inference(sat_conversion,[],[f18484])).
% 13.33/2.54 cnf(s5896, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_95 | ~spl0_97, inference(sat_conversion,[],[f18491])).
% 13.33/2.54 cnf(s5904, plain, spl0_31 | ~spl0_95 | ~spl0_97, inference(sat_conversion,[],[f18499])).
% 13.33/2.54 cnf(s5941, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_95 | ~spl0_97 | spl0_325, inference(sat_conversion,[],[f18536])).
% 13.33/2.54 cnf(s5947, plain, spl0_20 | spl0_95 | ~spl0_136 | spl0_241 | spl0_273 | spl0_274, inference(sat_conversion,[],[f18560])).
% 13.33/2.54 cnf(s5951, plain, ~spl0_1 | spl0_125 | ~spl0_150, inference(sat_conversion,[],[f18568])).
% 13.33/2.54 cnf(s5952, plain, ~spl0_1 | spl0_30 | spl0_148 | spl0_149 | spl0_150 | spl0_151 | ~spl0_222, inference(sat_conversion,[],[f18572])).
% 13.33/2.54 cnf(s5954, plain, ~spl0_1 | spl0_20 | spl0_30 | spl0_149 | spl0_150 | spl0_151 | ~spl0_222 | ~spl0_243, inference(sat_conversion,[],[f18575])).
% 13.33/2.54 cnf(s5956, plain, spl0_12 | spl0_16 | ~spl0_149, inference(sat_conversion,[],[f18610])).
% 13.33/2.54 cnf(s5969, plain, spl0_22 | ~spl0_62 | ~spl0_95, inference(sat_conversion,[],[f18626])).
% 13.33/2.54 cnf(s6015, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_8 | ~spl0_62 | ~spl0_95 | spl0_325, inference(sat_conversion,[],[f18672])).
% 13.33/2.54 cnf(s6068, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | spl0_16 | spl0_20 | spl0_58 | spl0_59 | spl0_219, inference(sat_conversion,[],[f18731])).
% 13.33/2.54 cnf(s6070, plain, ~spl0_1 | spl0_20 | spl0_149 | spl0_150 | spl0_151 | ~spl0_243 | spl0_338, inference(sat_conversion,[],[f18742])).
% 13.33/2.54 cnf(s6076, plain, ~spl0_1 | spl0_23 | spl0_102 | spl0_104 | spl0_105 | ~spl0_262 | spl0_281, inference(sat_conversion,[],[f18766])).
% 13.33/2.54 cnf(s6081, plain, ~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_22 | spl0_61 | spl0_63 | ~spl0_95 | spl0_222, inference(sat_conversion,[],[f18775])).
% 13.33/2.54 cnf(s6130, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_63 | ~spl0_281 | spl0_325, inference(sat_conversion,[],[f18824])).
% 13.33/2.54 cnf(s6131, plain, ~spl0_8 | spl0_96 | ~spl0_102, inference(sat_conversion,[],[f18841])).
% 13.33/2.54 cnf(s6141, plain, spl0_30 | ~spl0_95 | ~spl0_96, inference(sat_conversion,[],[f18851])).
% 13.33/2.54 cnf(s6176, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_95 | ~spl0_96 | spl0_325, inference(sat_conversion,[],[f18886])).
% 13.33/2.54 cnf(s6177, plain, ~spl0_5 | spl0_93 | ~spl0_166, inference(sat_conversion,[],[f18894])).
% 13.33/2.54 cnf(s6219, plain, ~spl0_8 | ~spl0_63 | spl0_339, inference(sat_conversion,[],[f19119])).
% 13.33/2.54 cnf(s6227, plain, spl0_23 | ~spl0_93 | ~spl0_230, inference(sat_conversion,[],[f19135])).
% 13.33/2.54 cnf(s6255, plain, spl0_73 | ~spl0_136 | ~spl0_264, inference(sat_conversion,[],[f19163])).
% 13.33/2.54 cnf(s6275, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_136 | ~spl0_264 | spl0_325, inference(sat_conversion,[],[f19183])).
% 13.33/2.54 cnf(s6287, plain, spl0_20 | ~spl0_92 | spl0_156 | spl0_250 | spl0_261, inference(sat_conversion,[],[f19236])).
% 13.33/2.54 cnf(s6289, plain, spl0_197 | spl0_211 | ~spl0_261, inference(sat_conversion,[],[f19261])).
% 13.33/2.54 cnf(s6312, plain, ~spl0_121 | spl0_197 | spl0_223, inference(sat_conversion,[],[f19393])).
% 13.33/2.54 cnf(s6319, plain, spl0_23 | ~spl0_227 | ~spl0_256, inference(sat_conversion,[],[f19401])).
% 13.33/2.54 cnf(s6334, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_227 | ~spl0_256 | spl0_325, inference(sat_conversion,[],[f19416])).
% 13.33/2.54 cnf(s6337, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_15 | ~spl0_125 | ~spl0_127, inference(sat_conversion,[],[f19419])).
% 13.33/2.54 cnf(s6341, plain, spl0_73 | ~spl0_125 | ~spl0_127, inference(sat_conversion,[],[f19423])).
% 13.33/2.54 cnf(s6347, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_125 | ~spl0_127 | spl0_325, inference(sat_conversion,[],[f19429])).
% 13.33/2.54 cnf(s6348, plain, spl0_22 | ~spl0_69 | ~spl0_148, inference(sat_conversion,[],[f19430])).
% 13.33/2.54 cnf(s6349, plain, spl0_22 | ~spl0_72 | ~spl0_217, inference(sat_conversion,[],[f19431])).
% 13.33/2.54 cnf(s6375, plain, spl0_73 | ~spl0_91 | ~spl0_93, inference(sat_conversion,[],[f19457])).
% 13.33/2.54 cnf(s6385, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_91 | ~spl0_93 | spl0_325, inference(sat_conversion,[],[f19467])).
% 13.33/2.54 cnf(s6387, plain, spl0_20 | ~spl0_69 | ~spl0_150, inference(sat_conversion,[],[f19469])).
% 13.33/2.54 cnf(s6451, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_288 | ~spl0_314, inference(sat_conversion,[],[f19533])).
% 13.33/2.54 cnf(s6454, plain, spl0_23 | ~spl0_288 | ~spl0_314, inference(sat_conversion,[],[f19536])).
% 13.33/2.54 cnf(s6472, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_288 | ~spl0_314 | spl0_325, inference(sat_conversion,[],[f19554])).
% 13.33/2.54 cnf(s6487, plain, spl0_73 | ~spl0_288 | ~spl0_327, inference(sat_conversion,[],[f19569])).
% 13.33/2.54 cnf(s6507, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_288 | spl0_325 | ~spl0_327, inference(sat_conversion,[],[f19589])).
% 13.33/2.54 cnf(s6508, plain, ~spl0_1 | ~spl0_5 | spl0_11 | ~spl0_322 | ~spl0_337, inference(sat_conversion,[],[f19590])).
% 13.33/2.54 cnf(s6509, plain, spl0_20 | ~spl0_322 | ~spl0_337, inference(sat_conversion,[],[f19591])).
% 13.33/2.54 cnf(s6523, plain, spl0_73 | ~spl0_90 | ~spl0_256, inference(sat_conversion,[],[f19605])).
% 13.33/2.54 cnf(s6529, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_90 | ~spl0_256 | spl0_325, inference(sat_conversion,[],[f19611])).
% 13.33/2.54 cnf(s6544, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_8 | ~spl0_277 | ~spl0_278 | spl0_325, inference(sat_conversion,[],[f19626])).
% 13.33/2.54 cnf(s6597, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_117 | ~spl0_256, inference(sat_conversion,[],[f19679])).
% 13.33/2.54 cnf(s6599, plain, spl0_30 | ~spl0_117 | ~spl0_256, inference(sat_conversion,[],[f19681])).
% 13.33/2.54 cnf(s6604, plain, ~spl0_2 | spl0_12 | ~spl0_255, inference(sat_conversion,[],[f19686])).
% 13.33/2.54 cnf(s6616, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_62 | ~spl0_96, inference(sat_conversion,[],[f19698])).
% 13.33/2.54 cnf(s6619, plain, spl0_23 | ~spl0_62 | ~spl0_96, inference(sat_conversion,[],[f19701])).
% 13.33/2.54 cnf(s6629, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_62 | ~spl0_96 | spl0_325, inference(sat_conversion,[],[f19711])).
% 13.33/2.54 cnf(s6630, plain, ~spl0_1 | ~spl0_5 | spl0_11 | ~spl0_62 | ~spl0_97, inference(sat_conversion,[],[f19712])).
% 13.33/2.54 cnf(s6632, plain, spl0_20 | ~spl0_62 | ~spl0_97, inference(sat_conversion,[],[f19714])).
% 13.33/2.54 cnf(s6701, plain, spl0_20 | ~spl0_68 | ~spl0_266, inference(sat_conversion,[],[f19783])).
% 13.33/2.54 cnf(s6760, plain, spl0_22 | ~spl0_265 | ~spl0_281, inference(sat_conversion,[],[f19842])).
% 13.33/2.54 cnf(s6764, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_8 | ~spl0_265 | ~spl0_281 | spl0_325, inference(sat_conversion,[],[f19846])).
% 13.33/2.54 cnf(s6788, plain, spl0_30 | ~spl0_233 | ~spl0_275, inference(sat_conversion,[],[f19870])).
% 13.33/2.54 cnf(s6870, plain, ~spl0_1 | ~spl0_5 | spl0_11 | ~spl0_314 | ~spl0_327, inference(sat_conversion,[],[f19952])).
% 13.33/2.54 cnf(s6871, plain, spl0_20 | ~spl0_314 | ~spl0_327, inference(sat_conversion,[],[f19953])).
% 13.33/2.54 cnf(s6878, plain, spl0_73 | ~spl0_224 | ~spl0_300, inference(sat_conversion,[],[f19960])).
% 13.33/2.54 cnf(s6881, plain, spl0_23 | ~spl0_323 | ~spl0_329, inference(sat_conversion,[],[f19963])).
% 13.33/2.54 cnf(s6882, plain, spl0_22 | ~spl0_247 | ~spl0_304, inference(sat_conversion,[],[f19964])).
% 13.33/2.54 cnf(s6883, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_9 | ~spl0_258 | ~spl0_326, inference(sat_conversion,[],[f19965])).
% 13.33/2.54 cnf(s6885, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_258 | ~spl0_326, inference(sat_conversion,[],[f19967])).
% 13.33/2.54 cnf(s6886, plain, spl0_73 | ~spl0_258 | ~spl0_326, inference(sat_conversion,[],[f19968])).
% 13.33/2.54 cnf(s6897, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_258 | spl0_325 | ~spl0_326, inference(sat_conversion,[],[f19979])).
% 13.33/2.54 cnf(s6910, plain, ~spl0_19 | spl0_30 | spl0_121 | spl0_122 | spl0_123 | ~spl0_264, inference(sat_conversion,[],[f20000])).
% 13.33/2.54 cnf(s6916, plain, spl0_23 | spl0_126 | spl0_244 | spl0_279 | spl0_280 | ~spl0_285, inference(sat_conversion,[],[f20110])).
% 13.33/2.54 cnf(s6923, plain, spl0_197 | spl0_205 | ~spl0_315, inference(sat_conversion,[],[f20323])).
% 13.33/2.54 cnf(s6928, plain, spl0_30 | ~spl0_238 | ~spl0_306, inference(sat_conversion,[],[f20329])).
% 13.33/2.54 cnf(s6931, plain, ~spl0_3 | spl0_10 | ~spl0_19 | ~spl0_204 | spl0_238 | spl0_239, inference(sat_conversion,[],[f20335])).
% 13.33/2.54 cnf(s6935, plain, spl0_20 | spl0_31 | ~spl0_212 | ~spl0_246 | spl0_315 | spl0_316 | spl0_317 | spl0_320 | ~spl0_322, inference(sat_conversion,[],[f20487])).
% 13.33/2.54 cnf(s6989, plain, spl0_31 | ~spl0_61 | ~spl0_114, inference(sat_conversion,[],[f20673])).
% 13.33/2.54 cnf(s6994, plain, ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_61 | ~spl0_114 | spl0_116, inference(sat_conversion,[],[f20678])).
% 13.33/2.54 cnf(s7007, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_61 | ~spl0_114 | spl0_215, inference(sat_conversion,[],[f20691])).
% 13.33/2.54 cnf(s7009, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_61 | ~spl0_68 | ~spl0_114 | spl0_255, inference(sat_conversion,[],[f20693])).
% 13.33/2.54 cnf(s7028, plain, ~spl0_4 | ~spl0_5 | ~spl0_8 | spl0_30 | ~spl0_59 | ~spl0_154, inference(sat_conversion,[],[f20712])).
% 13.33/2.54 cnf(s7029, plain, spl0_31 | ~spl0_59 | ~spl0_154, inference(sat_conversion,[],[f20713])).
% 13.33/2.54 cnf(s7046, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_59 | ~spl0_154 | spl0_218, inference(sat_conversion,[],[f20730])).
% 13.33/2.54 cnf(s7069, plain, spl0_30 | ~spl0_187 | ~spl0_201, inference(sat_conversion,[],[f20753])).
% 13.33/2.54 cnf(s7085, plain, spl0_20 | ~spl0_63 | ~spl0_265, inference(sat_conversion,[],[f20769])).
% 13.33/2.54 cnf(s7159, plain, spl0_73 | ~spl0_259 | ~spl0_323, inference(sat_conversion,[],[f20843])).
% 13.33/2.54 cnf(s7175, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_259 | spl0_292 | ~spl0_294 | ~spl0_323, inference(sat_conversion,[],[f20859])).
% 13.33/2.54 cnf(s7182, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_222 | ~spl0_338, inference(sat_conversion,[],[f20866])).
% 13.33/2.54 cnf(s7184, plain, spl0_30 | ~spl0_222 | ~spl0_338, inference(sat_conversion,[],[f20868])).
% 13.33/2.54 cnf(s7189, plain, ~spl0_64 | spl0_73 | ~spl0_339, inference(sat_conversion,[],[f20873])).
% 13.33/2.54 cnf(s7207, plain, ~spl0_1 | spl0_243 | ~spl0_279, inference(sat_conversion,[],[f20898])).
% 13.33/2.54 cnf(s7213, plain, ~spl0_7 | spl0_64 | ~spl0_222, inference(sat_conversion,[],[f20906])).
% 13.33/2.54 cnf(s7251, plain, ~spl0_19 | spl0_30 | spl0_139 | spl0_141 | spl0_142 | ~spl0_285, inference(sat_conversion,[],[f21005])).
% 13.33/2.54 cnf(s7257, plain, ~spl0_1 | spl0_245 | spl0_296 | spl0_297 | spl0_298 | spl0_324, inference(sat_conversion,[],[f21014])).
% 13.33/2.54 cnf(s7273, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_96 | ~spl0_97, inference(sat_conversion,[],[f21192])).
% 13.33/2.54 cnf(s7275, plain, ~spl0_2 | ~spl0_96 | ~spl0_97 | spl0_153, inference(sat_conversion,[],[f21194])).
% 13.33/2.54 cnf(s7299, plain, ~spl0_1 | spl0_22 | spl0_102 | spl0_104 | spl0_105 | ~spl0_231 | spl0_281, inference(sat_conversion,[],[f21268])).
% 13.33/2.54 cnf(s7303, plain, spl0_12 | spl0_220 | ~spl0_280, inference(sat_conversion,[],[f21387])).
% 13.33/2.54 cnf(s7318, plain, ~spl0_7 | spl0_20 | spl0_136 | ~spl0_137 | spl0_140 | ~spl0_204 | spl0_233, inference(sat_conversion,[],[f21413])).
% 13.33/2.54 cnf(s7321, plain, ~spl0_19 | spl0_31 | spl0_121 | spl0_122 | spl0_123 | ~spl0_136, inference(sat_conversion,[],[f21442])).
% 13.33/2.54 cnf(s7322, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_125 | ~spl0_126, inference(sat_conversion,[],[f21443])).
% 13.33/2.54 cnf(s7324, plain, spl0_30 | ~spl0_125 | ~spl0_126, inference(sat_conversion,[],[f21445])).
% 13.33/2.54 cnf(s7338, plain, spl0_31 | ~spl0_148 | ~spl0_150, inference(sat_conversion,[],[f21459])).
% 13.33/2.54 cnf(s7361, plain, spl0_20 | ~spl0_244 | ~spl0_257, inference(sat_conversion,[],[f21482])).
% 13.33/2.54 cnf(s7364, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_22 | ~spl0_288 | ~spl0_324, inference(sat_conversion,[],[f21485])).
% 13.33/2.54 cnf(s7366, plain, spl0_30 | ~spl0_288 | ~spl0_324, inference(sat_conversion,[],[f21487])).
% 13.33/2.54 cnf(s7386, plain, spl0_31 | ~spl0_43 | ~spl0_330, inference(sat_conversion,[],[f21507])).
% 13.33/2.54 cnf(s7401, plain, spl0_22 | ~spl0_233 | ~spl0_282, inference(sat_conversion,[],[f21522])).
% 13.33/2.54 cnf(s7406, plain, spl0_73 | ~spl0_85 | ~spl0_254, inference(sat_conversion,[],[f21527])).
% 13.33/2.54 cnf(s7413, plain, spl0_23 | ~spl0_275 | ~spl0_282, inference(sat_conversion,[],[f21534])).
% 13.33/2.54 cnf(s7427, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_275 | ~spl0_282 | spl0_325, inference(sat_conversion,[],[f21548])).
% 13.33/2.54 cnf(s7428, plain, spl0_20 | ~spl0_90 | ~spl0_227, inference(sat_conversion,[],[f21549])).
% 13.33/2.54 cnf(s7467, plain, ~spl0_8 | spl0_301 | ~spl0_310, inference(sat_conversion,[],[f21617])).
% 13.33/2.54 cnf(s7488, plain, ~spl0_1 | spl0_69 | ~spl0_338, inference(sat_conversion,[],[f21673])).
% 13.33/2.54 cnf(s7569, plain, ~spl0_1 | ~spl0_57 | spl0_90 | spl0_163 | spl0_214 | spl0_224, inference(sat_conversion,[],[f21898])).
% 13.33/2.54 cnf(s7597, plain, ~spl0_7 | ~spl0_8 | spl0_292 | spl0_293 | spl0_294 | spl0_310 | spl0_314, inference(sat_conversion,[],[f21957])).
% 13.33/2.54 cnf(s7606, plain, ~spl0_7 | ~spl0_8 | spl0_115 | spl0_116 | spl0_117 | spl0_118 | spl0_266, inference(sat_conversion,[],[f21991])).
% 13.33/2.54 cnf(s7616, plain, ~spl0_8 | spl0_70 | spl0_115 | spl0_116 | spl0_117 | spl0_118, inference(sat_conversion,[],[f22012])).
% 13.33/2.54 cnf(s7619, plain, ~spl0_7 | ~spl0_8 | spl0_23 | ~spl0_57 | spl0_85 | ~spl0_111 | spl0_171 | spl0_256, inference(sat_conversion,[],[f22017])).
% 13.33/2.54 cnf(s7623, plain, ~spl0_7 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_115 | spl0_116 | spl0_118 | spl0_266, inference(sat_conversion,[],[f22025])).
% 13.33/2.54 cnf(s7643, plain, ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_115 | spl0_116 | spl0_118 | ~spl0_338, inference(sat_conversion,[],[f22064])).
% 13.33/2.54 cnf(s7647, plain, ~spl0_8 | spl0_10 | spl0_20 | spl0_22 | spl0_23 | ~spl0_69 | ~spl0_87 | spl0_115 | spl0_116 | spl0_118 | spl0_216, inference(sat_conversion,[],[f22068])).
% 13.33/2.54 cnf(s7654, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_13 | ~spl0_144 | ~spl0_254, inference(sat_conversion,[],[f22075])).
% 13.33/2.54 cnf(s7660, plain, spl0_30 | ~spl0_144 | ~spl0_254, inference(sat_conversion,[],[f22081])).
% 13.33/2.54 cnf(s7690, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_144 | ~spl0_254 | spl0_265, inference(sat_conversion,[],[f22111])).
% 13.33/2.54 cnf(s7978, plain, ~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_66 | spl0_67 | spl0_68 | spl0_288, inference(sat_conversion,[],[f22998])).
% 13.33/2.54 cnf(s8007, plain, spl0_37 | spl0_38 | spl0_70 | ~spl0_83 | spl0_107 | spl0_115 | spl0_116 | spl0_118, inference(sat_conversion,[],[f23066])).
% 13.33/2.54 cnf(s8020, plain, ~spl0_1 | ~spl0_7 | spl0_16 | spl0_20 | spl0_65 | spl0_66 | spl0_67 | spl0_68, inference(sat_conversion,[],[f23115])).
% 13.33/2.54 cnf(s8487, plain, ~spl0_1 | ~spl0_7 | spl0_16 | ~spl0_19 | spl0_20 | spl0_200 | spl0_327 | spl0_328 | spl0_332, inference(sat_conversion,[],[f24033])).
% 13.33/2.54 cnf(s8972, plain, ~spl0_1 | ~spl0_7 | ~spl0_8 | spl0_16 | spl0_20 | spl0_61 | spl0_62 | spl0_63 | spl0_222, inference(sat_conversion,[],[f25419])).
% 13.33/2.54 cnf(s9041, plain, ~spl0_4 | spl0_156 | spl0_166 | spl0_167 | ~spl0_212 | spl0_250, inference(sat_conversion,[],[f25511])).
% 13.33/2.54 cnf(s9217, plain, ~spl0_8 | spl0_95 | spl0_121 | spl0_122 | spl0_123 | ~spl0_212 | spl0_241 | spl0_242, inference(sat_conversion,[],[f25734])).
% 13.33/2.54 cnf(s9580, plain, ~spl0_5 | spl0_92 | spl0_120 | ~spl0_204 | spl0_230 | spl0_231, inference(sat_conversion,[],[f26248])).
% 13.33/2.54 cnf(s9645, plain, ~spl0_8 | spl0_73 | spl0_95 | spl0_121 | spl0_122 | spl0_123 | ~spl0_212 | spl0_241 | ~spl0_262, inference(sat_conversion,[],[f26318])).
% 13.33/2.54 cnf(s9662, plain, spl0_77 | spl0_184 | spl0_185 | spl0_202, inference(sat_conversion,[],[f26338])).
% 13.33/2.54 cnf(s9790, plain, ~spl0_8 | spl0_22 | spl0_77 | spl0_184 | spl0_185 | ~spl0_203, inference(sat_conversion,[],[f26498])).
% 13.33/2.54 cnf(s10199, plain, ~spl0_8 | ~spl0_87 | spl0_184 | spl0_185 | spl0_188 | spl0_189 | spl0_190 | spl0_202, inference(sat_conversion,[],[f27002])).
% 13.33/2.54 cnf(s10200, plain, ~spl0_7 | spl0_23 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_115 | spl0_116 | spl0_118 | ~spl0_222, inference(sat_conversion,[],[f27003])).
% 13.33/2.54 cnf(s10220, plain, spl0_31 | ~spl0_259 | ~spl0_328, inference(sat_conversion,[],[f27024])).
% 13.33/2.54 cnf(s10243, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_211 | ~spl0_259 | ~spl0_328, inference(sat_conversion,[],[f27047])).
% 13.33/2.54 cnf(s10258, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_259 | spl0_325 | ~spl0_328, inference(sat_conversion,[],[f27062])).
% 13.33/2.54 cnf(s10259, plain, ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_259 | ~spl0_328 | spl0_329, inference(sat_conversion,[],[f27063])).
% 13.33/2.54 cnf(s10456, plain, spl0_22 | ~spl0_87 | spl0_184 | spl0_185 | spl0_188 | spl0_189 | spl0_190 | ~spl0_203, inference(sat_conversion,[],[f27828])).
% 13.33/2.54 cnf(s10457, plain, ~spl0_87 | spl0_184 | spl0_185 | spl0_187 | spl0_188 | spl0_189 | spl0_190, inference(sat_conversion,[],[f27830])).
% 13.33/2.54 cnf(s10462, plain, ~spl0_109 | spl0_205 | spl0_206 | spl0_316 | spl0_317 | spl0_320 | spl0_331 | spl0_337, inference(sat_conversion,[],[f27836])).
% 13.33/2.54 cnf(s10495, plain, spl0_31 | ~spl0_109 | spl0_205 | spl0_206 | ~spl0_246 | spl0_316 | spl0_317 | spl0_320 | spl0_337, inference(sat_conversion,[],[f27869])).
% 13.33/2.54 cnf(s10891, plain, ~spl0_5 | spl0_23 | spl0_92 | ~spl0_93 | spl0_120 | ~spl0_204 | spl0_231, inference(sat_conversion,[],[f28370])).
% 13.33/2.54 cnf(s10896, plain, ~spl0_109 | spl0_205 | spl0_206 | spl0_316 | spl0_317 | spl0_320 | spl0_331 | spl0_337, inference(sat_conversion,[],[f28379])).
% 13.33/2.54 cnf(s10919, plain, ~spl0_87 | spl0_115 | spl0_116 | spl0_117 | spl0_118 | spl0_148 | spl0_149 | spl0_150 | spl0_151, inference(sat_conversion,[],[f28420])).
% 13.33/2.54 cnf(s10943, plain, ~spl0_7 | ~spl0_83 | spl0_289 | spl0_290 | spl0_291 | spl0_292 | spl0_293 | spl0_294 | spl0_314, inference(sat_conversion,[],[f28452])).
% 13.33/2.54 cnf(s11081, plain, spl0_22 | ~spl0_87 | spl0_115 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150 | spl0_151 | ~spl0_227, inference(sat_conversion,[],[f28622])).
% 13.33/2.54 cnf(s11091, plain, ~spl0_8 | ~spl0_87 | spl0_115 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150 | spl0_151 | spl0_216, inference(sat_conversion,[],[f28729])).
% 13.33/2.54 cnf(s11092, plain, ~spl0_1 | ~spl0_7 | spl0_22 | spl0_37 | spl0_38 | ~spl0_83 | spl0_107 | spl0_115 | spl0_116 | spl0_118 | spl0_148 | spl0_149 | spl0_150 | spl0_151, inference(sat_conversion,[],[f28732])).
% 13.33/2.54 cnf(s11102, plain, ~spl0_1 | spl0_149 | spl0_150 | spl0_151 | spl0_282 | spl0_338, inference(sat_conversion,[],[f29025])).
% 13.33/2.54 cnf(s11116, plain, spl0_31 | ~spl0_68 | ~spl0_338, inference(sat_conversion,[],[f29039])).
% 13.33/2.54 cnf(s11139, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_68 | spl0_211 | ~spl0_338, inference(sat_conversion,[],[f29062])).
% 13.33/2.54 cnf(s11155, plain, ~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | ~spl0_68 | spl0_325 | ~spl0_338, inference(sat_conversion,[],[f29078])).
% 13.33/2.54 cnf(s11215, plain, spl0_148 | ~spl0_282, inference(sat_conversion,[],[f29153])).
% 13.33/2.54 cnf(s11239, plain, ~spl0_1 | spl0_71 | ~spl0_281, inference(sat_conversion,[],[f29195])).
% 13.33/2.54 cnf(s11488, plain, ~spl0_7 | spl0_136 | spl0_140 | ~spl0_204 | spl0_232 | spl0_233, inference(sat_conversion,[],[f29641])).
% 13.33/2.54 cnf(s11573, plain, ~spl0_1 | spl0_126 | spl0_139 | spl0_141 | spl0_142 | ~spl0_212 | spl0_243 | spl0_244, inference(sat_conversion,[],[f29780])).
% 13.33/2.54 cnf(s11638, plain, ~spl0_1 | spl0_126 | spl0_139 | spl0_141 | spl0_142 | ~spl0_212 | spl0_243 | spl0_244, inference(sat_conversion,[],[f29860])).
% 13.33/2.54 cnf(s11691, plain, ~spl0_1 | ~spl0_7 | spl0_22 | ~spl0_83 | spl0_245 | spl0_289 | spl0_290 | spl0_291 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298, inference(sat_conversion,[],[f29930])).
% 13.33/2.54 cnf(s11697, plain, ~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298 | spl0_301, inference(sat_conversion,[],[f29937])).
% 13.33/2.54 cnf(s11707, plain, ~spl0_8 | ~spl0_87 | spl0_245 | spl0_292 | spl0_293 | spl0_294 | spl0_296 | spl0_297 | spl0_298 | spl0_301, inference(sat_conversion,[],[f29951])).
% 13.33/2.54 cnf(s11711, plain, spl0_30 | ~spl0_200 | ~spl0_304, inference(sat_conversion,[],[f29956])).
% 13.33/2.54 cnf(s11723, plain, ~spl0_1 | spl0_189 | spl0_190 | spl0_304 | spl0_307, inference(sat_conversion,[],[f30111])).
% 13.33/2.54 cnf(s11735, plain, ~spl0_1 | ~spl0_5 | spl0_11 | ~spl0_259 | ~spl0_329, inference(sat_conversion,[],[f30123])).
% 13.33/2.54 cnf(s11736, plain, spl0_20 | ~spl0_259 | ~spl0_329, inference(sat_conversion,[],[f30124])).
% 13.33/2.54 cnf(s11785, plain, ~spl0_1 | ~spl0_4 | ~spl0_5 | ~spl0_7 | ~spl0_8 | spl0_11 | ~spl0_223, inference(sat_conversion,[],[f30173])).
% 13.33/2.54 cnf(s11797, plain, ~spl0_16, inference(rat,[],[s16,s5,s8,s7,s4])).
% 13.33/2.54 cnf(s11798, plain, ~spl0_197, inference(rat,[],[s5343,s4,s5,s8,s7,s11797])).
% 13.33/2.54 cnf(s11799, plain, ~spl0_56, inference(rat,[],[s63,s4,s5,s8,s7,s11797])).
% 13.33/2.54 cnf(s11800, plain, ~spl0_167, inference(rat,[],[s5285,s11798])).
% 13.33/2.54 cnf(s11801, plain, ~spl0_32, inference(rat,[],[s212,s11798])).
% 13.33/2.54 cnf(s11805, plain, ~spl0_12, inference(rat,[],[s21,s4,s3])).
% 13.33/2.54 cnf(s11806, plain, ~spl0_11, inference(rat,[],[s19,s4,s3])).
% 13.33/2.54 cnf(s11807, plain, ~spl0_149, inference(rat,[],[s5956,s11797,s11805])).
% 13.33/2.54 cnf(s11808, plain, ~spl0_105, inference(rat,[],[s1343,s11799,s11805])).
% 13.33/2.54 cnf(s11809, plain, ~spl0_157, inference(rat,[],[s350,s11798,s11805])).
% 13.33/2.54 cnf(s11810, plain, ~spl0_255, inference(rat,[],[s6604,s11805,s2])).
% 13.33/2.54 cnf(s11811, plain, ~spl0_10, inference(rat,[],[s10,s2])).
% 13.33/2.54 cnf(s11812, plain, ~spl0_9, inference(rat,[],[s9,s2])).
% 13.33/2.54 cnf(s11813, plain, ~spl0_18, inference(rat,[],[s761,s5,s11810])).
% 13.33/2.54 cnf(s11814, plain, ~spl0_325, inference(rat,[],[s4967,s3,s11812])).
% 13.33/2.54 cnf(s11815, plain, ~spl0_223, inference(rat,[],[s11785,s11806,s4,s8,s7,s5,s1])).
% 13.33/2.54 cnf(s11816, plain, ~spl0_30, inference(rat,[],[s860,s11809,s3,s8,s7,s6,s5,s4,s1])).
% 13.33/2.54 cnf(s11817, plain, ~spl0_73, inference(rat,[],[s737,s11809,s2,s8,s7,s5,s4,s1])).
% 13.33/2.54 cnf(s11818, plain, ~spl0_220, inference(rat,[],[s461,s11798,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11819, plain, ~spl0_210, inference(rat,[],[s328,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11820, plain, ~spl0_205, inference(rat,[],[s313,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11821, plain, ~spl0_206, inference(rat,[],[s298,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11822, plain, ~spl0_23, inference(rat,[],[s209,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11823, plain, ~spl0_22, inference(rat,[],[s186,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11824, plain, ~spl0_20, inference(rat,[],[s91,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11825, plain, ~spl0_31, inference(rat,[],[s72,s11799,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11826, plain, spl0_19, inference(rat,[],[s22,s4,s8,s7,s6,s5,s1])).
% 13.33/2.54 cnf(s11827, plain, ~spl0_15, inference(rat,[],[s15,s7,s8,s1])).
% 13.33/2.54 cnf(s11829, plain, ~spl0_13, inference(rat,[],[s13,s1])).
% 13.33/2.54 cnf(s11830, plain, ~spl0_121, inference(rat,[],[s6312,s11798,s11815])).
% 13.33/2.54 cnf(s11831, plain, ~spl0_184, inference(rat,[],[s781,s11798,s11815])).
% 13.33/2.54 cnf(s11832, plain, ~spl0_98, inference(rat,[],[s399,s11805,s11815])).
% 13.33/2.54 cnf(s11833, plain, ~spl0_274, inference(rat,[],[s5890,s11815,s11817])).
% 13.33/2.54 cnf(s11834, plain, ~spl0_292, inference(rat,[],[s5017,s11815,s11817])).
% 13.33/2.54 cnf(s11835, plain, ~spl0_153, inference(rat,[],[s1212,s11815,s11817])).
% 13.33/2.54 cnf(s11836, plain, ~spl0_116, inference(rat,[],[s682,s11797,s11817])).
% 13.33/2.54 cnf(s11837, plain, ~spl0_145, inference(rat,[],[s636,s11799,s11817])).
% 13.33/2.54 cnf(s11838, plain, ~spl0_280, inference(rat,[],[s7303,s11805,s11818])).
% 13.33/2.54 cnf(s11839, plain, ~spl0_296, inference(rat,[],[s4956,s11805,s11818])).
% 13.33/2.54 cnf(s11840, plain, ~spl0_139, inference(rat,[],[s3430,s11798,s11818])).
% 13.33/2.54 cnf(s11841, plain, ~spl0_190, inference(rat,[],[s620,s11798,s11818])).
% 13.33/2.54 cnf(s11843, plain, ~spl0_315, inference(rat,[],[s6923,s11798,s11820])).
% 13.33/2.54 cnf(s11844, plain, ~spl0_319, inference(rat,[],[s5729,s11820,s11821])).
% 13.33/2.54 cnf(s11845, plain, spl0_83, inference(rat,[],[s107,s5,s8,s11823])).
% 13.33/2.54 cnf(s11846, plain, spl0_87, inference(rat,[],[s140,s1,s7,s8,s11823])).
% 13.33/2.54 cnf(s11847, plain, ~spl0_38, inference(rat,[],[s700,s11797,s11824])).
% 13.33/2.54 cnf(s11848, plain, ~spl0_211, inference(rat,[],[s435,s1,s4,s8,s7,s6,s5,s11824])).
% 13.33/2.54 cnf(s11849, plain, ~spl0_263, inference(rat,[],[s1652,s11799,s11825])).
% 13.33/2.54 cnf(s11850, plain, ~spl0_44, inference(rat,[],[s764,s11798,s11825])).
% 13.33/2.54 cnf(s11851, plain, spl0_57, inference(rat,[],[s57,s11799,s5,s8,s11825])).
% 13.33/2.54 cnf(s11852, plain, ~spl0_317, inference(rat,[],[s4966,s11814,s11826])).
% 13.33/2.54 cnf(s11855, plain, spl0_204, inference(rat,[],[s283,s11821,s11820,s11826])).
% 13.33/2.54 cnf(s11856, plain, spl0_109, inference(rat,[],[s113,s11823,s11826])).
% 13.33/2.54 cnf(s11857, plain, ~spl0_261, inference(rat,[],[s6289,s11798,s11848])).
% 13.33/2.54 cnf(s11858, plain, ~spl0_291, inference(rat,[],[s5038,s11819,s11848])).
% 13.33/2.54 cnf(s11860, plain, spl0_212, inference(rat,[],[s317,s11848,s11819,s11856])).
% 13.33/2.54 cnf(s11862, plain, ~spl0_246 | spl0_298 | ~spl0_247 | spl0_245 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s3683,s5048,s10943,s4922,s4963,s5049,s4973,s5012,s4986,s5865,s7257,s4954,s11816,s11826,s11851,s7,s11845,s11858,s11834,s11825,s11846,s11839,s11823,s11797,s1,s11822,s11824,s11817])).
% 13.33/2.54 cnf(s11863, plain, ~spl0_308 | ~spl0_247 | spl0_245 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s3683,s5048,s10943,s4922,s4963,s5753,s5049,s5578,s4986,s5865,s7257,s5684,s5676,s5687,s5494,s5726,s6931,s5749,s3442,s11723,s622,s11862,s4936,s5712,s4942,s5716,s6882,s11816,s11826,s11851,s7,s11845,s11858,s11834,s11825,s11846,s11839,s8,s5,s4,s11823,s11797,s1,s11822,s11824,s11844,s3,s11811,s11855,s11814,s11841,s11817])).
% 13.33/2.54 cnf(s11864, plain, spl0_316 | ~spl0_247 | spl0_245 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s4936,s11862,s6935,s622,s5726,s3442,s6928,s6931,s4930,s6882,s11824,s11825,s11843,s11860,s11852,s11826,s1,s11841,s11823,s11816,s3,s11811,s11855])).
% 13.33/2.54 cnf(s11865, plain, spl0_122 | spl0_242 | spl0_95 | spl0_123 | spl0_141 | spl0_244 | spl0_126, inference(rat,[],[s3437,s777,s7318,s1609,s1538,s6916,s5234,s7207,s6788,s5396,s3450,s9217,s7321,s11840,s1,s7,s11824,s11855,s11826,s11822,s11838,s11823,s11816,s4,s5,s8,s3,s11814,s11830,s11860,s11825])).
% 13.33/2.54 cnf(s11866, plain, spl0_242 | spl0_95 | spl0_123 | spl0_141 | spl0_244 | spl0_126, inference(rat,[],[s5947,s11488,s3450,s1609,s577,s5387,s7251,s11638,s777,s923,s5755,s772,s11865,s5887,s11824,s11833,s7,s11855,s1,s5,s6,s8,s4,s11798,s11817,s11816,s11826,s11840,s11860,s11822])).
% 13.33/2.54 cnf(s11867, plain, spl0_151 | spl0_123 | spl0_141 | spl0_244 | ~spl0_66 | spl0_338, inference(rat,[],[s7321,s772,s11488,s923,s3431,s1609,s777,s6916,s7401,s11638,s7207,s11102,s6070,s5796,s5951,s5803,s11830,s11825,s11826,s7,s11855,s11817,s11824,s1,s11822,s11838,s11823,s11840,s11860,s11807])).
% 13.33/2.54 cnf(s11868, plain, ~spl0_264 | spl0_123 | spl0_141 | spl0_244 | spl0_126, inference(rat,[],[s11488,s1609,s577,s7251,s11638,s777,s923,s5755,s772,s6910,s6275,s7,s11855,s1,s5,s6,s8,s4,s11798,s11816,s11826,s11840,s11860,s11817,s11822,s11830,s3,s11814])).
% 13.33/2.54 cnf(s11869, plain, spl0_123 | spl0_141 | spl0_244 | ~spl0_66 | spl0_338 | spl0_281, inference(rat,[],[s1065,s10891,s6287,s11868,s6177,s9041,s2090,s3940,s1380,s554,s4873,s1542,s11866,s6131,s5941,s7275,s1145,s11867,s5796,s8,s5,s11822,s11855,s11824,s11857,s4,s11800,s11860,s11816,s6,s7,s11798,s1,s11817,s11808,s3,s11814,s2,s11835,s11823])).
% 13.33/2.54 cnf(s11870, plain, ~spl0_231 | spl0_102 | spl0_166 | spl0_281, inference(rat,[],[s2090,s5549,s1380,s3940,s7299,s2078,s8,s5,s4,s11816,s11800,s11860,s1,s11823,s11808])).
% 13.33/2.54 cnf(s11871, plain, ~spl0_243 | ~spl0_91 | spl0_150 | spl0_338 | spl0_281, inference(rat,[],[s2090,s5549,s1380,s3940,s1542,s4873,s5887,s3456,s1065,s9580,s11870,s6131,s5941,s7275,s1145,s3450,s6070,s5387,s1070,s793,s6177,s6375,s8,s5,s4,s11816,s11800,s11860,s1,s11824,s11808,s11817,s11822,s11833,s11855,s7,s3,s11814,s2,s11835,s11807,s11826,s11825])).
% 13.33/2.54 cnf(s11872, plain, ~spl0_262 | spl0_140 | ~spl0_137 | spl0_92 | spl0_230 | spl0_150 | spl0_338, inference(rat,[],[s5941,s3456,s1145,s3450,s11102,s6788,s7401,s7318,s6275,s1065,s9580,s5887,s2078,s4880,s4,s5,s7,s8,s3,s1,s11814,s11822,s11833,s11807,s11816,s11823,s11824,s11855,s11849])).
% 13.33/2.54 cnf(s11873, plain, ~spl0_231 | spl0_104 | spl0_232 | spl0_140 | spl0_150 | spl0_338 | spl0_281, inference(rat,[],[s5947,s11488,s3450,s7401,s7427,s11102,s1145,s6176,s7275,s6131,s5887,s7299,s549,s11824,s11833,s7,s11855,s11823,s4,s5,s8,s3,s1,s11814,s11807,s2,s11835,s11808,s11825])).
% 13.33/2.54 cnf(s11874, plain, ~spl0_247 | ~spl0_66 | spl0_293 | spl0_338 | spl0_281 | spl0_290 | spl0_201, inference(rat,[],[s5887,s1542,s3456,s6131,s5941,s7275,s1145,s3450,s11102,s6788,s7401,s7318,s6275,s1065,s9580,s11873,s1380,s2091,s5549,s3940,s11872,s3431,s1609,s777,s6916,s11638,s7207,s11871,s793,s6177,s1070,s6375,s1071,s11869,s774,s6897,s4972,s11864,s3618,s11863,s5796,s5951,s5803,s1118,s1844,s8,s1,s11824,s11808,s11822,s11833,s4,s5,s7,s3,s11814,s2,s11835,s11807,s11816,s11823,s11855,s11825,s11800,s11860,s11838,s11840,s11826,s11817])).
% 13.33/2.54 cnf(s11875, plain, spl0_316 | ~spl0_308 | spl0_189 | spl0_328 | spl0_245, inference(rat,[],[s5011,s7257,s8487,s5684,s5676,s5687,s10896,s11711,s5726,s3442,s6928,s6931,s4930,s5716,s4936,s4942,s4,s5,s7,s8,s3,s11814,s1,s11839,s11797,s11824,s11826,s11823,s11816,s11821,s11820,s11852,s11856,s11841,s11811,s11855,s11825,s11843,s11822,s11817])).
% 13.33/2.54 cnf(s11876, plain, spl0_297 | spl0_298 | spl0_294 | spl0_329 | spl0_245 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s5048,s3683,s4922,s11691,s11816,s11826,s11851,s11825,s11834,s11846,s11839,s7,s1,s11823,s11845,s11858])).
% 13.33/2.54 cnf(s11877, plain, spl0_314 | ~spl0_259 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s5048,s3683,s4920,s10943,s4927,s11736,s4963,s7159,s11816,s11826,s11851,s8,s11825,s11834,s7,s11845,s11858,s11817,s11824])).
% 13.33/2.54 cnf(s11878, plain, ~spl0_308 | spl0_189 | spl0_327 | spl0_294 | spl0_328 | spl0_329 | spl0_245 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s5494,s5726,s6931,s5749,s3442,s11723,s11711,s8487,s5687,s5708,s5684,s11876,s4936,s5712,s4942,s5716,s11844,s11824,s11826,s3,s11811,s11855,s4,s5,s7,s8,s1,s11814,s11841,s11823,s11816,s11797,s11822,s11817])).
% 13.33/2.54 cnf(s11879, plain, spl0_316 | spl0_189 | ~spl0_314 | spl0_328 | spl0_245, inference(rat,[],[s4936,s6508,s5865,s10896,s5684,s5676,s5694,s8487,s11711,s5726,s3442,s6928,s6931,s4930,s6871,s5,s11806,s1,s11839,s11823,s11821,s11820,s11852,s11856,s11822,s7,s11797,s11824,s11826,s11816,s11841,s3,s11811,s11855,s11825,s11843])).
% 13.33/2.54 cnf(s11880, plain, spl0_189 | ~spl0_314 | spl0_294 | spl0_328 | spl0_329 | ~spl0_66 | spl0_293 | spl0_338 | spl0_281 | spl0_290 | spl0_201, inference(rat,[],[s5887,s1542,s3456,s6131,s5941,s7275,s1145,s3450,s11102,s6788,s7401,s7318,s6275,s1065,s9580,s11873,s1380,s2091,s5549,s3940,s11872,s3431,s1609,s777,s6916,s793,s11638,s7207,s6177,s11871,s1070,s6375,s1071,s11869,s774,s6897,s4972,s11879,s3618,s11878,s5796,s5951,s5803,s1118,s1844,s6871,s8,s1,s11824,s11808,s11822,s11833,s4,s5,s7,s3,s11814,s2,s11835,s11807,s11816,s11823,s11855,s11825,s11800,s11860,s11838,s11826,s11840,s11817])).
% 13.33/2.54 cnf(s11881, plain, spl0_316 | spl0_337 | ~spl0_246, inference(rat,[],[s6928,s5726,s6931,s10495,s4930,s11816,s11826,s3,s11811,s11855,s11820,s11821,s11825,s11856,s11852,s11843])).
% 13.33/2.54 cnf(s11882, plain, ~spl0_66 | spl0_293 | spl0_338 | spl0_281 | spl0_290 | spl0_33, inference(rat,[],[s5887,s1542,s3456,s6131,s5941,s7275,s1145,s3450,s11102,s6788,s7401,s7318,s6275,s1065,s9580,s11873,s1380,s2091,s5549,s3940,s11872,s3431,s1609,s777,s6916,s793,s11638,s7207,s6177,s11871,s1070,s6375,s1071,s11869,s774,s6897,s4972,s11881,s3618,s4941,s6509,s4936,s5865,s4954,s622,s11880,s11877,s4963,s7159,s10220,s11736,s782,s9662,s623,s11874,s1118,s5951,s1844,s5796,s5803,s280,s2315,s8,s1,s11824,s11808,s11822,s11833,s4,s5,s7,s3,s11814,s2,s11835,s11807,s11816,s11823,s11855,s11825,s11800,s11860,s11838,s11826,s11840,s11817,s6,s11797,s11839,s11831,s11845,s11801,s11811])).
% 13.33/2.54 cnf(s11883, plain, ~spl0_328 | spl0_314 | spl0_293 | spl0_290 | spl0_201, inference(rat,[],[s5048,s3683,s4920,s10943,s4963,s5753,s5049,s4927,s11816,s11826,s11851,s8,s11825,s11834,s7,s11845,s11858,s5,s4,s11823])).
% 13.33/2.54 cnf(s11884, plain, ~spl0_97 | spl0_123 | spl0_126 | spl0_141 | spl0_244 | spl0_281, inference(rat,[],[s10891,s6177,s6287,s5549,s2090,s1380,s3940,s1542,s554,s4873,s11866,s6131,s5941,s7275,s1065,s11868,s5,s11822,s11855,s11824,s11857,s11800,s11860,s8,s4,s11816,s1,s11808,s6,s7,s11798,s11817,s3,s11814,s2,s11835])).
% 13.33/2.54 cnf(s11885, plain, spl0_123 | spl0_150 | spl0_126 | spl0_141 | spl0_244 | spl0_338 | spl0_281, inference(rat,[],[s7321,s772,s7318,s923,s1609,s777,s6916,s7401,s11638,s7207,s11102,s6070,s1145,s11884,s11830,s11825,s11826,s7,s11824,s11855,s11817,s1,s11822,s11838,s11823,s11840,s11860,s11807])).
% 13.33/2.54 cnf(s11886, plain, spl0_150 | spl0_126 | spl0_281 | spl0_141 | spl0_244 | spl0_338, inference(rat,[],[s5887,s1542,s3456,s6131,s5941,s7275,s1145,s3450,s11102,s6788,s7401,s7318,s6275,s1065,s9580,s11873,s1380,s2091,s5549,s3940,s11872,s3431,s1609,s777,s6916,s793,s11638,s7207,s6177,s11871,s1070,s6375,s1071,s11885,s11817,s11840,s11826,s11838,s11860,s11800,s11825,s11855,s11823,s11816,s11807,s11835,s2,s11814,s3,s7,s5,s4,s11833,s11822,s11808,s11824,s1,s8])).
% 13.33/2.54 cnf(s11887, plain, ~spl0_222 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11886,s5951,s6347,s5134,s1118,s774,s7257,s6897,s3618,s4936,s4972,s5725,s6508,s4930,s5712,s5494,s5726,s6931,s5749,s5684,s3442,s11723,s5676,s5694,s622,s5578,s5012,s11883,s6882,s623,s9790,s782,s11877,s6454,s6487,s7366,s7978,s11882,s5015,s5083,s918,s1106,s683,s10200,s389,s7184,s280,s282,s787,s1,s4,s5,s7,s8,s3,s11814,s2,s11835,s11839,s11806,s11825,s11843,s11826,s11852,s11844,s11824,s11811,s11855,s11841,s11823,s11822,s11797,s11831,s11817,s11816,s11845,s11847,s11836,s11805,s11801])).
% 13.33/2.54 cnf(s11888, plain, spl0_293 | ~spl0_308 | spl0_245 | spl0_290 | spl0_33, inference(rat,[],[s622,s4954,s11878,s5865,s6871,s4963,s11877,s7159,s10220,s11736,s782,s9662,s623,s11863,s280,s2315,s4936,s4942,s11826,s11817,s1,s11839,s11823,s11824,s11825,s11831,s7,s11822,s11845,s11801,s11811,s5])).
% 13.33/2.54 cnf(s11889, plain, spl0_316 | ~spl0_308 | spl0_245 | spl0_202, inference(rat,[],[s9662,s782,s623,s10259,s5049,s6882,s11875,s3442,s622,s6931,s11881,s4930,s5716,s11831,s11826,s7,s8,s5,s4,s11823,s1,s11841,s3,s11811,s11855,s11825,s11843,s11852,s11817])).
% 13.33/2.54 cnf(s11890, plain, spl0_242 | spl0_140 | spl0_123 | ~spl0_282 | spl0_95, inference(rat,[],[s5755,s11488,s772,s5947,s9217,s5887,s7401,s3450,s7427,s11822,s7,s11855,s11824,s11833,s8,s11830,s11860,s11814,s1,s3,s5,s4,s11823])).
% 13.33/2.54 cnf(s11891, plain, ~spl0_264 | spl0_140 | spl0_123 | spl0_233, inference(rat,[],[s5755,s772,s11488,s6910,s6275,s11822,s7,s11855,s11830,s11816,s11826,s4,s5,s8,s3,s1,s11814])).
% 13.33/2.54 cnf(s11892, plain, spl0_140 | spl0_123 | ~spl0_282 | spl0_102 | spl0_95 | spl0_281, inference(rat,[],[s1065,s10891,s6287,s11891,s6177,s5549,s554,s2090,s1380,s3940,s1542,s4873,s11890,s7401,s8,s5,s11822,s11855,s11824,s11857,s11800,s11860,s6,s7,s4,s11798,s1,s11816,s11808,s11817,s11823])).
% 13.33/2.54 cnf(s11893, plain, spl0_123 | spl0_141 | ~spl0_282 | spl0_102 | spl0_95 | spl0_281, inference(rat,[],[s10891,s6177,s6287,s5549,s2090,s1380,s1542,s554,s3940,s1065,s9217,s9645,s6910,s772,s923,s777,s7251,s1609,s11892,s3450,s7427,s5,s11822,s11855,s11824,s11857,s11800,s11860,s8,s4,s11816,s1,s11808,s6,s7,s11798,s11830,s11817,s11826,s11840,s11814,s3])).
% 13.33/2.54 cnf(s11894, plain, ~spl0_308 | ~spl0_66 | spl0_102 | spl0_151 | spl0_95 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s2090,s5549,s1380,s3940,s1542,s4873,s5887,s3455,s1065,s9580,s11870,s793,s6177,s1070,s6375,s1071,s11893,s774,s6897,s4972,s11889,s3450,s7427,s11102,s7643,s683,s5083,s5015,s11888,s2315,s5951,s5803,s1118,s1844,s8,s5,s4,s11816,s11800,s11860,s1,s11824,s11808,s11817,s11822,s11833,s11855,s11825,s11826,s7,s3,s11814,s11807,s11823,s11845,s11847,s11836,s2,s11835,s11801,s11811])).
% 13.33/2.54 cnf(s11895, plain, spl0_123 | spl0_141 | spl0_244 | spl0_126 | spl0_102 | spl0_95 | spl0_281, inference(rat,[],[s10891,s6177,s6287,s5549,s2090,s1380,s3940,s1542,s554,s4873,s1065,s11866,s11868,s5,s11822,s11855,s11824,s11857,s11800,s11860,s8,s4,s11816,s1,s11808,s6,s7,s11798,s11817])).
% 13.33/2.54 cnf(s11896, plain, ~spl0_275 | spl0_136 | spl0_141 | spl0_244 | spl0_126, inference(rat,[],[s7318,s1609,s777,s6916,s11638,s7207,s6788,s5396,s7,s11824,s11855,s1,s11822,s11838,s11840,s11860,s11816,s4,s5,s8,s3,s11814])).
% 13.33/2.54 cnf(s11897, plain, spl0_141 | spl0_244 | spl0_281 | spl0_126 | spl0_102 | spl0_95, inference(rat,[],[s2090,s5549,s1380,s3940,s1542,s4873,s5887,s3455,s3450,s11896,s6275,s1065,s9580,s11870,s793,s6177,s1070,s6375,s1071,s11895,s11826,s11825,s11855,s11814,s3,s7,s11833,s11822,s11817,s11808,s11824,s1,s11860,s11800,s11816,s4,s5,s8])).
% 13.33/2.54 cnf(s11898, plain, spl0_338 | spl0_123 | spl0_244 | spl0_150 | spl0_126 | spl0_102 | spl0_151 | spl0_95 | spl0_281, inference(rat,[],[s1609,s6916,s11892,s7207,s11102,s6070,s1,s11822,s11838,s11807,s11824])).
% 13.33/2.54 cnf(s11899, plain, spl0_293 | spl0_316 | spl0_245 | spl0_290 | spl0_33, inference(rat,[],[s4936,s5865,s6935,s4954,s622,s11879,s11877,s10220,s782,s9662,s623,s11864,s280,s2315,s5726,s6928,s6931,s4930,s1,s11839,s11823,s11824,s11825,s11843,s11860,s11852,s11817,s11826,s11831,s7,s11816,s11855,s11811,s3,s11845,s11801,s11822,s5])).
% 13.33/2.54 cnf(s11900, plain, ~spl0_66 | spl0_102 | spl0_151 | spl0_95 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s2090,s5549,s1380,s3940,s1542,s4873,s5887,s3455,s1065,s9580,s11870,s793,s6177,s1070,s6375,s3450,s1071,s7427,s11898,s11102,s7643,s683,s5083,s5015,s11899,s4972,s6886,s774,s11897,s3618,s11894,s1118,s5951,s1844,s5796,s5803,s8,s5,s4,s11816,s11800,s11860,s1,s11824,s11808,s11817,s11822,s11833,s11855,s11825,s11826,s7,s3,s11814,s11807,s11823,s11845,s11847,s11836,s2,s11835])).
% 13.33/2.54 cnf(s11901, plain, spl0_185 | ~spl0_297 | spl0_321 | ~spl0_203, inference(rat,[],[s5494,s6931,s5726,s3442,s5749,s6882,s3445,s623,s10456,s9790,s5687,s5684,s622,s4954,s11844,s11824,s3,s11811,s11826,s11855,s1,s11841,s11823,s4,s5,s7,s8,s11814,s11831,s11846,s11817,s11816])).
% 13.33/2.54 cnf(s11902, plain, spl0_245 | ~spl0_308 | spl0_66 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s11711,s8487,s10220,s782,s11901,s622,s5687,s5708,s4954,s5684,s4964,s6487,s7366,s7978,s6701,s7623,s683,s1759,s1107,s5083,s5015,s11888,s282,s787,s5712,s5716,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11816,s11797,s11825,s11817,s11839,s11822,s11845,s11847,s11836,s2,s11835,s11801])).
% 13.33/2.54 cnf(s11903, plain, spl0_282 | ~spl0_308 | spl0_66 | spl0_151 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s622,s5676,s5012,s5578,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s5015,s7978,s5083,s918,s1106,s683,s11155,s11092,s11102,s1597,s280,s282,s787,s5712,s5716,s5951,s6347,s1118,s11902,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11817,s2,s11835,s11845,s11847,s11836,s11807,s11801])).
% 13.33/2.54 cnf(s11904, plain, ~spl0_91 | spl0_241 | spl0_102 | spl0_95 | spl0_281, inference(rat,[],[s2090,s5549,s1380,s3940,s1542,s4873,s5887,s3455,s1065,s9580,s11870,s793,s6177,s1070,s6375,s8,s5,s4,s11816,s11800,s11860,s1,s11824,s11808,s11817,s11822,s11833,s11855,s11825,s11826])).
% 13.33/2.54 cnf(s11905, plain, ~spl0_308 | spl0_102 | spl0_151 | spl0_95 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s6701,s7623,s8020,s683,s1759,s1107,s5083,s5015,s1724,s11877,s6507,s6870,s8487,s10220,s782,s9662,s5676,s623,s10462,s6882,s11711,s5726,s3442,s6928,s622,s6931,s11881,s4930,s4972,s6886,s774,s11893,s1071,s11904,s3450,s7427,s11903,s5716,s280,s2315,s11900,s11824,s7,s11845,s11847,s11836,s11797,s1,s8,s5,s4,s2,s11835,s3,s11814,s11806,s11826,s11825,s11831,s11823,s11821,s11820,s11852,s11856,s11816,s11841,s11811,s11855,s11843,s11817,s11801,s11822])).
% 13.33/2.54 cnf(s11906, plain, spl0_282 | ~spl0_126 | spl0_66 | spl0_151 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s5712,s5494,s6509,s5726,s4936,s5749,s6931,s7257,s11723,s3442,s5684,s622,s5676,s5694,s5012,s5578,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7366,s5015,s7978,s5083,s918,s1106,s683,s11155,s11092,s11102,s1597,s280,s282,s787,s1118,s5125,s5951,s7324,s11844,s11824,s11826,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11839,s11841,s11823,s11822,s11797,s11831,s11817,s11816,s2,s11835,s11845,s11847,s11836,s11807,s11825,s11801])).
% 13.33/2.54 cnf(s11907, plain, spl0_141 | spl0_102 | spl0_151 | spl0_95 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11904,s1071,s3450,s11893,s7427,s11906,s11897,s11900,s3618,s11905,s8,s7,s4,s5,s3,s1,s11814])).
% 13.33/2.54 cnf(s11908, plain, spl0_293 | spl0_282 | spl0_316 | spl0_66 | spl0_151 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7978,s918,s1106,s683,s11155,s11092,s11102,s5951,s6347,s1118,s11899,s280,s282,s787,s6931,s4930,s1597,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11817,s5,s4,s3,s11814,s11845,s11847,s11836,s11807,s11855,s11811,s11852,s11843,s11825,s11801])).
% 13.33/2.54 cnf(s11909, plain, ~spl0_246 | spl0_324 | spl0_245 | spl0_316, inference(rat,[],[s4936,s7257,s6935,s4954,s5726,s6928,s6931,s4930,s1,s11839,s11824,s11825,s11843,s11860,s11852,s11817,s11826,s11816,s11855,s11811,s3])).
% 13.33/2.54 cnf(s11910, plain, spl0_282 | spl0_316 | spl0_66 | spl0_151 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4936,s6508,s7257,s10896,s5684,s5676,s5694,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s622,s11909,s6487,s7366,s1118,s7978,s6341,s6701,s5951,s7623,s11081,s683,s1759,s1107,s5083,s5015,s11908,s1597,s2315,s514,s667,s5726,s6928,s6931,s4930,s5,s11806,s1,s11839,s11821,s11820,s11852,s11856,s11823,s11822,s7,s11797,s11824,s11826,s11825,s11831,s11816,s11841,s11817,s11845,s11847,s11836,s11846,s11807,s8,s4,s2,s11835,s11855,s11811,s3,s11843,s11801])).
% 13.33/2.54 cnf(s11911, plain, spl0_245 | spl0_316 | spl0_66 | spl0_118 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4936,s6508,s7257,s10896,s5684,s5676,s5694,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s622,s11909,s6487,s7366,s7978,s6701,s7623,s683,s1759,s1107,s5083,s5015,s11899,s2315,s5726,s6928,s6931,s4930,s5,s11806,s1,s11839,s11821,s11820,s11852,s11856,s11823,s11822,s7,s11797,s11824,s11826,s11825,s11831,s11816,s11841,s11817,s11845,s11847,s11836,s8,s4,s2,s11835,s11855,s11811,s3,s11843,s11801])).
% 13.33/2.54 cnf(s11912, plain, spl0_102 | spl0_151 | spl0_33 | spl0_95 | spl0_118 | spl0_281 | spl0_290 | spl0_37 | spl0_107, inference(rat,[],[s11898,s5134,s1071,s1118,s11904,s11911,s7488,s3450,s6348,s7338,s7427,s11215,s11910,s4972,s6886,s774,s11907,s3618,s11905,s11900,s11817,s11814,s3,s11825,s11823,s7,s1,s11835,s2,s4,s8,s5])).
% 13.33/2.54 cnf(s11913, plain, ~spl0_219 | spl0_290 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s11912,s6131,s1145,s6619,s6632,s8972,s6081,s11887,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s8,s7,s11822,s11824,s11797,s1,s11823,s5,s4,s11817,s11837,s11805,s11816,s11851,s2,s11806,s11850,s11813,s11845,s11811])).
% 13.33/2.54 cnf(s11914, plain, spl0_102 | spl0_95 | ~spl0_66 | spl0_281 | ~spl0_58 | spl0_202, inference(rat,[],[s4972,s11889,s6886,s3618,s774,s6916,s7251,s1609,s7207,s777,s11488,s6788,s5396,s923,s5755,s3450,s772,s3455,s6910,s6275,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s814,s1380,s927,s5796,s1118,s1844,s11817,s11822,s11838,s11816,s11826,s11840,s1,s7,s11855,s4,s5,s8,s3,s11814,s11833,s11830,s11824,s11857,s11800,s11860,s11808,s11823])).
% 13.33/2.54 cnf(s11915, plain, ~spl0_262 | spl0_123 | ~spl0_282 | spl0_141 | spl0_95, inference(rat,[],[s777,s7251,s923,s1609,s772,s11890,s9645,s4880,s3450,s7427,s1,s11816,s11826,s11840,s11817,s7,s8,s11830,s11860,s5,s4,s11849,s11814,s3])).
% 13.33/2.54 cnf(s11916, plain, spl0_242 | spl0_123 | ~spl0_282 | spl0_141 | spl0_95, inference(rat,[],[s777,s923,s7251,s772,s1609,s9217,s11890,s3450,s7427,s1,s11817,s11816,s11826,s11840,s7,s8,s11830,s11860,s11814,s3,s5,s4])).
% 13.33/2.54 cnf(s11917, plain, spl0_123 | ~spl0_282 | spl0_141 | spl0_95 | spl0_156, inference(rat,[],[s777,s7251,s923,s1609,s772,s11891,s6910,s1065,s9580,s554,s11916,s6227,s6177,s6287,s5549,s3940,s11915,s7401,s1,s11816,s11826,s11840,s11817,s7,s11830,s8,s5,s11855,s6,s4,s11798,s11822,s11824,s11857,s11800,s11860,s11823])).
% 13.33/2.54 cnf(s11918, plain, ~spl0_308 | spl0_118 | spl0_151 | spl0_95 | ~spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11917,s3450,s7427,s11102,s7643,s774,s683,s6897,s5083,s4972,s5015,s11889,s11888,s2315,s5951,s5803,s1118,s1844,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s3,s11814,s11807,s11823,s11845,s11847,s11836,s2,s11835,s11801,s11811])).
% 13.33/2.54 cnf(s11919, plain, spl0_123 | spl0_141 | spl0_244 | spl0_95 | spl0_126 | spl0_156, inference(rat,[],[s10891,s6177,s6287,s5549,s3940,s554,s4873,s1065,s11866,s11868,s5,s11822,s11855,s11824,s11857,s11800,s11860,s6,s7,s8,s4,s11798,s1,s11817])).
% 13.33/2.54 cnf(s11920, plain, spl0_141 | spl0_244 | spl0_156 | spl0_95 | spl0_126, inference(rat,[],[s3450,s11896,s3455,s6275,s1065,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11919,s11817,s11824,s11826,s11825,s11860,s11800,s11849,s11816,s11855,s11814,s1,s3,s8,s5,s4,s11833,s11822,s7])).
% 13.33/2.54 cnf(s11921, plain, spl0_123 | spl0_140 | ~spl0_282 | spl0_95 | spl0_156, inference(rat,[],[s10891,s6177,s6287,s5549,s3940,s1065,s554,s4873,s11891,s11890,s7401,s5,s11822,s11855,s11824,s11857,s11800,s11860,s8,s6,s7,s4,s11798,s1,s11817,s11823])).
% 13.33/2.54 cnf(s11922, plain, spl0_118 | spl0_151 | spl0_95 | ~spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11921,s1609,s3450,s6916,s7427,s7207,s11102,s6070,s7643,s683,s5083,s5015,s11899,s4972,s6886,s774,s11920,s3618,s11918,s5796,s5951,s5803,s1118,s1844,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11838,s3,s11814,s11807,s11823,s11845,s11847,s11836,s2,s11835])).
% 13.33/2.54 cnf(s11923, plain, spl0_123 | spl0_279 | ~spl0_282 | spl0_95 | ~spl0_66 | spl0_156 | spl0_202, inference(rat,[],[s11889,s3618,s4972,s6916,s6886,s1609,s774,s11921,s11917,s5796,s1118,s1844,s11822,s11838,s11817,s1,s11824,s11823])).
% 13.33/2.54 cnf(s11924, plain, spl0_95 | ~spl0_66 | spl0_281 | ~spl0_58 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11923,s3450,s7427,s7207,s11102,s5954,s7184,s8972,s7085,s1403,s630,s7007,s632,s387,s677,s11922,s1145,s6629,s7275,s6131,s11914,s2315,s637,s638,s339,s745,s1223,s814,s5951,s5803,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s3,s11814,s11807,s11797,s11823,s11837,s2,s11835,s11851,s11806,s11845,s11801,s11811])).
% 13.33/2.54 cnf(s11925, plain, spl0_141 | spl0_118 | ~spl0_264 | spl0_123 | spl0_151 | spl0_245 | spl0_150 | spl0_126 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11092,s683,s1597,s5083,s7401,s5015,s11891,s11888,s1609,s3618,s7251,s11868,s777,s923,s772,s6910,s7,s1,s11823,s11845,s11847,s11836,s11807,s2,s11835,s11816,s11826,s11840,s11817,s11830])).
% 13.33/2.54 cnf(s11926, plain, spl0_118 | ~spl0_264 | spl0_123 | spl0_151 | spl0_245 | spl0_150 | spl0_126 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s1609,s11891,s6916,s7401,s7207,s11102,s6070,s7643,s683,s5083,s5015,s3618,s11899,s11889,s4972,s6886,s774,s11925,s2315,s1,s11822,s11838,s11823,s11807,s11824,s7,s11845,s11847,s11836,s2,s11835,s11817,s11801,s11811])).
% 13.33/2.54 cnf(s11927, plain, ~spl0_66 | spl0_281 | ~spl0_58 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s4972,s11889,s6886,s3618,s774,s6916,s7251,s1609,s11891,s7401,s7207,s11102,s5954,s7184,s8972,s7085,s1403,s630,s7007,s632,s387,s677,s11926,s777,s923,s772,s6910,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s3940,s7299,s6076,s1145,s6131,s6015,s5904,s6141,s11924,s1118,s5951,s1844,s5796,s5803,s2315,s637,s638,s339,s745,s1223,s814,s1380,s927,s11817,s11822,s11838,s11816,s11826,s11840,s1,s11823,s11807,s11824,s8,s7,s11797,s11837,s5,s4,s11830,s11855,s3,s11814,s11857,s11800,s11860,s11808,s11825,s11851,s2,s11806,s11845,s11801,s11811])).
% 13.33/2.54 cnf(s11928, plain, spl0_118 | spl0_316 | ~spl0_285 | spl0_279 | spl0_66 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s6701,s7623,s8020,s683,s1759,s1107,s5083,s5015,s1724,s11877,s6507,s6870,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s5676,s622,s10462,s11881,s5716,s3618,s6916,s5134,s1118,s11911,s280,s2315,s5726,s6928,s6931,s4930,s11824,s7,s11845,s11847,s11836,s11797,s1,s8,s5,s4,s2,s11835,s3,s11814,s11806,s11826,s11825,s11831,s11823,s11816,s11841,s11821,s11820,s11852,s11856,s11817,s11822,s11838,s11855,s11811,s11843,s11801])).
% 13.33/2.54 cnf(s11929, plain, spl0_337 | spl0_68 | spl0_316 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s1747,s5015,s7978,s11877,s6507,s6870,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s5676,s622,s10462,s11881,s280,s2315,s5726,s6928,s6931,s4930,s11825,s7,s11797,s1,s11824,s4,s5,s8,s3,s11814,s11806,s11826,s11831,s11823,s11816,s11841,s11821,s11820,s11852,s11856,s11855,s11811,s11843,s11845,s11801,s11822])).
% 13.33/2.54 cnf(s11930, plain, ~spl0_97 | spl0_95 | spl0_66 | spl0_281 | spl0_104 | spl0_156 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s6487,s7366,s7978,s1759,s1107,s5015,s11899,s1118,s5125,s6916,s3618,s4936,s5725,s6508,s11929,s389,s8972,s7085,s1403,s630,s7007,s632,s387,s677,s11928,s6931,s4930,s4972,s6886,s774,s7251,s1609,s11891,s7207,s777,s6788,s5396,s923,s3450,s772,s3455,s6910,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s6131,s6630,s7275,s2315,s637,s638,s339,s745,s1223,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11825,s11822,s11838,s11806,s11805,s11837,s11811,s11855,s11843,s11852,s11840,s11833,s11830,s11857,s11800,s11860,s11808,s2,s11835,s11851,s11845,s11801])).
% 13.33/2.54 cnf(s11931, plain, ~spl0_244 | spl0_118 | spl0_123 | spl0_151 | spl0_95 | spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4972,s11928,s6886,s1609,s774,s11921,s11917,s11903,s3618,s5398,s11817,s1])).
% 13.33/2.54 cnf(s11932, plain, spl0_141 | spl0_118 | spl0_123 | spl0_151 | spl0_95 | spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11906,s11917,s11920,s11931])).
% 13.33/2.54 cnf(s11933, plain, spl0_118 | spl0_123 | spl0_33 | spl0_151 | spl0_95 | spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107, inference(rat,[],[s7207,s6070,s11928,s7488,s1609,s6348,s7338,s11921,s11215,s11910,s4972,s6886,s774,s11932,s11817,s11825,s11823,s11824,s11807,s1])).
% 13.33/2.54 cnf(s11934, plain, spl0_316 | spl0_282 | ~spl0_308 | spl0_151 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s5951,s11102,s6347,s11116,s1118,s11929,s11889,s2315,s5716,s1,s11807,s4,s5,s7,s8,s3,s11814,s11825,s11817,s11824,s11845,s11823,s11801,s11822,s11811])).
% 13.33/2.54 cnf(s11935, plain, spl0_102 | spl0_141 | spl0_123 | spl0_95 | spl0_281 | ~spl0_58, inference(rat,[],[s1609,s7251,s11891,s777,s6788,s923,s3450,s772,s3455,s6910,s1065,s10891,s6177,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s814,s1380,s927,s1,s11816,s11826,s11840,s11817,s7,s11822,s11833,s11830,s8,s5,s11855,s11824,s11857,s11800,s11860,s11808,s11823])).
% 13.33/2.54 cnf(s11936, plain, spl0_141 | ~spl0_308 | spl0_63 | spl0_61 | spl0_123 | spl0_151 | spl0_95 | spl0_66 | spl0_281 | ~spl0_58 | spl0_290 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s11711,s8487,s10220,s782,s622,s5687,s5708,s11901,s4954,s5684,s4964,s6487,s7366,s7978,s1759,s1107,s5015,s11888,s1118,s6341,s5951,s5952,s389,s8972,s6629,s6131,s11935,s1597,s11917,s282,s787,s814,s5712,s5716,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11816,s11797,s11825,s11817,s11839,s11822,s11807,s11805,s11801])).
% 13.33/2.54 cnf(s11937, plain, ~spl0_308 | spl0_63 | spl0_61 | spl0_123 | spl0_151 | spl0_95 | spl0_66 | spl0_281 | ~spl0_58 | spl0_290 | spl0_33, inference(rat,[],[s10891,s1065,s6177,s3455,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s6131,s6619,s3450,s8972,s7427,s393,s11934,s11929,s4972,s6886,s774,s11936,s5716,s814,s1380,s927,s5,s11822,s11855,s8,s11833,s11824,s11857,s11800,s11860,s1,s11808,s11823,s7,s11797,s4,s3,s11814,s11817])).
% 13.33/2.54 cnf(s11938, plain, spl0_141 | spl0_244 | spl0_63 | spl0_61 | spl0_123 | spl0_151 | spl0_95 | spl0_281 | ~spl0_58, inference(rat,[],[s8972,s5952,s6629,s5951,s6131,s1597,s7324,s11935,s11917,s11920,s814,s8,s7,s11797,s1,s11824,s11807,s11816,s4,s5,s3,s11814,s11823])).
% 13.33/2.54 cnf(s11939, plain, spl0_150 | spl0_282 | spl0_316 | spl0_244 | spl0_63 | spl0_61 | spl0_123 | spl0_151 | spl0_95 | spl0_66 | spl0_281 | spl0_104 | spl0_156 | spl0_290 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s6487,s7366,s7978,s1759,s1107,s5015,s11899,s1118,s5125,s6916,s1609,s11891,s7207,s6788,s5396,s3450,s3455,s1065,s10891,s6177,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s4936,s6131,s6508,s6619,s11929,s8972,s11155,s5952,s11102,s2315,s6931,s4930,s1597,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11825,s11822,s11838,s11833,s11855,s11857,s11800,s11860,s11808,s11806,s11807,s11811,s11852,s11843,s11845,s11801])).
% 13.33/2.54 cnf(s11940, plain, spl0_102 | spl0_126 | spl0_244 | spl0_123 | spl0_95 | spl0_281 | ~spl0_58, inference(rat,[],[s1609,s6916,s11891,s7207,s6788,s5396,s3450,s3455,s1065,s10891,s6177,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s814,s1380,s927,s1,s11822,s11838,s11816,s4,s5,s7,s8,s3,s11814,s11833,s11855,s11824,s11857,s11800,s11860,s11808,s11823])).
% 13.33/2.54 cnf(s11941, plain, ~spl0_125 | spl0_316 | spl0_244 | spl0_63 | spl0_61 | spl0_123 | spl0_95 | spl0_66 | spl0_281 | ~spl0_58 | spl0_290 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s4936,s6487,s7366,s6508,s7978,s11929,s389,s8972,s6629,s6131,s11940,s1759,s1107,s5015,s11899,s1118,s6341,s7324,s2315,s6931,s4930,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11806,s11805,s11855,s11811,s11852,s11843,s11825,s11845,s11801,s11822])).
% 13.33/2.54 cnf(s11942, plain, spl0_102 | spl0_241 | spl0_95 | spl0_281 | ~spl0_58, inference(rat,[],[s10891,s1065,s6177,s3455,s6287,s5549,s5887,s3940,s1542,s7299,s6076,s814,s1380,s927,s5,s11822,s11855,s8,s11833,s11824,s11857,s11800,s11860,s1,s11808,s11823])).
% 13.33/2.54 cnf(s11943, plain, spl0_123 | spl0_95 | spl0_281 | ~spl0_58 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s4936,s6487,s7366,s6508,s7978,s11929,s389,s8972,s6629,s6131,s11942,s1759,s1107,s5015,s11899,s1118,s5125,s6916,s7207,s6070,s7488,s1609,s3450,s6348,s11921,s7427,s11215,s11939,s5951,s11941,s6931,s4930,s4972,s6886,s774,s11938,s3618,s11937,s7085,s1403,s630,s7007,s632,s387,s677,s11933,s2315,s637,s638,s339,s745,s1223,s1145,s11930,s11927,s1380,s927,s814,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11806,s11805,s11825,s11822,s11838,s11807,s11811,s11855,s11843,s11852,s11837,s11851,s2,s11845,s11801])).
% 13.33/2.54 cnf(s11944, plain, ~spl0_308 | spl0_282 | spl0_62 | spl0_151 | spl0_66 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s11711,s8487,s10220,s782,s622,s5687,s5708,s11901,s4954,s5684,s4964,s6487,s7366,s7978,s1759,s1107,s5015,s11888,s1118,s6341,s5951,s5952,s389,s8972,s7085,s1403,s630,s7007,s632,s387,s677,s5712,s11903,s5716,s282,s787,s637,s638,s339,s745,s1223,s1597,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11816,s11797,s11825,s11817,s11839,s11822,s11807,s11805,s11837,s11851,s2,s11806,s11801])).
% 13.33/2.54 cnf(s11945, plain, spl0_118 | spl0_244 | spl0_282 | spl0_151 | spl0_95 | spl0_66 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s6897,s774,s4972,s11920,s11910,s11906,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.54 cnf(s11946, plain, spl0_95 | spl0_281 | ~spl0_58 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s6487,s7366,s7978,s1759,s1107,s4936,s5015,s6508,s6931,s11899,s11929,s4930,s4972,s6886,s774,s1118,s11920,s6341,s7324,s5951,s5952,s389,s8972,s7085,s1403,s630,s7007,s632,s387,s677,s11945,s3618,s11944,s1597,s7413,s3450,s3455,s6629,s1065,s6131,s9580,s5887,s6076,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11943,s1145,s11930,s2315,s637,s638,s339,s745,s1223,s814,s1380,s927,s11927,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11806,s11811,s11855,s11825,s11843,s11852,s11807,s11805,s11837,s11822,s11833,s11808,s11849,s11800,s11860,s11851,s2,s11845,s11801])).
% 13.33/2.54 cnf(s11947, plain, ~spl0_244 | ~spl0_264 | spl0_123 | ~spl0_95 | spl0_66 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s1403,s7085,s630,s6081,s632,s7009,s393,s677,s11929,s11928,s4972,s6886,s774,s7251,s1609,s11891,s7401,s11944,s5716,s3618,s5398,s637,s638,s339,s745,s1223,s6015,s1145,s5904,s777,s923,s772,s6910,s7,s11824,s8,s11823,s11837,s11797,s1,s11817,s5,s4,s11810,s11816,s11826,s11840,s11830,s11825,s11814,s3,s11851,s2,s11806,s11822])).
% 13.33/2.54 cnf(s11948, plain, spl0_282 | spl0_118 | spl0_244 | ~spl0_264 | spl0_123 | spl0_151 | spl0_66 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s6897,s774,s4972,s11868,s11910,s11906,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.54 cnf(s11949, plain, spl0_118 | spl0_244 | ~spl0_264 | spl0_123 | spl0_151 | spl0_66 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4972,s6886,s11928,s774,s7207,s7251,s6070,s1609,s7488,s11891,s6348,s7338,s7401,s11215,s11948,s777,s923,s772,s6910,s11817,s1,s11816,s11826,s11840,s11807,s11824,s11823,s11825,s7,s11830])).
% 13.33/2.54 cnf(s11950, plain, ~spl0_125 | spl0_68 | spl0_244 | ~spl0_264 | spl0_123 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s6487,s7366,s7978,s1759,s1107,s4936,s5015,s6508,s6931,s11899,s11929,s4930,s4972,s6886,s774,s1118,s11868,s6341,s7324,s2315,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11806,s11811,s11855,s11825,s11843,s11852,s11845,s11801,s11822])).
% 13.33/2.54 cnf(s11951, plain, spl0_281 | ~spl0_58 | spl0_290 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s782,s9662,s10259,s5049,s623,s8487,s6882,s11711,s5708,s3442,s5684,s622,s7257,s11909,s6487,s7366,s7978,s1759,s1107,s4936,s5015,s6508,s6931,s11899,s11929,s4930,s4972,s1118,s6886,s5125,s774,s6916,s7251,s1609,s11891,s7207,s7401,s5954,s11102,s5951,s11950,s389,s7184,s6081,s7085,s1403,s630,s7007,s632,s387,s677,s11949,s11947,s777,s923,s772,s6910,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s3940,s7299,s6076,s1145,s6131,s5904,s6141,s11946,s11927,s2315,s637,s638,s339,s745,s1223,s814,s1380,s927,s11826,s11831,s7,s8,s5,s4,s11823,s11797,s1,s11824,s11816,s3,s11814,s11841,s11839,s11817,s11806,s11811,s11855,s11825,s11843,s11852,s11822,s11838,s11840,s11807,s11805,s11837,s11830,s11857,s11800,s11860,s11808,s11851,s2,s11845,s11801])).
% 13.33/2.54 cnf(s11952, plain, ~spl0_66 | spl0_95 | spl0_118 | spl0_61 | spl0_63 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s774,s6897,s11920,s4972,s3618,s11899,s11888,s5015,s5083,s683,s10200,s8972,s6630,s1145,s1118,s11922,s1844,s5796,s4,s5,s7,s8,s3,s11814,s1,s2,s11835,s11822,s11845,s11847,s11836,s11797,s11824,s11806,s11823])).
% 13.33/2.54 cnf(s11953, plain, ~spl0_222 | spl0_66 | spl0_95 | spl0_118 | spl0_156 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s5125,s1118,s11920,s7257,s3618,s4936,s5725,s6508,s774,s5712,s6897,s5494,s4972,s5726,s4930,s5749,s6931,s11723,s3442,s5684,s622,s5676,s5694,s5012,s5578,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7366,s5015,s7978,s5083,s918,s1106,s683,s10200,s389,s280,s282,s787,s11825,s1,s11839,s4,s5,s7,s8,s3,s11814,s11806,s11844,s11824,s11826,s11843,s11852,s11811,s11855,s11841,s11823,s11822,s11797,s11831,s11817,s11816,s2,s11835,s11845,s11847,s11836,s11805,s11801])).
% 13.33/2.54 cnf(s11954, plain, spl0_151 | spl0_66 | spl0_33 | spl0_107 | spl0_118 | spl0_95 | spl0_156 | spl0_290 | spl0_37, inference(rat,[],[s3618,s11945,s11903,s7413,s3450,s3455,s1065,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11933,s11817,s11824,s11826,s11825,s11860,s11800,s11849,s1,s4,s11816,s11855,s5,s8,s11833,s7,s11822])).
% 13.33/2.54 cnf(s11955, plain, spl0_95 | spl0_118 | spl0_33 | spl0_61 | spl0_63 | spl0_156 | spl0_290 | spl0_37 | spl0_107, inference(rat,[],[s11954,s1145,s6632,s8972,s11953,s11952,s1,s11797,s8,s11824,s7])).
% 13.33/2.54 cnf(s11956, plain, ~spl0_66 | spl0_293 | spl0_151 | ~spl0_222 | spl0_156 | spl0_290 | spl0_33, inference(rat,[],[s3940,s11872,s5549,s793,s6177,s1070,s6375,s1071,s777,s11867,s3437,s774,s1538,s1609,s6897,s5234,s6916,s4972,s3618,s7207,s11899,s11888,s5954,s1118,s5951,s1844,s5796,s5803,s7184,s5,s11800,s11860,s11825,s11826,s11824,s11817,s8,s1,s11840,s4,s7,s3,s11814,s11823,s11838,s11822,s11807,s11816])).
% 13.33/2.54 cnf(s11957, plain, spl0_290 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s3940,s11872,s5549,s793,s6177,s1070,s6375,s1071,s7321,s772,s7318,s923,s1609,s777,s6916,s11638,s7207,s7401,s5954,s11102,s5951,s6347,s5134,s1118,s7257,s3618,s4936,s5725,s6508,s774,s5712,s6897,s5494,s4972,s5726,s4930,s5749,s6931,s11723,s3442,s5684,s622,s5676,s5694,s5012,s5578,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7366,s7978,s11956,s5015,s5083,s918,s1106,s683,s10200,s389,s7184,s1145,s6081,s5904,s11955,s677,s5112,s654,s632,s639,s1447,s5105,s5364,s6130,s11239,s11951,s1380,s814,s927,s6068,s11913,s280,s282,s787,s999,s637,s638,s339,s745,s1223,s627,s1217,s5,s11800,s11860,s11825,s11826,s11824,s11817,s8,s11830,s7,s11855,s1,s11822,s11838,s11840,s11823,s11807,s11816,s4,s3,s11814,s2,s11835,s11839,s11806,s11844,s11843,s11852,s11811,s11841,s11797,s11831,s11845,s11847,s11836,s11805,s11846,s11808,s11837,s11851,s11850,s11813,s11799,s6,s11801])).
% 13.33/2.54 cnf(s11958, plain, ~spl0_246 | ~spl0_308 | spl0_293 | ~spl0_224 | spl0_245 | ~spl0_203, inference(rat,[],[s9790,s623,s782,s4973,s7175,s4963,s4986,s3399,s4964,s4954,s4936,s4942,s8,s11831,s11823,s7,s11826,s11797,s1,s11822,s11816,s11824,s5,s4,s11834,s11825,s11846,s11839,s11817])).
% 13.33/2.54 cnf(s11959, plain, spl0_185 | ~spl0_308 | spl0_293 | ~spl0_224 | spl0_245 | ~spl0_203, inference(rat,[],[s5676,s5494,s5578,s6931,s5726,s5752,s3442,s5749,s4963,s4986,s6882,s3445,s3399,s4964,s623,s10456,s11901,s9790,s5712,s5716,s4936,s4942,s622,s11958,s11823,s11844,s11824,s7,s11797,s1,s11822,s11826,s3,s11811,s11855,s11816,s11841,s4,s5,s8,s11814,s11825,s11846,s11834,s11839,s11831,s11817])).
% 13.33/2.54 cnf(s11960, plain, ~spl0_308 | spl0_293 | ~spl0_224 | spl0_245 | ~spl0_203, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s11711,s8487,s5687,s5708,s6871,s5684,s4927,s3399,s3398,s4963,s7159,s10220,s782,s11959,s622,s11958,s4936,s5712,s4942,s5716,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11816,s11797,s11846,s11834,s11839,s11817,s11825,s11822])).
% 13.33/2.54 cnf(s11961, plain, ~spl0_246 | spl0_316 | spl0_293 | ~spl0_224 | spl0_245 | ~spl0_203, inference(rat,[],[s9790,s623,s782,s4973,s7175,s4963,s3399,s4986,s4936,s11909,s6935,s4954,s5726,s6928,s6931,s4930,s8,s11831,s11823,s7,s11826,s11797,s1,s11822,s11816,s11824,s5,s4,s11834,s11846,s11839,s11825,s11843,s11860,s11852,s11817,s11855,s11811,s3])).
% 13.33/2.54 cnf(s11962, plain, ~spl0_222 | spl0_118 | spl0_281 | ~spl0_66 | spl0_163 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s3398,s4927,s4963,s11879,s7159,s10220,s782,s9662,s623,s6882,s3442,s622,s11961,s6931,s4930,s4972,s6886,s774,s11886,s3618,s11960,s5015,s7569,s5083,s1106,s683,s10200,s7184,s2315,s282,s787,s7428,s514,s667,s5796,s5951,s5803,s1118,s1844,s8,s11816,s11834,s7,s11817,s11825,s11826,s11831,s11823,s1,s11841,s3,s11811,s11855,s11843,s11852,s11851,s2,s11835,s11822,s11845,s11847,s11836,s11824,s5,s11801])).
% 13.33/2.54 cnf(s11963, plain, ~spl0_282 | spl0_141 | spl0_102 | spl0_281 | spl0_95, inference(rat,[],[s11904,s1071,s3450,s11893,s7427,s8,s7,s4,s5,s3,s1,s11814])).
% 13.33/2.54 cnf(s11964, plain, ~spl0_308 | spl0_102 | spl0_151 | spl0_118 | spl0_281 | ~spl0_66 | spl0_95 | spl0_163 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11960,s5015,s7569,s5083,s1106,s683,s11092,s1597,s11963,s774,s6897,s4972,s11889,s2315,s282,s787,s7428,s514,s667,s5951,s5803,s1118,s1844,s1,s11851,s2,s11835,s11822,s7,s11823,s11845,s11847,s11836,s11807,s4,s5,s8,s3,s11814,s11824,s11801,s11811])).
% 13.33/2.54 cnf(s11965, plain, ~spl0_224 | spl0_293 | spl0_316 | spl0_245 | spl0_33, inference(rat,[],[s3398,s4927,s4963,s11879,s7159,s10220,s782,s9662,s623,s6882,s3442,s622,s11961,s2315,s282,s787,s6931,s4930,s8,s11816,s11834,s7,s11817,s11825,s11826,s11831,s11823,s1,s11841,s11855,s11811,s3,s11852,s11843,s5,s11801,s11824,s11845,s11822])).
% 13.33/2.54 cnf(s11966, plain, spl0_338 | spl0_244 | spl0_102 | spl0_151 | spl0_281 | ~spl0_66 | spl0_95, inference(rat,[],[s11904,s3450,s1071,s7427,s11898,s11102,s5796,s5951,s5803,s7,s8,s4,s5,s3,s1,s11814,s11807,s11822,s11823])).
% 13.33/2.54 cnf(s11967, plain, ~spl0_219 | ~spl0_66 | spl0_95 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s11965,s5015,s7569,s5083,s1106,s683,s7643,s11966,s4972,s6886,s774,s11897,s3618,s11964,s6131,s1145,s6619,s6632,s8972,s11962,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s5796,s1118,s1844,s1,s11851,s2,s11835,s11822,s7,s11823,s11845,s11847,s11836,s11817,s8,s11824,s11797,s5,s4,s11837,s11805,s11816,s11825,s11806,s11850,s11813,s11811])).
% 13.33/2.54 cnf(s11968, plain, ~spl0_282 | spl0_141 | spl0_156 | spl0_95, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s3450,s11917,s7427,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s3,s11814])).
% 13.33/2.54 cnf(s11969, plain, ~spl0_80 | ~spl0_308 | spl0_245 | spl0_163 | spl0_90 | ~spl0_203, inference(rat,[],[s11960,s5015,s7569,s5083,s1106,s1,s11851,s2,s11835,s11822])).
% 13.33/2.54 cnf(s11970, plain, ~spl0_96 | spl0_115 | spl0_282 | spl0_150 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s7085,s1403,s8972,s630,s7007,s632,s387,s677,s7643,s5952,s11102,s1145,s6629,s7275,s637,s638,s339,s745,s1223,s1597,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11845,s11847,s11836,s11807,s11816,s3,s11814,s2,s11835,s11851,s11806,s11822])).
% 13.33/2.54 cnf(s11971, plain, ~spl0_308 | ~spl0_58 | ~spl0_66 | spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s6630,s8972,s1145,s10200,s11092,s677,s5112,s654,s632,s639,s1447,s5364,s6130,s11239,s11914,s6131,s11970,s683,s11969,s1597,s11968,s774,s6897,s4972,s11889,s2315,s282,s787,s637,s638,s339,s745,s1223,s7428,s514,s667,s5951,s5803,s1118,s1844,s814,s1380,s927,s5,s11806,s1,s8,s7,s11797,s11824,s11822,s11845,s11847,s11836,s11823,s11807,s4,s11817,s11846,s11808,s11837,s3,s11814,s11851,s2,s11801,s11811])).
% 13.33/2.54 cnf(s11972, plain, ~spl0_80 | spl0_316 | spl0_245 | spl0_163 | spl0_90 | spl0_33, inference(rat,[],[s11965,s5015,s7569,s5083,s1106,s1,s11851,s2,s11835,s11822])).
% 13.33/2.54 cnf(s11973, plain, ~spl0_97 | spl0_222 | ~spl0_58 | ~spl0_66 | spl0_95 | ~spl0_248 | spl0_202, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11914,s6131,s6630,s7275,s637,s638,s339,s745,s1223,s1380,s927,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11851,s11822])).
% 13.33/2.54 cnf(s11974, plain, spl0_118 | spl0_115 | ~spl0_58 | ~spl0_66 | spl0_95 | spl0_37 | ~spl0_248 | spl0_107 | spl0_202, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11923,s3450,s7207,s7427,s6070,s11102,s1145,s11973,s10200,s7643,s5951,s5803,s814,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s3,s11814,s11807,s11845,s11847,s11836,s11823])).
% 13.33/2.54 cnf(s11975, plain, ~spl0_66 | spl0_95 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11923,s7207,s3450,s5954,s7427,s8972,s1145,s11970,s6629,s7275,s6131,s11914,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s11974,s683,s11972,s4972,s6886,s774,s11920,s3618,s11971,s814,s6068,s11967,s1118,s5951,s1844,s5796,s5803,s2315,s999,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11807,s3,s11814,s11797,s2,s11835,s11823,s11837,s11847,s11851,s11806,s11850,s11813,s11799,s6,s11845,s11801,s11811])).
% 13.33/2.54 cnf(s11976, plain, ~spl0_219 | ~spl0_97 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s5125,s1118,s11897,s7257,s3618,s4936,s5725,s6508,s774,s5712,s6897,s5494,s4972,s5726,s4930,s5749,s6931,s5684,s11723,s3442,s5676,s5694,s622,s5578,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s7366,s5015,s7978,s7569,s5083,s918,s1106,s683,s10200,s389,s8972,s5112,s654,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s6630,s6131,s7275,s11825,s1,s11839,s4,s5,s7,s8,s3,s11814,s11806,s11844,s11824,s11826,s11843,s11852,s11811,s11855,s11841,s11823,s11822,s11797,s11831,s11816,s11834,s11817,s11851,s2,s11835,s11845,s11847,s11836,s11805,s11837,s11850,s11813])).
% 13.33/2.54 cnf(s11977, plain, ~spl0_288 | spl0_316 | spl0_245 | spl0_202, inference(rat,[],[s4936,s6508,s7257,s10462,s5684,s5676,s5694,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s622,s11909,s6487,s7366,s5726,s6928,s6931,s4930,s5,s11806,s1,s11839,s11821,s11820,s11852,s11856,s11823,s11822,s7,s11797,s11824,s11826,s11825,s11831,s11816,s11841,s11817,s11855,s11811,s3,s11843])).
% 13.33/2.54 cnf(s11978, plain, spl0_316 | spl0_245 | spl0_118 | spl0_66 | spl0_163 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11965,s7569,s5015,s395,s1747,s7978,s11977,s6701,s7623,s683,s11972,s2315,s7428,s514,s667,s1,s11851,s11823,s11825,s7,s11797,s11824,s11845,s11847,s11836,s5,s11801,s11822,s11811])).
% 13.33/2.54 cnf(s11979, plain, spl0_281 | spl0_141 | ~spl0_58 | spl0_102 | spl0_95, inference(rat,[],[s6177,s6375,s5549,s1071,s3940,s11935,s6076,s814,s1380,s927,s5,s11817,s11800,s11860,s8,s1,s11822,s11808,s11824,s11823])).
% 13.33/2.54 cnf(s11980, plain, ~spl0_80 | spl0_68 | spl0_245 | spl0_66 | spl0_163 | spl0_90 | ~spl0_203, inference(rat,[],[s5712,s6509,s5494,s4936,s5726,s7257,s5749,s6931,s5684,s11723,s3442,s5676,s5694,s622,s5578,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s7366,s7978,s5015,s7569,s5083,s918,s1106,s11824,s11844,s11826,s1,s11839,s4,s5,s7,s8,s3,s11814,s11811,s11855,s11841,s11823,s11822,s11797,s11831,s11816,s11834,s11817,s11851,s2,s11835])).
% 13.33/2.54 cnf(s11981, plain, spl0_245 | ~spl0_58 | spl0_102 | spl0_62 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s683,s10200,s11980,s389,s8972,s5112,s654,s639,s1447,s5364,s6130,s11239,s11979,s774,s6897,s4972,s11978,s282,s787,s637,s638,s339,s745,s1223,s7428,s514,s667,s1380,s927,s1,s7,s11822,s11845,s11847,s11836,s5,s8,s4,s11805,s11797,s11824,s11823,s11846,s11808,s11837,s3,s11814,s11851,s2,s11806,s11801])).
% 13.33/2.54 cnf(s11982, plain, spl0_141 | spl0_126 | ~spl0_58 | spl0_102 | spl0_62 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | ~spl0_203, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s5015,s7978,s7569,s5083,s918,s1106,s683,s10200,s389,s8972,s5112,s654,s639,s1447,s5712,s5364,s5716,s6130,s11239,s3618,s11979,s11920,s637,s638,s339,s745,s1223,s7428,s514,s667,s814,s1380,s927,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11816,s11834,s11817,s11851,s2,s11835,s11845,s11847,s11836,s11805,s11846,s11808,s11837,s11806])).
% 13.33/2.54 cnf(s11983, plain, spl0_337 | spl0_293 | ~spl0_224 | spl0_316 | spl0_202, inference(rat,[],[s4927,s3398,s6870,s4963,s8487,s7159,s10220,s782,s9662,s623,s6882,s11711,s3442,s622,s5676,s11881,s10896,s5726,s6928,s6931,s4930,s7,s8,s11816,s11834,s5,s11806,s1,s11797,s11824,s11826,s11817,s11825,s11831,s11823,s11841,s11821,s11820,s11852,s11856,s11855,s11811,s3,s11843])).
% 13.33/2.54 cnf(s11984, plain, spl0_281 | spl0_244 | spl0_126 | ~spl0_58 | spl0_102 | spl0_95, inference(rat,[],[s6177,s6375,s5549,s1071,s3940,s11940,s6076,s814,s1380,s927,s5,s11817,s11800,s11860,s8,s1,s11822,s11808,s11824,s11823])).
% 13.33/2.54 cnf(s11985, plain, ~spl0_80 | spl0_316 | spl0_126 | ~spl0_58 | spl0_102 | spl0_62 | spl0_66 | spl0_95 | spl0_163 | spl0_90 | ~spl0_248 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s7978,s389,s8972,s5112,s654,s639,s1447,s5364,s6130,s11239,s11984,s3618,s5725,s11983,s5015,s7569,s5083,s918,s1106,s2315,s282,s787,s637,s638,s339,s745,s1223,s1380,s927,s6931,s4930,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11816,s5,s4,s11834,s11817,s11805,s11846,s11808,s11837,s3,s11814,s11851,s2,s11835,s11855,s11811,s11852,s11843,s11825,s11806,s11801,s11845])).
% 13.33/2.54 cnf(s11986, plain, spl0_337 | spl0_68 | spl0_316 | spl0_66 | spl0_163 | spl0_90 | spl0_202, inference(rat,[],[s11983,s7569,s5015,s395,s1747,s7978,s6507,s8487,s10220,s782,s9662,s623,s6882,s11711,s3442,s622,s5676,s11881,s10896,s5726,s6928,s6931,s4930,s1,s11851,s11823,s11825,s7,s11797,s11824,s4,s5,s8,s3,s11814,s11826,s11831,s11816,s11841,s11821,s11820,s11852,s11856,s11855,s11811,s11843])).
% 13.33/2.54 cnf(s11987, plain, ~spl0_97 | spl0_118 | spl0_95 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11984,s3618,s5725,s11986,s6701,s7623,s10200,s683,s11985,s4972,s6886,s774,s11982,s5134,s1118,s11981,s1380,s927,s6068,s11976,s6131,s6630,s7275,s2315,s282,s787,s999,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s11975,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11845,s11847,s11836,s11822,s11817,s2,s11835,s11806,s11825,s11851,s11850,s11813,s11799,s6,s11801,s11811])).
% 13.33/2.54 cnf(s11988, plain, ~spl0_80 | spl0_61 | spl0_63 | spl0_281 | spl0_245 | spl0_141 | spl0_151 | spl0_66 | spl0_95 | spl0_163 | spl0_90 | ~spl0_203, inference(rat,[],[s5951,s7324,s11102,s11897,s11963,s6131,s6619,s8972,s393,s11116,s3618,s11980,s11969,s1,s11816,s11807,s8,s11822,s7,s11797,s11824,s11817,s11825])).
% 13.33/2.54 cnf(s11989, plain, ~spl0_288 | ~spl0_308 | spl0_245 | ~spl0_203, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s11711,s8487,s10220,s782,s622,s5687,s5708,s11901,s4954,s5684,s4964,s6487,s7366,s5712,s5716,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11816,s11797,s11825,s11817,s11839,s11822])).
% 13.33/2.54 cnf(s11990, plain, ~spl0_219 | spl0_245 | spl0_141 | spl0_151 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s11960,s7569,s5015,s395,s1747,s7978,s11989,s3618,s11897,s7324,s5951,s11102,s11963,s6131,s6619,s6701,s8972,s7623,s10200,s7643,s683,s11988,s5112,s654,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s1,s11851,s11823,s11825,s7,s11797,s11824,s11816,s11807,s8,s11822,s11845,s11847,s11836,s5,s4,s11837,s11805,s2,s11806,s11850,s11813,s11811])).
% 13.33/2.54 cnf(s11991, plain, ~spl0_308 | spl0_245 | spl0_118 | spl0_66 | spl0_163 | spl0_37 | spl0_107 | ~spl0_203, inference(rat,[],[s11960,s7569,s5015,s395,s1747,s7978,s6701,s7623,s683,s11989,s11969,s7428,s514,s667,s1,s11851,s11823,s11825,s7,s11797,s11824,s11845,s11847,s11836,s5])).
% 13.33/2.54 cnf(s11992, plain, spl0_245 | spl0_141 | spl0_151 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s11980,s11155,s683,s11102,s11081,s5951,s7324,s11920,s3618,s11991,s1597,s11968,s814,s6068,s11990,s999,s339,s745,s1223,s627,s1217,s7428,s514,s667,s4,s5,s7,s8,s3,s11814,s1,s11807,s11823,s11836,s11846,s11816,s11797,s11824,s11847,s11799,s6,s11851,s2,s11806,s11822,s11850,s11813])).
% 13.33/2.54 cnf(s11993, plain, ~spl0_288 | spl0_293 | ~spl0_224 | spl0_321 | ~spl0_203, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11816,s11834,s11817])).
% 13.33/2.55 cnf(s11994, plain, ~spl0_219 | ~spl0_282 | spl0_222 | spl0_141 | spl0_95 | spl0_36, inference(rat,[],[s6131,s6619,s11963,s8972,s5112,s654,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s8,s11822,s7,s11797,s1,s11824,s5,s4,s11837,s11805,s11816,s11851,s2,s11806,s11850,s11813,s11845,s11823,s11811])).
% 13.33/2.55 cnf(s11995, plain, ~spl0_68 | spl0_150 | spl0_141 | spl0_151 | spl0_95 | spl0_36, inference(rat,[],[s6068,s830,s11994,s11968,s11102,s393,s11116,s999,s339,s745,s1223,s627,s1217,s5,s7,s4,s11797,s1,s11824,s3,s6,s8,s2,s11818,s11807,s11817,s11825,s11799,s11851,s11806,s11822,s11850,s11813])).
% 13.33/2.55 cnf(s11996, plain, ~spl0_80 | spl0_321 | spl0_68 | spl0_66 | spl0_163 | spl0_90 | ~spl0_203, inference(rat,[],[s11993,s5015,s7978,s7569,s5083,s918,s1106,s7,s11797,s1,s11824,s11851,s2,s11835,s8,s5,s4,s11822])).
% 13.33/2.55 cnf(s11997, plain, spl0_115 | spl0_150 | spl0_141 | spl0_151 | spl0_118 | spl0_95 | spl0_37 | spl0_36 | spl0_107, inference(rat,[],[s6068,s831,s11994,s11968,s11102,s10200,s7643,s999,s339,s745,s1223,s627,s1217,s5,s7,s4,s11797,s1,s11824,s6,s8,s3,s11807,s11822,s11845,s11847,s11836,s11823,s11799,s11851,s2,s11806,s11850,s11813])).
% 13.33/2.55 cnf(s11998, plain, spl0_141 | spl0_151 | spl0_118 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s8972,s6629,s5112,s654,s6131,s7184,s639,s11897,s11886,s4777,s1682,s1545,s6068,s828,s11920,s3618,s5725,s5712,s11996,s683,s11997,s11995,s5951,s6347,s5134,s1118,s11992,s1612,s1562,s999,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s8,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11822,s11816,s11837,s11805,s6,s11819,s2,s11835,s11847,s11851,s11806,s11850,s11813,s11799,s11845,s11823,s11811])).
% 13.33/2.55 cnf(s11999, plain, ~spl0_288 | spl0_293 | ~spl0_224 | ~spl0_238 | ~spl0_203, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s5752,s7175,s4963,s3398,s4927,s6454,s6487,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11816,s5,s4,s11834,s11817])).
% 13.33/2.55 cnf(s12000, plain, ~spl0_219 | spl0_140 | ~spl0_282 | spl0_222 | spl0_95 | spl0_36, inference(rat,[],[s1071,s11904,s11892,s6131,s6619,s8972,s5112,s654,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s3450,s7427,s8,s11822,s7,s11797,s1,s11824,s5,s4,s11837,s11805,s11816,s11814,s3,s11851,s2,s11806,s11850,s11813,s11845,s11823,s11811])).
% 13.33/2.55 cnf(s12001, plain, ~spl0_80 | spl0_150 | spl0_126 | spl0_316 | spl0_151 | spl0_66 | spl0_95 | spl0_163 | spl0_90 | spl0_36 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11921,s814,s6068,s12000,s1609,s6916,s3450,s7207,s7427,s6070,s11102,s393,s11116,s7978,s11999,s3618,s5725,s11983,s5015,s7569,s5083,s918,s1106,s2315,s282,s787,s999,s339,s745,s1223,s627,s1217,s6931,s4930,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11823,s11797,s11838,s3,s11814,s11807,s11851,s2,s11835,s11811,s11852,s11843,s11799,s6,s11806,s11850,s11813,s11801,s11845])).
% 13.33/2.55 cnf(s12002, plain, spl0_118 | spl0_95 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11921,s814,s6068,s12000,s1609,s6916,s3618,s5725,s3450,s11986,s7207,s7427,s6701,s6070,s11102,s7623,s10200,s7643,s683,s12001,s5951,s6347,s5134,s1118,s11978,s4972,s6886,s774,s11998,s1145,s11987,s2315,s282,s787,s999,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s11975,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11823,s11797,s11838,s3,s11814,s11807,s11845,s11847,s11836,s2,s11835,s11799,s6,s11851,s11806,s11850,s11813,s11801,s11811])).
% 13.33/2.55 cnf(s12003, plain, ~spl0_80 | spl0_68 | spl0_156 | spl0_66 | spl0_95 | spl0_163 | spl0_90 | ~spl0_203, inference(rat,[],[s6897,s774,s4972,s11920,s4930,s3618,s6931,s5725,s5134,s11999,s5712,s1118,s5015,s7978,s7569,s11996,s11980,s5083,s918,s1106,s4,s5,s7,s8,s3,s11814,s1,s11825,s11843,s11826,s11852,s11811,s11855,s2,s11835,s11797,s11824,s11851,s11822])).
% 13.33/2.55 cnf(s12004, plain, spl0_141 | spl0_68 | spl0_281 | ~spl0_58 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | ~spl0_203, inference(rat,[],[s11960,s7569,s5015,s395,s1747,s7978,s11989,s3618,s1118,s11920,s6341,s7324,s5951,s11970,s6131,s11968,s11979,s683,s12003,s814,s7428,s514,s667,s1,s11851,s11823,s11825,s7,s11797,s11824,s11817,s11816,s8,s5,s11847])).
% 13.33/2.55 cnf(s12005, plain, spl0_245 | spl0_316 | spl0_68 | spl0_66 | spl0_163 | spl0_90 | spl0_33, inference(rat,[],[s11965,s7569,s5015,s395,s1747,s7978,s11977,s2315,s1,s11851,s11823,s11825,s7,s11797,s11824,s11845,s11801,s11822,s11811])).
% 13.33/2.55 cnf(s12006, plain, spl0_68 | spl0_63 | spl0_281 | ~spl0_58 | spl0_61 | spl0_66 | spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11921,s1609,s6916,s7207,s3450,s5954,s7427,s8972,s1145,s11970,s6629,s7275,s6131,s5951,s11984,s6347,s5134,s1118,s12005,s3618,s5725,s11986,s4972,s6886,s774,s12004,s683,s12003,s2315,s282,s787,s7428,s514,s667,s814,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11838,s11807,s3,s11814,s11797,s2,s11835,s11823,s11847,s11801,s11845,s11811])).
% 13.33/2.55 cnf(s12007, plain, spl0_95 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s11889,s3618,s1118,s11984,s6341,s7324,s5951,s11102,s4972,s7413,s6886,s3450,s774,s11942,s11979,s6131,s1145,s6619,s6632,s8972,s393,s11116,s12006,s7085,s6760,s6068,s1403,s4864,s630,s7007,s632,s387,s677,s12002,s11975,s2315,s999,s637,s638,s339,s745,s1223,s627,s1217,s5188,s3862,s11957,s11817,s11816,s1,s11807,s11822,s7,s8,s11824,s11797,s11825,s11823,s5,s4,s11813,s11845,s11850,s11837,s11851,s2,s11806,s11799,s6,s11801,s11811])).
% 13.33/2.55 cnf(s12008, plain, ~spl0_219 | ~spl0_66 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s11962,s6081,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s5188,s3862,s11957,s12007,s8,s7,s11797,s1,s11823,s11824,s5,s4,s11822,s11817,s11837,s11805,s11816,s11825,s11851,s2,s11806,s11850,s11813,s11845,s11811])).
% 13.33/2.55 cnf(s12009, plain, spl0_281 | spl0_233 | spl0_141 | ~spl0_58 | spl0_102, inference(rat,[],[s777,s7251,s923,s1609,s772,s11891,s6910,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s3940,s6076,s7299,s814,s1380,s927,s1,s11816,s11826,s11840,s11817,s7,s11830,s8,s5,s11822,s11855,s4,s3,s11814,s11824,s11857,s11800,s11860,s11808,s11823])).
% 13.33/2.55 cnf(s12010, plain, spl0_115 | spl0_118 | spl0_141 | ~spl0_58 | spl0_150 | ~spl0_95 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s639,s5111,s1447,s6081,s5364,s6130,s11239,s12009,s7401,s11102,s10200,s7643,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s1380,s927,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11807,s11822,s11845,s11847,s11836,s11825,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12011, plain, spl0_281 | spl0_244 | spl0_141 | spl0_104 | spl0_156 | spl0_126 | spl0_102, inference(rat,[],[s11868,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s3940,s6076,s7299,s8,s5,s11822,s11855,s4,s7,s3,s1,s11814,s11824,s11857,s11800,s11860,s11808,s11823])).
% 13.33/2.55 cnf(s12012, plain, spl0_244 | spl0_141 | spl0_104 | spl0_156 | ~spl0_66 | ~spl0_95 | ~spl0_248, inference(rat,[],[s3940,s11872,s5549,s793,s6177,s1609,s1070,s6375,s777,s6916,s1071,s11638,s7207,s11867,s5954,s7184,s6081,s5112,s654,s639,s1447,s5364,s6130,s11239,s12011,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s5796,s5951,s5803,s5,s11800,s11860,s11825,s11826,s1,s11824,s11817,s11822,s11838,s8,s11840,s11807,s11816,s7,s11797,s11823,s4,s11846,s11808,s11837,s3,s11814,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12013, plain, spl0_141 | ~spl0_58 | ~spl0_66 | ~spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | ~spl0_203, inference(rat,[],[s1597,s5952,s7401,s6081,s12009,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s12010,s683,s11969,s3618,s12012,s637,s638,s339,s745,s1223,s7428,s514,s667,s6131,s6141,s1145,s5904,s5951,s5803,s1118,s1844,s814,s1380,s927,s1,s11807,s11816,s11823,s8,s7,s11797,s11824,s11837,s5,s4,s11817,s11822,s11825,s11847,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12014, plain, spl0_338 | ~spl0_264 | spl0_123 | spl0_244 | spl0_150 | spl0_126 | spl0_151, inference(rat,[],[s1609,s6916,s11891,s7207,s7401,s6070,s11102,s1,s11822,s11838,s11823,s11807,s11824])).
% 13.33/2.55 cnf(s12015, plain, ~spl0_338 | spl0_115 | ~spl0_95 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s7085,s1403,s6081,s630,s7007,s632,s387,s677,s7643,s7184,s637,s638,s339,s745,s1223,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11845,s11847,s11836,s11816,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12016, plain, spl0_281 | spl0_338 | spl0_244 | spl0_104 | spl0_156 | spl0_150 | spl0_126 | ~spl0_95, inference(rat,[],[s12014,s1065,s1071,s10891,s6385,s6177,s6287,s5549,s3940,s6076,s7299,s6131,s6141,s1145,s5904,s8,s5,s11822,s11855,s4,s7,s3,s1,s11814,s11824,s11857,s11800,s11860,s11808,s11823,s11825,s11816])).
% 13.33/2.55 cnf(s12017, plain, ~spl0_66 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s10200,s6081,s677,s5112,s654,s632,s639,s1447,s5364,s6130,s11239,s12016,s12015,s3618,s683,s11889,s11972,s4972,s6886,s774,s12013,s1380,s814,s927,s6068,s12008,s1118,s5951,s1844,s5796,s5803,s2315,s282,s787,s999,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s6131,s6141,s12007,s7,s11822,s11845,s11847,s11836,s8,s11797,s1,s11823,s11824,s5,s4,s11817,s11846,s11808,s11837,s3,s11814,s11816,s11825,s11851,s2,s11806,s11850,s11813,s11799,s6,s11801,s11811])).
% 13.33/2.55 cnf(s12018, plain, ~spl0_219 | spl0_321 | spl0_66 | ~spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s683,s11996,s10200,s389,s6081,s677,s5112,s654,s632,s639,s4777,s1682,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s1,s7,s11822,s11845,s11847,s11836,s5,s8,s4,s11805,s11797,s11823,s11824,s11817,s11837,s11851,s2,s11806,s11850,s11813,s11811])).
% 13.33/2.55 cnf(s12019, plain, ~spl0_80 | ~spl0_58 | ~spl0_308 | spl0_66 | ~spl0_95 | spl0_163 | spl0_90 | ~spl0_248 | spl0_33, inference(rat,[],[s639,s5111,s1447,s6081,s5364,s6130,s11239,s12009,s7401,s774,s11102,s6897,s5951,s4972,s6347,s11983,s1118,s393,s11116,s5015,s7569,s11969,s11996,s5083,s1106,s2315,s282,s787,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s5712,s5716,s1380,s927,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11807,s11817,s11825,s11851,s2,s11835,s11822,s11806,s11801,s11845,s11811])).
% 13.33/2.55 cnf(s12020, plain, spl0_245 | ~spl0_308 | spl0_66 | ~spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | ~spl0_203, inference(rat,[],[s11960,s7569,s5015,s395,s1747,s7978,s389,s6081,s7085,s1403,s630,s7007,s632,s387,s677,s11991,s11989,s637,s638,s339,s745,s1223,s7428,s514,s667,s1,s11851,s11823,s11825,s7,s11797,s11824,s5,s8,s4,s11805,s11837,s11817,s11847,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12021, plain, spl0_141 | spl0_150 | spl0_115 | ~spl0_58 | ~spl0_95 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s630,s1403,s632,s6764,s677,s12009,s12010,s637,s638,s339,s745,s1223,s6131,s6141,s7401,s11102,s1145,s5904,s12015,s8,s11823,s11837,s7,s11817,s4,s5,s3,s1,s11814,s11825,s11807,s11816,s11824,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12022, plain, ~spl0_308 | spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s7085,s1403,s6081,s630,s7007,s632,s387,s677,s7623,s393,s6701,s11986,s4972,s6886,s774,s12021,s5951,s6347,s1118,s12020,s683,s12019,s6068,s12018,s5712,s5716,s2315,s282,s787,s999,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s5188,s3862,s11957,s12007,s12017,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11845,s11847,s11836,s3,s11814,s11825,s11851,s2,s11806,s11822,s11850,s11813,s11799,s6,s11801,s11811])).
% 13.33/2.55 cnf(s12023, plain, ~spl0_219 | spl0_244 | spl0_66 | ~spl0_95 | spl0_163 | spl0_37 | spl0_36 | spl0_107 | ~spl0_203, inference(rat,[],[s6897,s774,s4972,s11886,s4930,s5951,s6931,s6347,s5134,s11999,s1118,s5015,s7978,s7569,s11980,s5083,s918,s1106,s683,s10200,s389,s7184,s6081,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7428,s514,s667,s4,s5,s7,s8,s3,s11814,s1,s11825,s11843,s11826,s11852,s11811,s11855,s2,s11835,s11797,s11824,s11851,s11822,s11845,s11847,s11836,s11805,s11816,s11823,s11817,s11837,s11806,s11850,s11813])).
% 13.33/2.55 cnf(s12024, plain, ~spl0_281 | spl0_222 | spl0_104 | ~spl0_95 | ~spl0_248, inference(rat,[],[s639,s5111,s1447,s6081,s5364,s6130,s11239,s637,s638,s339,s745,s1223,s6131,s6141,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12025, plain, spl0_245 | ~spl0_80 | ~spl0_58 | spl0_244 | spl0_66 | ~spl0_95 | spl0_163 | spl0_90 | ~spl0_248 | spl0_33, inference(rat,[],[s11102,s5951,s7401,s7324,s12009,s12011,s12024,s774,s6897,s4972,s393,s11116,s11972,s11980,s282,s787,s6131,s6141,s1145,s5904,s814,s1380,s927,s11807,s1,s11823,s11816,s4,s5,s7,s8,s3,s11814,s11817,s11825,s11824,s11801])).
% 13.33/2.55 cnf(s12026, plain, spl0_141 | ~spl0_127 | spl0_104 | spl0_156 | spl0_244 | ~spl0_95 | ~spl0_248, inference(rat,[],[s3940,s11872,s5549,s793,s6177,s1070,s6375,s1071,s7321,s772,s7318,s923,s1609,s777,s6916,s7401,s11638,s7207,s11102,s5954,s7184,s12024,s12011,s6131,s6141,s1145,s5904,s5134,s5951,s6347,s5,s11800,s11860,s11825,s11826,s11824,s11817,s8,s11830,s7,s11855,s1,s11822,s11838,s11823,s11840,s11807,s11816,s11814,s3,s4,s11835,s2])).
% 13.33/2.55 cnf(s12027, plain, ~spl0_80 | ~spl0_58 | spl0_244 | spl0_66 | ~spl0_95 | spl0_163 | spl0_90 | ~spl0_248 | spl0_33, inference(rat,[],[s12024,s12016,s393,s11116,s7978,s11999,s6931,s4930,s4972,s6886,s774,s12026,s5951,s6347,s5134,s1118,s12025,s5015,s7569,s5083,s918,s1106,s282,s787,s814,s1380,s927,s11817,s11825,s7,s11797,s1,s11824,s3,s11811,s11826,s11855,s11843,s11852,s4,s5,s8,s11814,s2,s11835,s11851,s11822,s11823,s11801])).
% 13.33/2.55 cnf(s12028, plain, ~spl0_281 | spl0_115 | spl0_104 | ~spl0_95 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s632,s677,s1447,s10200,s5364,s12024,s11239,s637,s638,s339,s745,s1223,s6131,s6141,s8,s11817,s7,s11823,s11846,s11808,s11837,s11822,s11845,s11847,s11836,s1,s11816,s5,s11824,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12029, plain, spl0_141 | spl0_115 | ~spl0_58 | spl0_244 | ~spl0_95 | spl0_37 | ~spl0_248 | spl0_107, inference(rat,[],[s7324,s5951,s12011,s12021,s6131,s6141,s814,s12028,s1380,s927,s11816,s1,s5,s11824,s11823,s8])).
% 13.33/2.55 cnf(s12030, plain, spl0_245 | spl0_316 | spl0_66 | ~spl0_95 | spl0_163 | spl0_37 | ~spl0_248 | spl0_107 | spl0_33, inference(rat,[],[s7085,s1403,s6081,s630,s7007,s632,s387,s393,s677,s12005,s11978,s637,s638,s339,s745,s1223,s7428,s514,s667,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11847,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12031, plain, spl0_37 | spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s5951,s12016,s6347,s5134,s1118,s12030,s4972,s6886,s774,s12029,s12028,s12015,s683,s12027,s1380,s814,s927,s6068,s12023,s3618,s12022,s12017,s12007,s5188,s3862,s11957,s7428,s514,s667,s282,s787,s999,s339,s745,s1223,s627,s1217,s1,s4,s5,s7,s8,s3,s11814,s2,s11835,s11817,s11823,s11824,s11797,s11825,s11847,s11799,s6,s11851,s11806,s11822,s11850,s11813,s11801])).
% 13.33/2.55 cnf(s12033, plain, ~spl0_308 | spl0_90 | spl0_245 | ~spl0_37 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s4986,s6882,s4964,s623,s11901,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s5712,s11888,s5716,s280,s282,s787,s2355,s3862,s3876,s698,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11825,s11839,s11831,s11806,s11816,s11851,s11858,s11817,s11847,s11801])).
% 13.33/2.55 cnf(s12034, plain, ~spl0_219 | spl0_141 | spl0_244 | ~spl0_66 | spl0_95 | spl0_36, inference(rat,[],[s8972,s6629,s7184,s6131,s11886,s11897,s5112,s654,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s5796,s5951,s5803,s8,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11816,s11822,s11837,s11805,s11823,s11851,s2,s11806,s11850,s11813,s11845,s11811])).
% 13.33/2.55 cnf(s12035, plain, spl0_141 | spl0_244 | ~spl0_66 | spl0_95 | spl0_36, inference(rat,[],[s6068,s828,s12034,s11920,s999,s339,s745,s1223,s627,s1217,s5796,s5,s7,s4,s11797,s1,s11824,s6,s8,s11819,s11823,s11799,s11851,s2,s11806,s11822,s11850,s11813])).
% 13.33/2.55 cnf(s12036, plain, spl0_90 | ~spl0_66 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s6931,s11899,s4930,s4972,s6886,s774,s12035,s3618,s12033,s280,s282,s787,s2355,s3862,s3876,s698,s1118,s1844,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s11858,s11817,s3,s11811,s11855,s11843,s11852,s11847,s4,s11801])).
% 13.33/2.55 cnf(s12037, plain, ~spl0_219 | spl0_141 | spl0_115 | ~spl0_90 | spl0_150 | spl0_95 | spl0_36, inference(rat,[],[s1145,s6632,s11102,s8972,s11994,s7488,s1462,s7647,s1457,s5206,s713,s677,s5112,s654,s632,s639,s4777,s1682,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7,s11824,s11807,s1,s8,s11797,s5,s6,s4,s11811,s11822,s11823,s11846,s11836,s11825,s11817,s11837,s11805,s11851,s2,s11806,s11850,s11813,s11845])).
% 13.33/2.55 cnf(s12038, plain, ~spl0_222 | ~spl0_58 | spl0_141 | spl0_115 | ~spl0_90 | spl0_150 | spl0_95 | ~spl0_248, inference(rat,[],[s1403,s6764,s630,s11979,s632,s6131,s677,s7275,s713,s1145,s1457,s5952,s1463,s637,s638,s339,s745,s1223,s1597,s11968,s814,s7,s4,s5,s8,s3,s1,s11814,s11823,s11837,s11817,s2,s11835,s11825,s11836,s11807,s11816,s11822,s11824,s11851,s11806])).
% 13.33/2.55 cnf(s12039, plain, ~spl0_308 | ~spl0_90 | ~spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s6619,s6131,s8972,s11914,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s714,s1145,s11973,s12038,s1597,s11968,s814,s6068,s12037,s774,s683,s6897,s5083,s4972,s5015,s11889,s11888,s2315,s999,s637,s638,s339,s745,s1223,s627,s1217,s5951,s5803,s1118,s1844,s11822,s8,s7,s11797,s1,s11824,s11823,s11837,s5,s4,s11817,s11825,s11846,s11836,s11807,s3,s11814,s2,s11835,s11851,s11806,s11850,s11813,s11799,s6,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12040, plain, ~spl0_219 | spl0_115 | spl0_244 | ~spl0_90 | ~spl0_66 | spl0_95 | spl0_36, inference(rat,[],[s11966,s6131,s1145,s6619,s6632,s8972,s7488,s1462,s7647,s1457,s5206,s713,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s8,s7,s11822,s11824,s11797,s1,s5,s6,s4,s11811,s11823,s11846,s11836,s11825,s11817,s11837,s11805,s11816,s11851,s2,s11806,s11850,s11813,s11845])).
% 13.33/2.55 cnf(s12041, plain, ~spl0_222 | ~spl0_58 | spl0_115 | ~spl0_90 | ~spl0_66 | spl0_95 | ~spl0_248 | spl0_202, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11923,s3450,s7207,s7427,s6070,s11102,s1145,s7275,s6131,s11914,s6760,s1403,s630,s632,s677,s713,s1457,s1463,s7184,s637,s638,s339,s745,s1223,s5951,s5803,s814,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s3,s11814,s11807,s2,s11835,s11823,s11837,s11836,s11851,s11806])).
% 13.33/2.55 cnf(s12042, plain, ~spl0_148 | spl0_151 | spl0_156 | ~spl0_66 | spl0_95 | spl0_202, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11923,s7207,s6070,s3450,s7488,s7427,s6348,s1597,s5951,s5803,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11807,s3,s11814,s11823])).
% 13.33/2.55 cnf(s12043, plain, ~spl0_66 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s6131,s6619,s11914,s8972,s6760,s7085,s1403,s630,s7007,s632,s387,s677,s714,s12042,s1145,s11973,s12041,s814,s6068,s12040,s683,s5083,s5015,s11899,s4972,s6886,s774,s12035,s3618,s12039,s12036,s1118,s5951,s1844,s5803,s2315,s999,s637,s638,s339,s745,s1223,s627,s1217,s3862,s3876,s698,s8,s11822,s7,s11797,s1,s11824,s11823,s11837,s5,s4,s11817,s11825,s11846,s11836,s11807,s2,s11835,s11847,s11851,s11806,s11850,s11813,s11799,s6,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12045, plain, ~spl0_224 | spl0_293 | spl0_321 | spl0_290 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s6871,s6882,s4927,s623,s3398,s9790,s4963,s782,s5049,s6881,s11735,s5048,s3683,s3397,s6878,s280,s282,s787,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11816,s11834,s11831,s11806,s11851,s11858,s11817,s11801])).
% 13.33/2.55 cnf(s12046, plain, spl0_293 | spl0_321 | spl0_68 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7978,s395,s7569,s12045,s280,s282,s787,s2355,s3862,s3876,s698,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11817,s11851,s11847,s11816,s11801])).
% 13.33/2.55 cnf(s12047, plain, spl0_321 | spl0_68 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s5676,s622,s5578,s5012,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s6487,s3397,s6878,s7978,s7569,s1759,s1107,s5015,s12046,s280,s282,s787,s2355,s3862,s3876,s698,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11806,s11816,s11851,s11817,s11858,s11847,s11801])).
% 13.33/2.55 cnf(s12048, plain, ~spl0_224 | spl0_245 | spl0_293 | spl0_298 | spl0_290 | spl0_33, inference(rat,[],[s5578,s5708,s6871,s5684,s4927,s623,s3394,s3398,s9790,s4963,s782,s5049,s6881,s11735,s5048,s3683,s3397,s6878,s280,s282,s787,s7,s11797,s1,s11822,s11824,s11826,s4,s5,s8,s3,s11814,s11816,s11846,s11834,s11839,s11831,s11823,s11806,s11851,s11858,s11817,s11801])).
% 13.33/2.55 cnf(s12049, plain, spl0_245 | spl0_293 | spl0_68 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s623,s5578,s9790,s5708,s782,s5684,s11883,s11877,s7257,s6454,s6487,s7366,s7978,s395,s7569,s12048,s280,s282,s787,s2355,s3862,s3876,s698,s4936,s6508,s5712,s12047,s7,s11797,s1,s11822,s11824,s11826,s8,s11831,s11823,s4,s5,s3,s11814,s11839,s11817,s11816,s11851,s11806,s11847,s11801])).
% 13.33/2.55 cnf(s12050, plain, ~spl0_127 | spl0_244 | spl0_338 | spl0_141 | spl0_281, inference(rat,[],[s5951,s11886,s6347,s5134,s1,s4,s5,s7,s8,s3,s11814,s2,s11835])).
% 13.33/2.55 cnf(s12051, plain, ~spl0_222 | spl0_141 | spl0_281 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s623,s9790,s5578,s782,s5708,s5049,s11735,s5684,s5048,s7257,s3683,s6487,s7366,s3397,s6878,s7978,s7569,s1759,s1107,s5015,s12049,s1118,s12050,s3618,s4936,s5725,s6508,s5712,s12047,s389,s7184,s280,s282,s787,s2355,s3862,s3876,s698,s7,s8,s11831,s11823,s11797,s1,s11822,s11824,s11826,s4,s5,s3,s11814,s11806,s11816,s11851,s11839,s11817,s11858,s11805,s11847,s11801])).
% 13.33/2.55 cnf(s12052, plain, ~spl0_308 | spl0_151 | spl0_141 | spl0_90 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s5951,s11995,s6347,s12047,s1118,s5712,s12033,s5716,s12043,s1,s4,s5,s7,s8,s3,s11814,s11817])).
% 13.33/2.55 cnf(s12053, plain, spl0_141 | ~spl0_219 | spl0_90 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s623,s9790,s5578,s782,s5708,s5049,s11735,s5684,s5048,s7257,s3683,s6487,s7366,s3397,s6878,s7978,s7569,s4936,s1759,s1107,s6508,s5015,s5712,s12049,s12047,s11995,s5951,s1118,s7324,s5125,s11897,s3618,s12052,s6131,s1145,s6619,s6632,s8972,s12051,s280,s282,s787,s2355,s3862,s3876,s698,s12043,s1545,s1682,s5112,s654,s639,s4777,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s7,s8,s11831,s11823,s11797,s1,s11822,s11824,s11826,s4,s5,s3,s11814,s11806,s11816,s11851,s11839,s11817,s11858,s11825,s2,s11850,s11813,s11845,s11811,s11837,s11805,s11847,s11801])).
% 13.33/2.55 cnf(s12054, plain, spl0_337 | spl0_316 | spl0_90 | ~spl0_37 | spl0_33, inference(rat,[],[s3683,s5048,s3397,s6878,s7569,s1107,s5015,s11877,s6870,s8487,s10220,s11736,s782,s9662,s623,s6882,s11711,s3442,s5676,s622,s10462,s11881,s280,s2315,s2355,s3862,s3876,s698,s5726,s6928,s6931,s4930,s11816,s11826,s11851,s5,s11822,s11858,s11817,s1,s11824,s11806,s7,s11797,s11825,s11831,s11823,s11841,s11821,s11820,s11852,s11856,s11855,s11811,s3,s11843,s11847,s4,s8,s11845,s11801])).
% 13.33/2.55 cnf(s12055, plain, ~spl0_224 | spl0_293 | ~spl0_238 | spl0_290 | spl0_33, inference(rat,[],[s622,s5012,s3442,s6871,s6882,s4927,s623,s3398,s9790,s4963,s782,s5049,s6881,s11735,s5048,s3683,s3397,s6878,s280,s282,s787,s11826,s7,s11797,s1,s11822,s11824,s11841,s11823,s8,s11816,s11834,s11831,s5,s11806,s11851,s11858,s11817,s11801])).
% 13.33/2.55 cnf(s12056, plain, spl0_293 | spl0_68 | ~spl0_238 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7978,s395,s7569,s12055,s280,s282,s787,s2355,s3862,s3876,s698,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11817,s11851,s11847,s4,s5,s11816,s11801])).
% 13.33/2.55 cnf(s12057, plain, spl0_68 | ~spl0_238 | spl0_90 | spl0_66 | ~spl0_37 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s6487,s3397,s6878,s7978,s7569,s1759,s1107,s5015,s12056,s280,s282,s787,s2355,s3862,s3876,s698,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s5,s11806,s11816,s11851,s11817,s11858,s4,s11847,s11801])).
% 13.33/2.55 cnf(s12058, plain, ~spl0_127 | spl0_222 | spl0_338 | spl0_244 | ~spl0_219 | spl0_95 | spl0_36, inference(rat,[],[s6916,s1609,s7207,s12000,s6070,s11102,s5951,s6347,s5134,s1145,s6632,s8972,s1682,s5112,s654,s639,s4777,s1612,s1562,s637,s638,s339,s745,s1223,s627,s1217,s11822,s11838,s1,s11807,s11824,s4,s5,s7,s8,s3,s11814,s2,s11835,s11851,s11806,s11850,s11813,s11845,s11823,s11811,s11837,s11805,s11797])).
% 13.33/2.55 cnf(s12059, plain, ~spl0_219 | spl0_90 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s11899,s1118,s12058,s393,s11116,s12057,s3618,s5725,s12054,s6931,s4930,s4972,s6886,s774,s12053,s280,s282,s787,s2355,s3862,s3876,s698,s12043,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s11858,s11817,s4,s3,s11814,s11811,s11855,s11843,s11852,s11847,s11801])).
% 13.33/2.55 cnf(s12060, plain, spl0_68 | spl0_156 | spl0_90 | spl0_66 | spl0_95 | ~spl0_37 | spl0_33, inference(rat,[],[s623,s9790,s5578,s782,s5708,s5049,s11735,s5684,s5048,s7257,s3683,s6487,s7366,s3397,s6878,s7978,s7569,s1759,s1107,s5015,s12049,s1118,s5125,s11920,s774,s6897,s4972,s3618,s4936,s4930,s5725,s6508,s6931,s5712,s12057,s12047,s280,s282,s787,s2355,s3862,s3876,s698,s7,s8,s11831,s11823,s11797,s1,s11822,s11824,s11826,s4,s5,s3,s11814,s11806,s11816,s11851,s11839,s11817,s11858,s11825,s11843,s11852,s11811,s11855,s11847,s11801])).
% 13.33/2.55 cnf(s12061, plain, ~spl0_308 | spl0_90 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11979,s6131,s6630,s7275,s1145,s11995,s774,s5951,s6897,s6347,s4972,s1118,s12054,s12033,s5716,s637,s638,s1380,s927,s393,s12060,s814,s6068,s12059,s999,s339,s745,s1223,s627,s1217,s12043,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11817,s11799,s6,s11851,s11822,s11850,s11813])).
% 13.33/2.55 cnf(s12062, plain, spl0_141 | spl0_244 | ~spl0_68 | ~spl0_58 | spl0_95 | spl0_36, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11979,s6131,s6630,s7275,s1145,s11995,s5951,s7324,s11920,s637,s638,s339,s745,s1223,s627,s1217,s814,s1380,s927,s393,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11817,s11851,s11822,s11850,s11813])).
% 13.33/2.55 cnf(s12063, plain, spl0_151 | ~spl0_127 | spl0_244 | spl0_338 | spl0_156 | spl0_95, inference(rat,[],[s1065,s3455,s9580,s5887,s2078,s4880,s3940,s5549,s793,s6177,s1070,s6375,s1071,s11921,s1609,s6916,s3450,s7207,s7427,s6070,s11102,s5134,s5951,s6347,s8,s11822,s11833,s5,s11855,s11816,s7,s4,s1,s11849,s11800,s11860,s11825,s11826,s11824,s11817,s11838,s3,s11814,s11807,s11835,s2])).
% 13.33/2.55 cnf(s12064, plain, ~spl0_127 | spl0_244 | spl0_222 | spl0_338 | ~spl0_58 | spl0_95 | ~spl0_248, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11984,s6131,s6630,s7275,s1145,s12063,s5134,s637,s638,s339,s745,s1223,s814,s1380,s927,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11851,s11822])).
% 13.33/2.55 cnf(s12065, plain, spl0_90 | spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s11899,s1118,s12064,s6931,s4930,s4972,s6886,s774,s12062,s3618,s12061,s393,s11116,s12060,s814,s6068,s12059,s280,s282,s787,s999,s339,s745,s1223,s627,s1217,s2355,s3862,s3876,s698,s12043,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s11858,s11817,s3,s11811,s11855,s11843,s11852,s4,s11847,s11799,s6,s2,s11850,s11813,s11801])).
% 13.33/2.55 cnf(s12066, plain, ~spl0_80 | spl0_68 | spl0_321 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s5726,s5494,s5749,s6931,s11723,s3442,s622,s5676,s5012,s5578,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s5015,s7978,s5083,s918,s1106,s280,s282,s787,s11826,s11844,s11824,s4,s5,s7,s8,s3,s1,s11814,s11811,s11855,s11841,s11823,s11797,s11822,s11831,s11817,s2,s11835,s11801])).
% 13.33/2.55 cnf(s12067, plain, ~spl0_222 | ~spl0_308 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s1759,s1107,s7978,s5015,s11989,s11888,s1118,s6341,s5951,s12038,s6068,s4864,s632,s677,s713,s683,s12066,s774,s6897,s4972,s11929,s1457,s389,s1463,s282,s787,s999,s637,s638,s339,s745,s1223,s627,s1217,s5712,s5716,s7,s8,s5,s4,s11824,s11797,s1,s11817,s11813,s11822,s11845,s11850,s11837,s11825,s11836,s3,s11814,s11805,s11851,s2,s11806,s11799,s6,s11801])).
% 13.33/2.55 cnf(s12068, plain, ~spl0_97 | ~spl0_58 | spl0_141 | spl0_222 | spl0_95 | ~spl0_248, inference(rat,[],[s639,s5111,s1447,s8972,s5364,s6130,s11239,s11979,s6131,s6630,s7275,s637,s638,s339,s745,s1223,s1380,s927,s8,s11816,s11823,s11846,s11808,s11837,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11851,s11822])).
% 13.33/2.55 cnf(s12069, plain, spl0_68 | spl0_150 | ~spl0_308 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s6619,s6131,s8972,s11979,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s714,s1145,s12068,s1597,s11968,s814,s6068,s12037,s774,s6897,s683,s4972,s12066,s11929,s999,s637,s638,s339,s745,s1223,s627,s1217,s5712,s5716,s12067,s11822,s8,s7,s11797,s1,s11824,s11823,s11837,s5,s4,s11817,s11825,s11846,s11836,s11807,s3,s11814,s11851,s2,s11806,s11850,s11813,s11799,s6])).
% 13.33/2.55 cnf(s12070, plain, spl0_316 | spl0_293 | spl0_337 | spl0_290 | spl0_33, inference(rat,[],[s6871,s8487,s11877,s10220,s782,s9662,s5676,s623,s10462,s6882,s11711,s5726,s3442,s6928,s622,s6931,s11881,s4930,s280,s2315,s11824,s7,s11797,s1,s11826,s11825,s11831,s11823,s11821,s11820,s11852,s11856,s11816,s11841,s3,s11811,s11855,s11843,s11845,s11801,s11822,s5])).
% 13.33/2.55 cnf(s12071, plain, spl0_293 | ~spl0_308 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s5111,s639,s8972,s4777,s1682,s6068,s12068,s6630,s1145,s11995,s774,s6897,s4972,s12070,s12069,s5951,s6347,s1118,s11888,s1612,s1562,s999,s637,s638,s339,s745,s1223,s627,s1217,s5716,s12067,s11816,s8,s7,s11797,s1,s11824,s11822,s11837,s5,s4,s11805,s11806,s3,s11814,s11817,s11851,s2,s11850,s11813,s11799,s6,s11845,s11823,s11811])).
% 13.33/2.55 cnf(s12072, plain, spl0_68 | ~spl0_308 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s1118,s6341,s11989,s5951,s7978,s12069,s282,s787,s1759,s1107,s5015,s12071,s11817,s1,s7,s11797,s11824,s4,s5,s8,s11801])).
% 13.33/2.55 cnf(s12073, plain, ~spl0_308 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s6177,s5549,s6375,s3940,s1071,s6076,s11937,s6131,s1145,s6619,s6632,s1380,s8972,s814,s927,s7085,s6760,s6068,s1403,s4864,s630,s7007,s632,s387,s677,s713,s1457,s6701,s12072,s683,s5083,s5015,s12071,s12067,s999,s637,s638,s339,s745,s1223,s627,s1217,s5,s11800,s11860,s11817,s8,s1,s11822,s11808,s7,s11824,s11797,s11823,s4,s11813,s11845,s11850,s11837,s11825,s11836,s2,s11835,s11851,s11806,s11799,s6])).
% 13.33/2.55 cnf(s12074, plain, ~spl0_219 | ~spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_290 | spl0_143 | spl0_144 | spl0_33, inference(rat,[],[s6897,s774,s4972,s12050,s4930,s1118,s6931,s7257,s3442,s5684,s622,s5694,s5012,s5578,s6882,s623,s9790,s782,s4936,s11883,s11877,s6508,s6454,s6487,s7366,s5712,s5015,s7978,s12066,s5083,s918,s1106,s683,s713,s677,s632,s4777,s1545,s280,s282,s787,s7184,s389,s1457,s1463,s4,s5,s7,s8,s3,s11814,s1,s11825,s11843,s11826,s11852,s11811,s11855,s11839,s11841,s11823,s11822,s11797,s11824,s11831,s11806,s11817,s11816,s2,s11835,s11836,s11837,s11805,s11801])).
% 13.33/2.55 cnf(s12075, plain, spl0_141 | spl0_293 | ~spl0_58 | ~spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s5578,s5708,s623,s5684,s9790,s7257,s782,s4936,s11883,s11877,s6508,s6454,s6487,s7366,s5712,s7978,s12066,s918,s1106,s683,s12038,s5951,s1118,s7324,s5125,s11920,s280,s282,s787,s389,s814,s7,s11797,s1,s11822,s11824,s11826,s4,s5,s8,s3,s11814,s11831,s11823,s11839,s11806,s11817,s11816,s11825,s11805,s11801])).
% 13.33/2.55 cnf(s12076, plain, spl0_293 | ~spl0_58 | ~spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7978,s918,s1106,s683,s713,s677,s632,s1447,s5364,s11239,s11984,s6131,s7275,s1145,s12063,s5134,s1118,s6931,s11899,s4930,s4972,s6886,s774,s12075,s280,s282,s787,s637,s638,s339,s745,s1223,s7184,s389,s1457,s1463,s814,s1380,s927,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11817,s5,s4,s11825,s11836,s11846,s11808,s11837,s2,s11835,s3,s11811,s11855,s11843,s11852,s11805,s11816,s11851,s11806,s11801])).
% 13.33/2.55 cnf(s12077, plain, spl0_141 | spl0_115 | ~spl0_58 | ~spl0_222 | spl0_244 | ~spl0_90 | spl0_95 | ~spl0_248, inference(rat,[],[s5951,s7324,s12038,s11920,s814,s1,s11816,s11823])).
% 13.33/2.55 cnf(s12078, plain, ~spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_144 | ~spl0_248 | spl0_33, inference(rat,[],[s7275,s6131,s1145,s11984,s12063,s5134,s1118,s11977,s4972,s6886,s774,s12077,s6760,s1403,s630,s632,s677,s713,s7978,s683,s1759,s1107,s5083,s5015,s12076,s814,s6068,s12074,s1457,s389,s1463,s7184,s2315,s999,s637,s638,s339,s745,s1223,s2,s11835,s8,s7,s5,s4,s11817,s11823,s11837,s11825,s11836,s11797,s1,s11824,s11805,s11822,s11816,s11851,s11806,s11799,s6,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12079, plain, spl0_141 | spl0_293 | spl0_68 | ~spl0_219 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s5578,s5708,s623,s5684,s9790,s7257,s782,s4936,s11883,s11877,s6508,s6454,s6487,s7366,s5712,s7978,s12066,s918,s1106,s683,s12037,s5951,s1118,s7324,s5125,s11897,s280,s282,s787,s1545,s6131,s6619,s8972,s5112,s654,s639,s4777,s637,s638,s339,s745,s1223,s1682,s12078,s3618,s12073,s1612,s1562,s627,s1217,s7,s11797,s1,s11822,s11824,s11826,s4,s5,s8,s3,s11814,s11831,s11823,s11839,s11806,s11817,s11816,s11825,s11850,s11813,s11845,s11811,s11805,s11851,s2,s11837,s11801])).
% 13.33/2.55 cnf(s12080, plain, spl0_293 | spl0_68 | ~spl0_219 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s7978,s918,s1106,s683,s714,s6348,s7488,s5951,s12058,s6347,s1118,s6931,s11899,s4930,s4972,s6886,s774,s12079,s280,s282,s787,s677,s632,s1145,s6632,s8972,s5112,s654,s639,s4777,s637,s638,s339,s745,s1223,s1682,s12078,s3618,s12073,s1612,s1562,s627,s1217,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11817,s5,s4,s11825,s11846,s11836,s11807,s3,s11814,s11811,s11855,s11843,s11852,s11850,s11813,s11845,s11805,s11851,s2,s11806,s11837,s11801])).
% 13.33/2.55 cnf(s12081, plain, spl0_68 | ~spl0_219 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s5951,s7324,s12037,s11897,s774,s6897,s4972,s11977,s1118,s12058,s7488,s7647,s5206,s713,s7978,s683,s1759,s1107,s5083,s5015,s12080,s2315,s1545,s677,s632,s6131,s6619,s8972,s5112,s654,s639,s4777,s637,s638,s339,s745,s1223,s1682,s12078,s3618,s12073,s1612,s1562,s627,s1217,s1,s11816,s4,s5,s7,s8,s3,s11814,s11811,s11822,s11823,s11846,s11824,s11836,s11825,s11797,s2,s11835,s11850,s11813,s11845,s11805,s11851,s11806,s11837,s11817,s11801])).
% 13.33/2.55 cnf(s12082, plain, ~spl0_219 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | spl0_36 | spl0_33, inference(rat,[],[s7324,s5951,s11897,s11995,s774,s6897,s4972,s11899,s5015,s5083,s683,s713,s1118,s1457,s12058,s6701,s11116,s12081,s6131,s1145,s6619,s6632,s8972,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s637,s638,s339,s745,s1223,s12078,s3618,s12073,s1612,s1562,s627,s1217,s11816,s1,s4,s5,s7,s8,s3,s11814,s2,s11835,s11825,s11836,s11824,s11822,s11797,s11817,s11837,s11805,s11850,s11813,s11845,s11823,s11811,s11851,s11806])).
% 13.33/2.55 cnf(s12083, plain, ~spl0_80 | spl0_245 | spl0_293 | spl0_68 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s5578,s5708,s623,s5684,s9790,s7257,s782,s4936,s11883,s11877,s6508,s6454,s6487,s7366,s5712,s7978,s12066,s918,s1106,s280,s282,s787,s7,s11797,s1,s11822,s11824,s11826,s4,s5,s8,s3,s11814,s11831,s11823,s11839,s11806,s11817,s11816,s11801])).
% 13.33/2.55 cnf(s12084, plain, spl0_141 | spl0_293 | spl0_68 | ~spl0_58 | spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s6619,s6131,s8972,s11979,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s714,s683,s12083,s5951,s1118,s7324,s5125,s1597,s1145,s11920,s11968,s12068,s637,s638,s339,s745,s1223,s814,s11822,s8,s7,s11797,s1,s11824,s11823,s11837,s5,s4,s11817,s11825,s11846,s11836,s11807,s11816,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12085, plain, ~spl0_288 | ~spl0_238 | spl0_293 | spl0_290 | spl0_33, inference(rat,[],[s622,s3442,s5012,s6882,s623,s9790,s782,s11883,s11877,s6454,s6487,s280,s282,s787,s11826,s1,s11841,s11823,s7,s11797,s11822,s11824,s8,s11831,s11817,s5,s11801])).
% 13.33/2.55 cnf(s12086, plain, ~spl0_96 | spl0_115 | spl0_148 | spl0_150 | spl0_222 | ~spl0_90 | ~spl0_248, inference(rat,[],[s7085,s1403,s8972,s630,s7007,s632,s387,s677,s714,s1145,s6629,s7275,s637,s638,s339,s745,s1223,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11825,s11846,s11836,s11807,s3,s11814,s2,s11835,s11851,s11806,s11822])).
% 13.33/2.55 cnf(s12087, plain, spl0_293 | spl0_68 | ~spl0_58 | spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s1145,s6632,s714,s8972,s677,s5112,s654,s632,s639,s1447,s5364,s6130,s11239,s11984,s6131,s12086,s683,s917,s7978,s12085,s6348,s7488,s5951,s12064,s6347,s5134,s1118,s6931,s11899,s4930,s4972,s6886,s774,s12084,s637,s638,s339,s745,s1223,s1380,s927,s7,s11824,s11825,s11846,s11836,s11807,s8,s11797,s1,s5,s4,s11822,s11817,s11823,s11808,s11837,s3,s11814,s11816,s2,s11835,s11811,s11826,s11855,s11843,s11852,s11851,s11806])).
% 13.33/2.55 cnf(s12088, plain, spl0_141 | spl0_115 | ~spl0_58 | spl0_222 | spl0_244 | ~spl0_90 | spl0_95 | ~spl0_248, inference(rat,[],[s1403,s6764,s630,s11979,s632,s6131,s677,s12086,s714,s5951,s7324,s1597,s1145,s11920,s11968,s12068,s637,s638,s339,s745,s1223,s814,s7,s4,s5,s8,s3,s1,s11814,s11823,s11837,s11817,s11825,s11846,s11836,s11807,s11816,s11824,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12089, plain, spl0_68 | ~spl0_58 | spl0_222 | spl0_244 | ~spl0_90 | spl0_66 | spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s1145,s6632,s714,s8972,s677,s5112,s654,s632,s639,s1447,s5364,s6130,s11239,s11984,s6131,s12086,s6348,s7488,s5951,s12064,s6347,s5134,s1118,s11977,s4972,s6886,s774,s12088,s7978,s683,s1759,s1107,s5083,s5015,s12087,s2315,s637,s638,s339,s745,s1223,s1380,s927,s7,s11824,s11825,s11846,s11836,s11807,s8,s11797,s1,s5,s4,s11822,s11817,s11823,s11808,s11837,s3,s11814,s2,s11835,s11851,s11806,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12090, plain, spl0_95 | ~spl0_37 | spl0_36 | spl0_33, inference(rat,[],[s11102,s7413,s5951,s3450,s7324,s11942,s11984,s6131,s1145,s6619,s6632,s8972,s7085,s6760,s1403,s630,s7007,s632,s387,s677,s713,s683,s5083,s5015,s11899,s4972,s6886,s1118,s774,s1457,s12064,s12062,s6701,s11116,s12089,s6068,s12082,s12078,s3618,s12073,s12065,s12043,s1612,s1562,s999,s637,s638,s339,s745,s1223,s627,s1217,s3862,s3876,s698,s11807,s1,s11822,s7,s11816,s8,s11824,s11797,s11823,s11837,s5,s4,s11817,s11825,s11836,s2,s11835,s11847,s11851,s11806,s11850,s11813,s11799,s6,s11845,s11811])).
% 13.33/2.55 cnf(s12091, plain, ~spl0_219 | spl0_244 | spl0_90 | ~spl0_66 | ~spl0_95 | spl0_290 | spl0_163 | spl0_143 | spl0_144 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s6931,s3683,s4930,s3397,s6878,s4972,s7569,s6886,s1107,s774,s5015,s11886,s11882,s7184,s6081,s5112,s654,s639,s4777,s1682,s1545,s280,s282,s787,s5796,s5951,s5803,s1118,s1844,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s3,s11811,s11855,s11843,s11852,s11858,s11817,s4,s11837,s11805,s11801])).
% 13.33/2.55 cnf(s12092, plain, spl0_90 | ~spl0_66 | ~spl0_95 | ~spl0_37 | spl0_144 | ~spl0_248 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s6931,s11899,s4930,s4972,s6886,s774,s12012,s1380,s814,s927,s6068,s12091,s3618,s12033,s280,s282,s787,s999,s637,s638,s339,s745,s1223,s2355,s3862,s3876,s698,s1118,s1844,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s11858,s11817,s3,s11811,s11855,s11843,s11852,s4,s11847,s2,s11799,s6,s11801])).
% 13.33/2.55 cnf(s12093, plain, ~spl0_219 | ~spl0_90 | ~spl0_66 | ~spl0_95 | spl0_290 | spl0_143 | spl0_144 | spl0_33, inference(rat,[],[s683,s5083,s713,s5015,s1457,s11882,s1463,s7184,s6081,s677,s5112,s654,s632,s639,s4777,s1682,s1545,s1,s2,s11835,s8,s11825,s11836,s7,s11822,s11816,s11797,s11823,s11824,s5,s4,s11817,s11837,s11805])).
% 13.33/2.55 cnf(s12094, plain, spl0_293 | spl0_104 | spl0_156 | ~spl0_66 | ~spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s774,s6897,s12012,s4972,s3618,s11899,s11888,s1118,s1844,s4,s5,s7,s8,s3,s11814,s1,s11824])).
% 13.33/2.55 cnf(s12095, plain, ~spl0_222 | spl0_115 | ~spl0_58 | ~spl0_90 | spl0_245 | spl0_150 | spl0_126 | ~spl0_95 | ~spl0_248 | spl0_202, inference(rat,[],[s4972,s6886,s11889,s774,s3618,s12009,s12016,s6760,s1403,s630,s632,s677,s713,s7401,s1457,s11102,s1463,s7184,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s814,s1380,s927,s11817,s11823,s7,s8,s11837,s11825,s11836,s11807,s1,s11822,s11816,s5,s11824,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12096, plain, ~spl0_114 | spl0_222 | ~spl0_95 | ~spl0_248, inference(rat,[],[s7085,s1403,s6081,s630,s7007,s632,s387,s637,s638,s339,s745,s1223,s11824,s7,s8,s11797,s1,s11823,s11837,s5,s4,s11817,s11851,s2,s11806,s11822])).
% 13.33/2.55 cnf(s12097, plain, ~spl0_66 | ~spl0_95 | ~spl0_37 | spl0_144 | ~spl0_248 | spl0_33, inference(rat,[],[s4972,s11889,s6886,s3618,s774,s12016,s12009,s7488,s7401,s6348,s1597,s714,s677,s12096,s12024,s12095,s683,s5083,s5015,s12094,s1380,s814,s927,s6068,s12093,s12092,s1118,s5951,s1844,s5796,s5803,s2315,s999,s637,s638,s339,s745,s1223,s3862,s3876,s698,s6131,s6141,s1145,s5904,s11817,s1,s11823,s11825,s11846,s11836,s11807,s7,s2,s11835,s5,s11824,s4,s11797,s11822,s8,s11816,s11847,s11851,s11806,s11799,s6,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12098, plain, ~spl0_219 | spl0_90 | spl0_66 | ~spl0_95 | ~spl0_37 | spl0_143 | spl0_144 | spl0_33, inference(rat,[],[s4972,s4930,s6886,s6931,s774,s12057,s12051,s389,s6081,s5112,s654,s639,s4777,s1682,s1545,s11825,s11843,s11826,s11852,s11817,s3,s11811,s11855,s5,s7,s8,s4,s11805,s1,s11797,s11823,s11824,s11822,s11837,s11816])).
% 13.33/2.55 cnf(s12099, plain, spl0_68 | spl0_104 | spl0_156 | spl0_90 | spl0_66 | ~spl0_95 | ~spl0_37 | ~spl0_248 | spl0_33, inference(rat,[],[s623,s9790,s5578,s782,s5708,s5049,s11735,s5684,s5048,s7257,s3683,s6487,s7366,s3397,s6878,s7978,s7569,s1759,s1107,s5015,s12049,s1118,s12026,s774,s6897,s4972,s3618,s4936,s4930,s5725,s6508,s6931,s5712,s12057,s12047,s280,s282,s787,s2355,s3862,s3876,s698,s7,s8,s11831,s11823,s11797,s1,s11822,s11824,s11826,s4,s5,s3,s11814,s11806,s11816,s11851,s11839,s11817,s11858,s11825,s11843,s11852,s11811,s11855,s11847,s11801])).
% 13.33/2.55 cnf(s12100, plain, spl0_141 | spl0_281 | spl0_338 | ~spl0_58 | spl0_90 | spl0_151 | spl0_102 | ~spl0_37 | spl0_33, inference(rat,[],[s12033,s3618,s1118,s3625,s6341,s7324,s1530,s5951,s6544,s7207,s11102,s1538,s572,s7401,s3437,s12009,s777,s923,s772,s6910,s1065,s10891,s6287,s7299,s1071,s6385,s6177,s5549,s3940,s6076,s1380,s927,s814,s11838,s11817,s11816,s1,s4,s5,s8,s3,s11814,s11807,s11826,s11825,s11823,s11840,s7,s11860,s11800,s11824,s11808,s11822,s11830,s11855,s11857])).
% 13.33/2.55 cnf(s12101, plain, spl0_245 | spl0_316 | spl0_90 | ~spl0_37 | spl0_33, inference(rat,[],[s4986,s5012,s11909,s622,s3442,s6882,s623,s9790,s782,s5049,s11735,s5048,s3683,s3397,s6878,s7569,s1107,s5015,s11899,s280,s282,s787,s2355,s3862,s3876,s698,s6931,s4930,s11825,s7,s11797,s1,s11822,s11824,s11826,s11841,s11823,s8,s11831,s5,s11806,s11816,s11851,s11858,s11817,s11855,s11811,s3,s11852,s11843,s11847,s4,s11801])).
% 13.33/2.55 cnf(s12102, plain, spl0_90 | ~spl0_95 | ~spl0_37 | spl0_144 | ~spl0_248 | spl0_33, inference(rat,[],[s5951,s12016,s6347,s5134,s1118,s12101,s3618,s5725,s12054,s4972,s6886,s774,s12100,s12024,s393,s11116,s12099,s1380,s814,s927,s6068,s12098,s999,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s12097,s1,s4,s5,s7,s8,s3,s11814,s2,s11835,s11817,s11825,s11823,s11824,s11797,s11816,s11851,s11806,s11822,s11799,s6])).
% 13.33/2.55 cnf(s12103, plain, ~spl0_219 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290 | spl0_143 | spl0_144 | spl0_33, inference(rat,[],[s12066,s5712,s683,s5716,s713,s3618,s1457,s12074,s389,s1463,s6081,s677,s5112,s654,s632,s639,s4777,s1682,s1,s11817,s8,s11825,s11836,s7,s5,s4,s11805,s11822,s11797,s11823,s11824,s11837])).
% 13.33/2.55 cnf(s12104, plain, ~spl0_308 | spl0_245 | spl0_68 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s1759,s1107,s7978,s5015,s11989,s11888,s282,s787,s7,s8,s5,s4,s11824,s11797,s1,s11801])).
% 13.33/2.55 cnf(s12105, plain, spl0_281 | spl0_244 | spl0_141 | spl0_338 | ~spl0_58 | spl0_151 | spl0_102, inference(rat,[],[s5951,s11102,s7324,s7401,s12011,s12009,s814,s1380,s927,s1,s11807,s11816,s11823,s5,s11824])).
% 13.33/2.55 cnf(s12106, plain, spl0_245 | spl0_141 | ~spl0_222 | ~spl0_58 | ~spl0_90 | spl0_66 | spl0_151 | spl0_102 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s5015,s12083,s5083,s683,s713,s677,s632,s1447,s5364,s11239,s12105,s3618,s12104,s637,s638,s339,s745,s1223,s1380,s927,s7184,s389,s1457,s1463,s2,s11835,s1,s8,s11825,s11836,s7,s11817,s11823,s11846,s11808,s11837,s11822,s11805,s4,s5,s11816,s11824,s11851,s11806])).
% 13.33/2.55 cnf(s12107, plain, spl0_141 | ~spl0_222 | ~spl0_58 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s632,s677,s1447,s711,s5364,s683,s11239,s12066,s12009,s5712,s7401,s5716,s11102,s3618,s5951,s12026,s6347,s1118,s12106,s637,s638,s339,s745,s1223,s6131,s6141,s1145,s5904,s814,s1380,s927,s7184,s389,s1457,s1463,s8,s11817,s7,s11823,s11846,s11808,s11837,s11825,s11836,s1,s11807,s4,s5,s3,s11814,s11822,s11805,s11816,s11824,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12108, plain, spl0_245 | spl0_316 | spl0_68 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s1759,s1107,s7978,s5015,s11977,s11899,s2315,s7,s8,s5,s4,s11824,s11797,s1,s11845,s11823,s11801,s11822,s11811])).
% 13.33/2.55 cnf(s12109, plain, ~spl0_222 | ~spl0_58 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s12085,s5015,s7978,s5083,s918,s1106,s683,s713,s677,s632,s1447,s5364,s11239,s12016,s5951,s6347,s5134,s1118,s12108,s3618,s5725,s6931,s11929,s4930,s4972,s6886,s774,s12107,s1457,s389,s1463,s7184,s637,s638,s339,s745,s1223,s6131,s6141,s814,s1380,s927,s7,s11797,s1,s11824,s2,s11835,s8,s5,s4,s11822,s11825,s11836,s11817,s11823,s11846,s11808,s11837,s3,s11814,s11811,s11826,s11855,s11843,s11852,s11805,s11816,s11851,s11806])).
% 13.33/2.55 cnf(s12110, plain, ~spl0_308 | spl0_245 | spl0_118 | ~spl0_90 | spl0_66 | spl0_290 | spl0_33, inference(rat,[],[s713,s683,s1457,s5083,s6701,s5015,s12104,s11888,s8,s11825,s11836,s1,s7,s2,s11835,s11824])).
% 13.33/2.55 cnf(s12111, plain, spl0_141 | spl0_245 | spl0_118 | spl0_281 | ~spl0_58 | ~spl0_90 | spl0_66 | spl0_151 | spl0_102 | spl0_290 | spl0_33, inference(rat,[],[s5015,s12083,s5083,s683,s714,s6387,s7488,s11155,s12105,s1597,s7401,s12009,s3618,s12110,s2,s11835,s1,s11825,s11846,s11836,s11807,s11824,s4,s5,s7,s8,s3,s11814,s11823])).
% 13.33/2.55 cnf(s12112, plain, spl0_245 | spl0_118 | spl0_33 | spl0_281 | ~spl0_58 | ~spl0_90 | spl0_66 | spl0_151 | spl0_102 | spl0_290, inference(rat,[],[s683,s713,s5083,s1457,s5015,s6701,s11899,s12108,s4972,s6886,s774,s12111,s11817,s11824,s7,s11835,s2,s11836,s11825,s8,s1])).
% 13.33/2.55 cnf(s12113, plain, spl0_141 | ~spl0_58 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290 | ~spl0_248 | spl0_33, inference(rat,[],[s12066,s683,s5712,s11155,s714,s5716,s11102,s1597,s3618,s7401,s12026,s12009,s814,s5951,s6347,s1118,s12112,s677,s12096,s12024,s12109,s1380,s927,s1145,s5904,s6131,s6141,s1,s4,s5,s7,s8,s3,s11814,s11825,s11846,s11836,s11807,s11817,s11823,s11816,s11824])).
% 13.33/2.55 cnf(s12114, plain, spl0_68 | spl0_316 | spl0_150 | spl0_126 | spl0_118 | spl0_281 | spl0_104 | spl0_156 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290 | spl0_33, inference(rat,[],[s12085,s5015,s7978,s5083,s918,s1106,s683,s714,s6348,s7488,s12016,s3618,s5725,s11929,s1145,s5904,s6931,s4930,s7,s11797,s1,s11824,s2,s11835,s8,s5,s4,s11822,s11825,s11846,s11836,s11807,s11823,s3,s11814,s11855,s11826,s11811,s11852,s11843])).
% 13.33/2.55 cnf(s12115, plain, spl0_316 | spl0_150 | spl0_33 | spl0_126 | spl0_118 | spl0_281 | spl0_104 | spl0_156 | ~spl0_90 | spl0_66 | ~spl0_95 | spl0_290, inference(rat,[],[s5015,s5083,s12070,s683,s5716,s713,s3618,s1457,s12016,s6701,s11116,s12114,s11824,s7,s11836,s11825,s8,s11817,s1,s11835,s2])).
% 13.33/2.55 cnf(s12116, plain, spl0_36 | spl0_107 | spl0_33, inference(rat,[],[s12115,s4972,s6886,s774,s12113,s5951,s6347,s5134,s1118,s12112,s677,s12096,s12024,s12109,s1380,s814,s927,s6068,s12103,s12102,s12097,s1145,s6131,s5904,s6141,s12090,s3862,s3876,s698,s12031,s637,s638,s999,s339,s745,s1223,s1612,s627,s1562,s1217,s11817,s1,s4,s5,s7,s8,s3,s11814,s2,s11835,s11823,s11824,s11797,s11825,s11816,s11847,s6,s11799,s11806,s11851,s11822,s11811,s11813,s11845,s11850])).
% 13.33/2.55 cnf(s12118, plain, ~spl0_114 | spl0_144 | spl0_58 | spl0_108 | spl0_171, inference(rat,[],[s4777,s637,s6068,s638,s999,s339,s745,s7406,s336,s632,s387,s8,s7,s11822,s11837,s5,s4,s11797,s1,s11824,s6,s11799,s11806,s2,s11851,s11817])).
% 13.33/2.55 cnf(s12119, plain, spl0_144 | spl0_58 | ~spl0_222 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s7619,s7406,s639,s745,s4896,s339,s637,s998,s7029,s6068,s1403,s1545,s6764,s11887,s677,s12118,s1082,s762,s12116,s769,s6319,s514,s667,s8,s7,s11822,s11851,s11817,s5,s11837,s11806,s2,s11823,s11825,s4,s11797,s1,s11824,s11816,s3,s11814,s11847])).
% 13.33/2.55 cnf(s12120, plain, spl0_58 | ~spl0_222 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s707,s336,s632,s387,s677,s11887,s1545,s637,s6068,s638,s999,s339,s6349,s745,s1612,s7660,s12119,s1082,s762,s12116,s769,s6319,s514,s667,s8,s11825,s11837,s11851,s11817,s11824,s7,s11816,s5,s4,s11797,s1,s6,s11799,s11806,s2,s11823,s11822,s11847])).
% 13.33/2.55 cnf(s12121, plain, spl0_151 | spl0_156 | ~spl0_222 | ~spl0_66 | spl0_95 | spl0_202, inference(rat,[],[s12042,s5952,s5951,s5803,s1,s11807,s11816,s11822])).
% 13.33/2.55 cnf(s12122, plain, ~spl0_146 | ~spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s11955,s677,s5112,s654,s632,s639,s6219,s7189,s7213,s814,s12120,s7,s8,s5,s4,s11822,s11817,s11823])).
% 13.33/2.55 cnf(s12123, plain, ~spl0_215 | ~spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s677,s11955,s387,s1005,s6219,s7189,s7213,s814,s12120,s7,s11824,s11823,s8,s11817])).
% 13.33/2.55 cnf(s12124, plain, ~spl0_222 | spl0_290 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s638,s339,s637,s745,s709,s7406,s336,s12123,s12122,s5364,s11239,s11914,s6131,s7275,s1145,s12121,s1380,s814,s927,s12120,s2315,s1082,s762,s12116,s769,s6319,s514,s667,s11824,s11806,s2,s11851,s5,s11846,s11825,s11808,s11837,s11817,s8,s11823,s1,s11835,s7,s11822,s11847,s11816,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12125, plain, ~spl0_62 | spl0_281 | spl0_118 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s11912,s6131,s1145,s6619,s6632,s8,s7,s11822,s11824])).
% 13.33/2.55 cnf(s12126, plain, ~spl0_219 | spl0_62 | spl0_144 | spl0_143 | spl0_222, inference(rat,[],[s5111,s639,s8972,s4777,s1682,s11816,s8,s7,s11797,s1,s11824,s11822,s11837,s5,s4,s11805])).
% 13.33/2.55 cnf(s12127, plain, spl0_62 | spl0_144 | spl0_143 | spl0_58 | spl0_222 | spl0_256 | spl0_171, inference(rat,[],[s7085,s1403,s8972,s4896,s1005,s639,s336,s7619,s7406,s745,s339,s998,s6068,s12126,s769,s11824,s7,s8,s11797,s1,s11837,s11823,s11851,s11822,s11817,s5,s11806,s2,s4])).
% 13.33/2.55 cnf(s12128, plain, spl0_144 | spl0_118 | spl0_143 | spl0_58 | spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s7406,s745,s7619,s339,s639,s998,s4896,s6068,s1403,s1545,s6764,s12125,s12127,s1082,s762,s12116,s6319,s514,s667,s11817,s5,s8,s7,s11822,s11851,s11806,s2,s11823,s11837,s4,s11797,s1,s11824,s11816,s3,s11814,s11847])).
% 13.33/2.55 cnf(s12129, plain, spl0_118 | spl0_143 | spl0_58 | spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s707,s336,s639,s1005,s5111,s8972,s12125,s1682,s1545,s6068,s999,s339,s6349,s745,s1612,s7660,s12128,s1082,s762,s12116,s769,s6319,s514,s667,s8,s11825,s11837,s11851,s11823,s11816,s7,s11797,s1,s11824,s5,s4,s11805,s6,s11799,s11806,s2,s11822,s11847])).
% 13.33/2.55 cnf(s12130, plain, spl0_143 | spl0_58 | spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s6349,s707,s1612,s336,s12118,s632,s387,s677,s12129,s1082,s762,s12116,s769,s6319,s514,s667,s11823,s8,s11825,s11837,s11851,s11817,s11824,s7,s11822,s5,s11847,s11816])).
% 13.33/2.55 cnf(s12131, plain, spl0_58 | spl0_222 | spl0_290 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s8972,s12125,s1005,s677,s336,s12118,s7406,s7690,s1682,s1409,s1545,s745,s6068,s339,s7046,s638,s637,s12130,s1082,s762,s12116,s769,s6319,s514,s667,s8,s7,s11797,s1,s11824,s11823,s11851,s11817,s5,s4,s11805,s11822,s11816,s11806,s2,s11847])).
% 13.33/2.55 cnf(s12132, plain, spl0_118 | spl0_290 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s638,s339,s637,s745,s707,s7406,s336,s639,s1005,s5111,s11955,s1403,s6130,s6764,s11914,s6131,s7275,s1145,s11922,s2315,s1082,s762,s12116,s769,s6319,s514,s667,s814,s12131,s12124,s11824,s11806,s2,s11851,s5,s8,s11825,s11837,s11817,s11823,s11816,s7,s4,s3,s1,s11814,s11835,s11822,s11847,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12133, plain, spl0_290 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s6619,s6131,s8972,s11914,s7085,s6760,s1403,s707,s637,s638,s339,s745,s7406,s336,s7007,s632,s387,s677,s12132,s12131,s12124,s2315,s1082,s762,s12116,s769,s6319,s514,s667,s11822,s8,s7,s11797,s1,s11824,s11823,s11825,s11837,s5,s11806,s2,s11851,s11817,s4,s11847,s11816,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12134, plain, spl0_118 | ~spl0_222 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s639,s7619,s4896,s7406,s7690,s745,s339,s637,s998,s7029,s6068,s828,s11920,s774,s6897,s4972,s3618,s11972,s11969,s1403,s683,s1545,s6764,s10200,s11962,s282,s787,s1082,s762,s12116,s5796,s1118,s1844,s6319,s7428,s514,s667,s5188,s3862,s12133,s8,s7,s11822,s11851,s11837,s11817,s5,s4,s11806,s2,s11823,s11825,s11797,s1,s11824,s6,s11819,s3,s11814,s11816,s11845,s11847,s11836,s11801])).
% 13.33/2.55 cnf(s12135, plain, ~spl0_222 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s1145,s7275,s12121,s6131,s814,s11914,s12118,s6760,s1612,s1403,s6349,s707,s637,s638,s339,s745,s7406,s336,s632,s387,s677,s12134,s2315,s1082,s762,s12116,s769,s6319,s514,s667,s7,s2,s11835,s8,s11823,s11825,s11837,s5,s11824,s11806,s11851,s11817,s11822,s11847,s11816,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12136, plain, ~spl0_62 | spl0_281 | spl0_118 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s11972,s4972,s683,s6886,s7643,s774,s11966,s11897,s3618,s11964,s6131,s1145,s6619,s6632,s5796,s1118,s1844,s7428,s514,s667,s5188,s3862,s12133,s1,s11817,s7,s11823,s11845,s11847,s11836,s8,s11822,s11824,s11825,s5])).
% 13.33/2.55 cnf(s12137, plain, spl0_62 | spl0_143 | spl0_58 | spl0_222 | spl0_256 | spl0_171, inference(rat,[],[s707,s336,s639,s1005,s5111,s8972,s1682,s6068,s999,s339,s6349,s745,s1612,s7660,s12127,s769,s8,s11825,s11837,s11851,s11823,s11816,s7,s11797,s1,s11824,s5,s4,s11805,s6,s11799,s11806,s2])).
% 13.33/2.55 cnf(s12138, plain, spl0_143 | spl0_58 | spl0_118 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s639,s7619,s4896,s7406,s7690,s745,s339,s998,s6068,s1403,s1545,s6764,s12136,s12137,s1082,s762,s12116,s6319,s514,s667,s12135,s8,s7,s11822,s11851,s11837,s11817,s5,s4,s11806,s2,s11823,s11797,s1,s11824,s11816,s3,s11814,s11847])).
% 13.33/2.55 cnf(s12139, plain, spl0_58 | spl0_118 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s1005,s336,s8972,s12136,s7406,s1682,s1545,s745,s6068,s339,s7046,s638,s637,s12138,s1082,s762,s12116,s769,s6319,s514,s667,s12135,s11823,s8,s11851,s7,s11797,s1,s11824,s11817,s5,s4,s11805,s11816,s11806,s2,s11822,s11847])).
% 13.33/2.55 cnf(s12140, plain, ~spl0_80 | spl0_156 | spl0_163 | spl0_90 | ~spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s774,s6897,s11920,s4972,s3618,s11972,s11969,s282,s787,s5796,s1118,s1844,s4,s5,s7,s8,s3,s11814,s1,s11824,s11823,s11801])).
% 13.33/2.55 cnf(s12141, plain, spl0_151 | spl0_216 | spl0_115 | spl0_156 | spl0_118 | ~spl0_66 | spl0_95 | spl0_202, inference(rat,[],[s11091,s12042,s5951,s5803,s8,s11836,s11846,s11807,s1,s11822])).
% 13.33/2.55 cnf(s12142, plain, spl0_146 | spl0_72 | ~spl0_85, inference(rat,[],[s339,s638,s745,s637,s7406,s707,s11837,s11825,s8,s11817,s5,s11824,s11851,s2,s11806])).
% 13.33/2.55 cnf(s12143, plain, spl0_118 | spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s12142,s336,s639,s1005,s5111,s8972,s1403,s6130,s6764,s11914,s6131,s6630,s7275,s1145,s12141,s5206,s8007,s683,s12140,s814,s12139,s2315,s1082,s762,s12116,s7428,s769,s6319,s514,s667,s5188,s3862,s12133,s12135,s8,s11851,s11823,s11816,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s11847,s11845,s11836,s11825,s11822,s11801,s11811])).
% 13.33/2.55 cnf(s12144, plain, spl0_37 | ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s6619,s6131,s8972,s11914,s12118,s7085,s6760,s1612,s1403,s6349,s12142,s336,s7007,s632,s387,s677,s12143,s12135,s769,s6319,s514,s667,s2315,s1082,s762,s12116,s11822,s8,s7,s11797,s1,s11824,s11823,s11851,s5,s4,s11817,s11847,s11816,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12145, plain, spl0_281 | ~spl0_222 | spl0_118 | ~spl0_37 | ~spl0_66 | spl0_33, inference(rat,[],[s774,s6897,s11886,s4972,s3618,s12101,s12033,s711,s683,s5083,s5015,s11882,s5796,s5951,s5803,s1118,s1844,s3862,s3876,s698,s7184,s1457,s1463,s4,s5,s7,s8,s3,s11814,s1,s11825,s11836,s2,s11835,s11822,s11816,s11847,s11824,s11823])).
% 13.33/2.55 cnf(s12146, plain, ~spl0_222 | spl0_58 | spl0_118 | ~spl0_37 | ~spl0_66 | spl0_171 | spl0_33, inference(rat,[],[s6508,s4936,s5712,s12048,s12045,s5015,s7569,s5083,s1106,s683,s4780,s6599,s6529,s7619,s639,s4896,s7406,s7690,s745,s339,s637,s998,s7029,s6068,s1403,s1545,s6764,s12145,s1118,s1844,s2355,s3862,s3876,s698,s5,s11806,s1,s11851,s2,s11835,s11822,s8,s7,s11836,s11816,s4,s3,s11814,s11837,s11817,s11823,s11825,s11797,s11824,s11847])).
% 13.33/2.55 cnf(s12147, plain, spl0_90 | spl0_102 | spl0_281 | ~spl0_37 | spl0_245 | spl0_126 | spl0_95 | spl0_33, inference(rat,[],[s774,s6897,s11897,s4972,s3618,s12101,s12033,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.55 cnf(s12148, plain, spl0_293 | spl0_102 | spl0_281 | spl0_290 | spl0_245 | spl0_126 | spl0_95 | spl0_33, inference(rat,[],[s774,s6897,s11897,s4972,s3618,s11899,s11888,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.55 cnf(s12149, plain, ~spl0_62 | spl0_281 | spl0_118 | ~spl0_37 | ~spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s11889,s4972,s3618,s6886,s11966,s774,s7488,s11963,s6348,s1597,s714,s683,s5083,s5015,s12148,s12147,s6131,s1145,s6619,s6632,s2315,s5796,s5951,s5803,s1118,s1844,s3862,s3876,s698,s11817,s1,s11823,s11825,s11846,s11836,s11807,s2,s11835,s8,s7,s11822,s11824,s11847,s4,s5,s11845,s11801,s11811])).
% 13.33/2.55 cnf(s12150, plain, ~spl0_256 | spl0_281 | spl0_118 | ~spl0_37 | spl0_245 | spl0_150 | spl0_126 | spl0_95 | spl0_33, inference(rat,[],[s6508,s4936,s5712,s12048,s12045,s5015,s7569,s5083,s1106,s683,s10919,s6348,s7488,s11886,s1145,s774,s7275,s6897,s6131,s4972,s3618,s12147,s12101,s12033,s6599,s6529,s2355,s3862,s3876,s698,s5,s11806,s1,s11851,s2,s11835,s11822,s11836,s11846,s11807,s11823,s7,s4,s8,s3,s11814,s11816,s11847])).
% 13.33/2.55 cnf(s12151, plain, spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | ~spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s1005,s336,s8972,s7406,s1682,s745,s6068,s339,s7046,s638,s637,s12137,s769,s12150,s12149,s5796,s5951,s5803,s1118,s1844,s12146,s11823,s8,s11851,s7,s11797,s1,s11824,s11817,s5,s4,s11805,s11806,s2,s11822])).
% 13.33/2.55 cnf(s12152, plain, ~spl0_80 | spl0_90 | spl0_290 | spl0_163 | spl0_245 | spl0_33, inference(rat,[],[s6508,s4936,s5712,s12048,s12045,s5015,s7569,s5083,s1106,s5,s11806,s1,s11851,s2,s11835,s11822])).
% 13.33/2.55 cnf(s12153, plain, spl0_58 | spl0_118 | ~spl0_37 | ~spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s554,s9580,s5887,s1065,s793,s5947,s6255,s6177,s7318,s1609,s1070,s6375,s777,s6916,s1071,s11573,s7207,s11867,s6070,s3450,s7488,s7401,s7427,s6348,s1597,s10919,s683,s12152,s774,s6897,s4972,s3618,s1145,s12101,s12033,s6632,s6599,s6529,s8972,s7619,s5112,s654,s639,s4896,s7406,s7690,s745,s339,s637,s998,s7029,s6068,s1403,s1545,s6130,s6764,s12151,s12146,s5796,s5951,s5803,s1118,s1844,s2355,s3862,s3876,s698,s5,s6,s7,s8,s4,s11798,s1,s11855,s11825,s11826,s11800,s11824,s11833,s11817,s11822,s11838,s11840,s11860,s11807,s11823,s3,s11814,s11836,s11846,s11816,s11797,s11851,s11837,s11806,s2,s11847])).
% 13.33/2.55 cnf(s12154, plain, spl0_90 | spl0_156 | ~spl0_37 | spl0_245 | spl0_126 | spl0_95 | spl0_33, inference(rat,[],[s774,s6897,s11920,s4972,s3618,s12101,s12033,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.55 cnf(s12155, plain, spl0_293 | spl0_156 | spl0_290 | spl0_245 | spl0_126 | spl0_95 | spl0_33, inference(rat,[],[s774,s6897,s11920,s4972,s3618,s11899,s11888,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.55 cnf(s12156, plain, spl0_118 | ~spl0_37 | ~spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s12142,s336,s639,s1005,s5111,s8972,s1403,s6130,s6764,s11914,s6131,s6630,s7275,s1145,s1462,s12141,s1457,s5206,s711,s683,s5083,s769,s5015,s6523,s12155,s12154,s814,s12153,s2315,s5796,s1118,s1844,s3862,s3876,s698,s8,s11851,s11823,s11816,s7,s11797,s1,s11824,s4,s5,s3,s11814,s11806,s2,s11835,s6,s11825,s11836,s11817,s11847,s11845,s11801,s11822,s11811])).
% 13.33/2.55 cnf(s12157, plain, spl0_90 | spl0_338 | spl0_281 | ~spl0_37 | spl0_245 | spl0_150 | spl0_126 | spl0_33, inference(rat,[],[s774,s6897,s11886,s4972,s3618,s12101,s12033,s4,s5,s7,s8,s3,s11814,s1])).
% 13.33/2.55 cnf(s12158, plain, spl0_108 | spl0_58 | ~spl0_114 | spl0_171, inference(rat,[],[s6349,s1612,s12142,s12118,s336,s387,s632,s11823,s8,s11851,s11817,s11824])).
% 13.33/2.55 cnf(s12159, plain, ~spl0_63 | spl0_58 | spl0_146, inference(rat,[],[s7660,s745,s4896,s339,s637,s998,s7029,s6068,s1403,s1695,s7085,s11816,s5,s8,s11837,s11806,s2,s11851,s11823,s11825,s7,s4,s11797,s1,s11824,s11817])).
% 13.33/2.55 cnf(s12165, plain, ~spl0_259 | ~spl0_329, inference(rat,[],[s11735,s1,s11806,s5])).
% 13.33/2.55 cnf(s12166, plain, spl0_307 | spl0_304 | spl0_189, inference(rat,[],[s11723,s11841,s1])).
% 13.33/2.55 cnf(s12171, plain, ~spl0_200 | ~spl0_304, inference(rat,[],[s11711,s11816])).
% 13.33/2.55 cnf(s12175, plain, spl0_301 | spl0_297 | spl0_298 | spl0_293 | spl0_245 | spl0_294, inference(rat,[],[s11707,s11839,s11846,s11834,s8])).
% 13.33/2.55 cnf(s12185, plain, spl0_301 | spl0_297 | spl0_298 | spl0_293 | spl0_245 | spl0_294, inference(rat,[],[s11697,s11839,s11846,s11834,s8])).
% 13.33/2.55 cnf(s12190, plain, spl0_289 | spl0_297 | spl0_294 | spl0_298 | spl0_290 | spl0_293 | spl0_245, inference(rat,[],[s11691,s11839,s11834,s11858,s11845,s11823,s1,s7])).
% 13.33/2.55 cnf(s12227, plain, spl0_243 | spl0_142 | spl0_244 | spl0_141 | spl0_126, inference(rat,[],[s11638,s11860,s11840,s1])).
% 13.33/2.55 cnf(s12267, plain, spl0_243 | spl0_142 | spl0_244 | spl0_141 | spl0_126, inference(rat,[],[s11573,s11860,s11840,s1])).
% 13.33/2.55 cnf(s12551, plain, ~spl0_68 | ~spl0_338, inference(rat,[],[s11155,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s12567, plain, ~spl0_68 | ~spl0_338, inference(rat,[],[s11139,s11848,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s12590, plain, ~spl0_68 | ~spl0_338, inference(rat,[],[s11116,s11825])).
% 13.33/2.55 cnf(s12604, plain, spl0_282 | spl0_151 | spl0_338 | spl0_150, inference(rat,[],[s11102,s1,s11807])).
% 13.33/2.55 cnf(s12606, plain, spl0_148 | spl0_115 | spl0_151 | spl0_107 | spl0_37 | spl0_150 | spl0_118, inference(rat,[],[s11092,s11807,s11836,s11847,s11845,s11823,s1,s7])).
% 13.33/2.55 cnf(s12609, plain, spl0_148 | spl0_115 | spl0_118 | spl0_151 | spl0_150 | ~spl0_227, inference(rat,[],[s11081,s11807,s11846,s11836,s11823])).
% 13.33/2.55 cnf(s12692, plain, spl0_289 | spl0_294 | spl0_314 | spl0_293 | spl0_290, inference(rat,[],[s10943,s11834,s11858,s11845,s7])).
% 13.33/2.55 cnf(s12704, plain, spl0_148 | spl0_151 | spl0_118 | spl0_115 | spl0_117 | spl0_150, inference(rat,[],[s10919,s11807,s11846,s11836])).
% 13.33/2.55 cnf(s12720, plain, ~spl0_93 | spl0_120 | spl0_92 | spl0_231, inference(rat,[],[s10891,s11855,s11822,s5])).
% 13.33/2.55 cnf(s12853, plain, spl0_331 | spl0_320 | spl0_337 | spl0_316, inference(rat,[],[s10462,s11856,s11852,s11820,s11821])).
% 13.33/2.55 cnf(s12856, plain, spl0_188 | spl0_189 | spl0_187 | spl0_185, inference(rat,[],[s10457,s11841,s11846,s11831])).
% 13.33/2.55 cnf(s12976, plain, ~spl0_259 | ~spl0_328, inference(rat,[],[s10258,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s12991, plain, ~spl0_259 | ~spl0_328, inference(rat,[],[s10243,s11848,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s13014, plain, ~spl0_259 | ~spl0_328, inference(rat,[],[s10220,s11825])).
% 13.33/2.55 cnf(s13033, plain, spl0_115 | ~spl0_222 | spl0_107 | spl0_37 | spl0_118, inference(rat,[],[s10200,s11836,s11847,s11845,s11822,s7])).
% 13.33/2.55 cnf(s13034, plain, spl0_188 | spl0_189 | spl0_185 | spl0_202, inference(rat,[],[s10199,s11841,s11846,s11831,s8])).
% 13.33/2.55 cnf(s13256, plain, spl0_185 | spl0_77 | ~spl0_203, inference(rat,[],[s9790,s11823,s11831,s8])).
% 13.33/2.55 cnf(s13313, plain, spl0_185 | spl0_77 | spl0_202, inference(rat,[],[s9662,s11831])).
% 13.33/2.55 cnf(s13352, plain, spl0_120 | spl0_231 | spl0_92 | spl0_230, inference(rat,[],[s9580,s11855,s5])).
% 13.33/2.55 cnf(s13609, plain, spl0_62 | spl0_222 | spl0_61 | spl0_63, inference(rat,[],[s8972,s11824,s1,s11797,s7,s8])).
% 13.33/2.55 cnf(s13819, plain, spl0_332 | spl0_200 | spl0_328 | spl0_327, inference(rat,[],[s8487,s11826,s11824,s1,s11797,s7])).
% 13.33/2.55 cnf(s14176, plain, spl0_67 | spl0_68 | spl0_66 | spl0_65, inference(rat,[],[s8020,s11824,s1,s11797,s7])).
% 13.33/2.55 cnf(s14189, plain, spl0_115 | spl0_70 | spl0_118 | spl0_107 | spl0_37, inference(rat,[],[s8007,s11836,s11845,s11847])).
% 13.33/2.55 cnf(s14218, plain, spl0_288 | spl0_68 | spl0_66 | spl0_67, inference(rat,[],[s7978,s11824,s1,s11797,s7])).
% 13.33/2.55 cnf(s14489, plain, ~spl0_144 | ~spl0_254, inference(rat,[],[s7654,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s14495, plain, ~spl0_69 | spl0_115 | spl0_118 | spl0_216, inference(rat,[],[s7647,s11836,s11824,s11846,s11823,s11822,s11811,s8])).
% 13.33/2.55 cnf(s14498, plain, ~spl0_338 | spl0_115 | spl0_118 | spl0_107 | spl0_37, inference(rat,[],[s7643,s11836,s11847,s11845,s11823,s7])).
% 13.33/2.55 cnf(s14516, plain, spl0_115 | spl0_266 | spl0_118 | spl0_107 | spl0_37, inference(rat,[],[s7623,s11836,s11847,s11845,s7])).
% 13.33/2.55 cnf(s14519, plain, ~spl0_111 | spl0_85 | spl0_171 | spl0_256, inference(rat,[],[s7619,s11851,s11822,s7,s8])).
% 13.33/2.55 cnf(s14521, plain, spl0_115 | spl0_70 | spl0_117 | spl0_118, inference(rat,[],[s7616,s11836,s8])).
% 13.33/2.55 cnf(s14528, plain, spl0_266 | spl0_115 | spl0_117 | spl0_118, inference(rat,[],[s7606,s11836,s7,s8])).
% 13.33/2.55 cnf(s14537, plain, spl0_310 | spl0_294 | spl0_314 | spl0_293, inference(rat,[],[s7597,s11834,s7,s8])).
% 13.33/2.55 cnf(s14561, plain, spl0_224 | spl0_214 | spl0_90 | spl0_163, inference(rat,[],[s7569,s11851,s1])).
% 13.33/2.55 cnf(s14627, plain, spl0_69 | ~spl0_338, inference(rat,[],[s7488,s1])).
% 13.33/2.55 cnf(s14637, plain, spl0_301 | ~spl0_310, inference(rat,[],[s7467,s8])).
% 13.33/2.55 cnf(s14659, plain, ~spl0_90 | ~spl0_227, inference(rat,[],[s7428,s11824])).
% 13.33/2.55 cnf(s14660, plain, ~spl0_275 | ~spl0_282, inference(rat,[],[s7427,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s14674, plain, ~spl0_275 | ~spl0_282, inference(rat,[],[s7413,s11822])).
% 13.33/2.55 cnf(s14681, plain, ~spl0_85 | ~spl0_254, inference(rat,[],[s7406,s11817])).
% 13.33/2.55 cnf(s14686, plain, ~spl0_233 | ~spl0_282, inference(rat,[],[s7401,s11823])).
% 13.33/2.55 cnf(s14701, plain, ~spl0_43 | ~spl0_330, inference(rat,[],[s7386,s11825])).
% 13.33/2.55 cnf(s14721, plain, ~spl0_288 | ~spl0_324, inference(rat,[],[s7366,s11816])).
% 13.33/2.55 cnf(s14723, plain, ~spl0_288 | ~spl0_324, inference(rat,[],[s7364,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s14726, plain, ~spl0_244 | ~spl0_257, inference(rat,[],[s7361,s11824])).
% 13.33/2.55 cnf(s14763, plain, ~spl0_125 | ~spl0_126, inference(rat,[],[s7324,s11816])).
% 13.33/2.55 cnf(s14765, plain, ~spl0_125 | ~spl0_126, inference(rat,[],[s7322,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s14766, plain, spl0_122 | ~spl0_136 | spl0_123, inference(rat,[],[s7321,s11826,s11825,s11830])).
% 13.33/2.55 cnf(s14768, plain, ~spl0_137 | spl0_136 | spl0_140 | spl0_233, inference(rat,[],[s7318,s11855,s11824,s7])).
% 13.33/2.55 cnf(s14778, plain, ~spl0_231 | spl0_102 | spl0_281 | spl0_104, inference(rat,[],[s7299,s11808,s11823,s1])).
% 13.33/2.55 cnf(s14789, plain, ~spl0_96 | ~spl0_97, inference(rat,[],[s7275,s11835,s2])).
% 13.33/2.55 cnf(s14791, plain, ~spl0_96 | ~spl0_97, inference(rat,[],[s7273,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s14802, plain, spl0_297 | spl0_324 | spl0_298 | spl0_245, inference(rat,[],[s7257,s11839,s1])).
% 13.33/2.55 cnf(s14831, plain, spl0_64 | ~spl0_222, inference(rat,[],[s7213,s7])).
% 13.33/2.55 cnf(s14832, plain, spl0_243 | ~spl0_279, inference(rat,[],[s7207,s1])).
% 13.33/2.55 cnf(s14845, plain, ~spl0_64 | ~spl0_339, inference(rat,[],[s7189,s11817])).
% 13.33/2.55 cnf(s14850, plain, ~spl0_222 | ~spl0_338, inference(rat,[],[s7184,s11816])).
% 13.33/2.55 cnf(s14852, plain, ~spl0_222 | ~spl0_338, inference(rat,[],[s7182,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s14859, plain, ~spl0_259 | ~spl0_294 | ~spl0_323, inference(rat,[],[s7175,s11834,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s14875, plain, ~spl0_259 | ~spl0_323, inference(rat,[],[s7159,s11817])).
% 13.33/2.55 cnf(s14900, plain, ~spl0_63 | ~spl0_265, inference(rat,[],[s7085,s11824])).
% 13.33/2.55 cnf(s14903, plain, ~spl0_187 | ~spl0_201, inference(rat,[],[s7069,s11816])).
% 13.33/2.55 cnf(s14933, plain, ~spl0_59 | ~spl0_154, inference(rat,[],[s7029,s11825])).
% 13.33/2.55 cnf(s14934, plain, ~spl0_59 | ~spl0_154, inference(rat,[],[s7028,s11816,s4,s5,s8])).
% 13.33/2.55 cnf(s14955, plain, ~spl0_61 | ~spl0_114 | spl0_215, inference(rat,[],[s7007,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s14968, plain, ~spl0_61 | ~spl0_114, inference(rat,[],[s6994,s11836,s2,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s14973, plain, ~spl0_61 | ~spl0_114, inference(rat,[],[s6989,s11825])).
% 13.33/2.55 cnf(s15006, plain, ~spl0_322 | ~spl0_246 | spl0_320 | spl0_316, inference(rat,[],[s6935,s11852,s11860,s11843,s11825,s11824])).
% 13.33/2.55 cnf(s15009, plain, spl0_238 | spl0_239, inference(rat,[],[s6931,s11855,s11826,s11811,s3])).
% 13.33/2.55 cnf(s15011, plain, ~spl0_238 | ~spl0_306, inference(rat,[],[s6928,s11816])).
% 13.33/2.55 cnf(s15017, plain, ~spl0_285 | spl0_279 | spl0_126 | spl0_244, inference(rat,[],[s6916,s11838,s11822])).
% 13.33/2.55 cnf(s15020, plain, ~spl0_264 | spl0_122 | spl0_123, inference(rat,[],[s6910,s11826,s11816,s11830])).
% 13.33/2.55 cnf(s15024, plain, ~spl0_258 | ~spl0_326, inference(rat,[],[s6897,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15035, plain, ~spl0_258 | ~spl0_326, inference(rat,[],[s6886,s11817])).
% 13.33/2.55 cnf(s15036, plain, ~spl0_258 | ~spl0_326, inference(rat,[],[s6885,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s15038, plain, ~spl0_258 | ~spl0_326, inference(rat,[],[s6883,s1,s11812,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s15039, plain, ~spl0_247 | ~spl0_304, inference(rat,[],[s6882,s11823])).
% 13.33/2.55 cnf(s15040, plain, ~spl0_323 | ~spl0_329, inference(rat,[],[s6881,s11822])).
% 13.33/2.55 cnf(s15043, plain, ~spl0_224 | ~spl0_300, inference(rat,[],[s6878,s11817])).
% 13.33/2.55 cnf(s15050, plain, ~spl0_314 | ~spl0_327, inference(rat,[],[s6871,s11824])).
% 13.33/2.55 cnf(s15051, plain, ~spl0_314 | ~spl0_327, inference(rat,[],[s6870,s1,s11806,s5])).
% 13.33/2.55 cnf(s15151, plain, ~spl0_265 | ~spl0_281, inference(rat,[],[s6764,s11814,s1,s3,s8,s5,s4])).
% 13.33/2.55 cnf(s15155, plain, ~spl0_265 | ~spl0_281, inference(rat,[],[s6760,s11823])).
% 13.33/2.55 cnf(s15187, plain, ~spl0_68 | ~spl0_266, inference(rat,[],[s6701,s11824])).
% 13.33/2.55 cnf(s15256, plain, ~spl0_62 | ~spl0_97, inference(rat,[],[s6632,s11824])).
% 13.33/2.55 cnf(s15258, plain, ~spl0_62 | ~spl0_97, inference(rat,[],[s6630,s1,s11806,s5])).
% 13.33/2.55 cnf(s15259, plain, ~spl0_62 | ~spl0_96, inference(rat,[],[s6629,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15269, plain, ~spl0_62 | ~spl0_96, inference(rat,[],[s6619,s11822])).
% 13.33/2.55 cnf(s15272, plain, ~spl0_62 | ~spl0_96, inference(rat,[],[s6616,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s15281, plain, ~spl0_117 | ~spl0_256, inference(rat,[],[s6599,s11816])).
% 13.33/2.55 cnf(s15283, plain, ~spl0_117 | ~spl0_256, inference(rat,[],[s6597,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s15336, plain, ~spl0_277 | ~spl0_278, inference(rat,[],[s6544,s11814,s1,s3,s8,s5,s4])).
% 13.33/2.55 cnf(s15351, plain, ~spl0_90 | ~spl0_256, inference(rat,[],[s6529,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15357, plain, ~spl0_90 | ~spl0_256, inference(rat,[],[s6523,s11817])).
% 13.33/2.55 cnf(s15371, plain, ~spl0_322 | ~spl0_337, inference(rat,[],[s6509,s11824])).
% 13.33/2.55 cnf(s15372, plain, ~spl0_322 | ~spl0_337, inference(rat,[],[s6508,s1,s11806,s5])).
% 13.33/2.55 cnf(s15373, plain, ~spl0_288 | ~spl0_327, inference(rat,[],[s6507,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15393, plain, ~spl0_288 | ~spl0_327, inference(rat,[],[s6487,s11817])).
% 13.33/2.55 cnf(s15408, plain, ~spl0_288 | ~spl0_314, inference(rat,[],[s6472,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15426, plain, ~spl0_288 | ~spl0_314, inference(rat,[],[s6454,s11822])).
% 13.33/2.55 cnf(s15429, plain, ~spl0_288 | ~spl0_314, inference(rat,[],[s6451,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s15493, plain, ~spl0_69 | ~spl0_150, inference(rat,[],[s6387,s11824])).
% 13.33/2.55 cnf(s15495, plain, ~spl0_91 | ~spl0_93, inference(rat,[],[s6385,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15502, plain, ~spl0_91 | ~spl0_93, inference(rat,[],[s6375,s11817])).
% 13.33/2.55 cnf(s15526, plain, ~spl0_69 | ~spl0_148, inference(rat,[],[s6348,s11823])).
% 13.33/2.55 cnf(s15527, plain, ~spl0_125 | ~spl0_127, inference(rat,[],[s6347,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15531, plain, ~spl0_125 | ~spl0_127, inference(rat,[],[s6341,s11817])).
% 13.33/2.55 cnf(s15534, plain, ~spl0_125 | ~spl0_127, inference(rat,[],[s6337,s11827,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s15537, plain, ~spl0_227 | ~spl0_256, inference(rat,[],[s6334,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15552, plain, ~spl0_227 | ~spl0_256, inference(rat,[],[s6319,s11822])).
% 13.33/2.55 cnf(s15570, plain, ~spl0_92 | spl0_250 | spl0_156, inference(rat,[],[s6287,s11857,s11824])).
% 13.33/2.55 cnf(s15598, plain, ~spl0_136 | ~spl0_264, inference(rat,[],[s6255,s11817])).
% 13.33/2.55 cnf(s15634, plain, ~spl0_63 | spl0_339, inference(rat,[],[s6219,s8])).
% 13.33/2.55 cnf(s15671, plain, spl0_93 | ~spl0_166, inference(rat,[],[s6177,s5])).
% 13.33/2.55 cnf(s15707, plain, ~spl0_95 | ~spl0_96, inference(rat,[],[s6141,s11816])).
% 13.33/2.55 cnf(s15717, plain, spl0_96 | ~spl0_102, inference(rat,[],[s6131,s8])).
% 13.33/2.55 cnf(s15718, plain, ~spl0_63 | ~spl0_281, inference(rat,[],[s6130,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s15767, plain, spl0_61 | spl0_63 | spl0_222 | ~spl0_95, inference(rat,[],[s6081,s11824,s11823,s1,s11797,s7,s8])).
% 13.33/2.55 cnf(s15772, plain, ~spl0_262 | spl0_102 | spl0_104 | spl0_281, inference(rat,[],[s6076,s11808,s11822,s1])).
% 13.33/2.55 cnf(s15778, plain, ~spl0_243 | spl0_151 | spl0_338 | spl0_150, inference(rat,[],[s6070,s11824,s1,s11807])).
% 13.33/2.55 cnf(s15780, plain, spl0_219 | spl0_59 | spl0_58, inference(rat,[],[s6068,s11824,s1,s11797,s4,s7,s5])).
% 13.33/2.55 cnf(s15832, plain, ~spl0_62 | ~spl0_95, inference(rat,[],[s6015,s11814,s1,s3,s8,s5,s4])).
% 13.33/2.55 cnf(s15878, plain, ~spl0_62 | ~spl0_95, inference(rat,[],[s5969,s11823])).
% 13.33/2.55 cnf(s15888, plain, ~spl0_243 | spl0_151 | spl0_150 | ~spl0_222, inference(rat,[],[s5954,s11824,s11816,s11807,s1])).
% 13.33/2.55 cnf(s15890, plain, spl0_148 | spl0_151 | ~spl0_222 | spl0_150, inference(rat,[],[s5952,s11816,s11807,s1])).
% 13.33/2.55 cnf(s15891, plain, spl0_125 | ~spl0_150, inference(rat,[],[s5951,s1])).
% 13.33/2.55 cnf(s15895, plain, ~spl0_136 | spl0_273 | spl0_95 | spl0_241, inference(rat,[],[s5947,s11833,s11824])).
% 13.33/2.55 cnf(s15936, plain, ~spl0_95 | ~spl0_97, inference(rat,[],[s5904,s11825])).
% 13.33/2.55 cnf(s15944, plain, ~spl0_95 | ~spl0_97, inference(rat,[],[s5896,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s15949, plain, spl0_242 | ~spl0_273, inference(rat,[],[s5887,s8])).
% 13.33/2.55 cnf(s15961, plain, spl0_297 | ~spl0_314 | spl0_298 | spl0_245, inference(rat,[],[s5865,s11823,s11839,s1])).
% 13.33/2.55 cnf(s15985, plain, ~spl0_66 | ~spl0_125, inference(rat,[],[s5803,s11822])).
% 13.33/2.55 cnf(s15991, plain, ~spl0_66 | ~spl0_126, inference(rat,[],[s5796,s11823])).
% 13.33/2.55 cnf(s16035, plain, ~spl0_323 | ~spl0_328, inference(rat,[],[s5752,s11816])).
% 13.33/2.55 cnf(s16038, plain, ~spl0_306 | ~spl0_307, inference(rat,[],[s5749,s11814,s1,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s16054, plain, ~spl0_306 | ~spl0_307, inference(rat,[],[s5733,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16057, plain, spl0_306 | ~spl0_320, inference(rat,[],[s5726,s11826])).
% 13.33/2.55 cnf(s16058, plain, ~spl0_308 | ~spl0_337, inference(rat,[],[s5725,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s16067, plain, ~spl0_308 | ~spl0_337, inference(rat,[],[s5716,s11817])).
% 13.33/2.55 cnf(s16073, plain, ~spl0_332 | ~spl0_333, inference(rat,[],[s5708,s1,s11814,s3,s8,s7,s5,s4])).
% 13.33/2.55 cnf(s16087, plain, ~spl0_332 | ~spl0_333, inference(rat,[],[s5694,s11822])).
% 13.33/2.55 cnf(s16090, plain, ~spl0_332 | ~spl0_333, inference(rat,[],[s5691,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16094, plain, ~spl0_331 | ~spl0_333, inference(rat,[],[s5687,s11816])).
% 13.33/2.55 cnf(s16098, plain, ~spl0_331 | ~spl0_332, inference(rat,[],[s5676,s11823])).
% 13.33/2.55 cnf(s16194, plain, spl0_332 | spl0_327 | spl0_328 | ~spl0_247, inference(rat,[],[s5578,s11826,s11824,s11822,s1,s11797,s7])).
% 13.33/2.55 cnf(s16223, plain, spl0_250 | spl0_166 | spl0_156, inference(rat,[],[s5549,s11860,s11800])).
% 13.33/2.55 cnf(s16276, plain, spl0_320 | ~spl0_239 | spl0_321 | spl0_331, inference(rat,[],[s5494,s11824,s11844])).
% 13.33/2.55 cnf(s16361, plain, ~spl0_244 | ~spl0_279, inference(rat,[],[s5398,s11817])).
% 13.33/2.55 cnf(s16428, plain, spl0_279 | ~spl0_278 | spl0_244 | spl0_126, inference(rat,[],[s5234,s11838,s11823])).
% 13.33/2.55 cnf(s16441, plain, spl0_330 | spl0_329 | spl0_201 | spl0_300, inference(rat,[],[s5218,s11851,s11826])).
% 13.33/2.55 cnf(s16443, plain, ~spl0_70 | ~spl0_216, inference(rat,[],[s5206,s11823])).
% 13.33/2.55 cnf(s16460, plain, ~spl0_40 | ~spl0_163, inference(rat,[],[s5189,s11847,s2,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16461, plain, ~spl0_40 | ~spl0_163, inference(rat,[],[s5188,s11825])).
% 13.33/2.55 cnf(s16462, plain, ~spl0_40 | ~spl0_163, inference(rat,[],[s5187,s11816,s4,s5,s8])).
% 13.33/2.55 cnf(s16515, plain, ~spl0_126 | ~spl0_127, inference(rat,[],[s5134,s11835,s2,s4,s8,s5])).
% 13.33/2.55 cnf(s16523, plain, ~spl0_126 | ~spl0_127, inference(rat,[],[s5126,s11847,s2,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16524, plain, ~spl0_126 | ~spl0_127, inference(rat,[],[s5125,s11825])).
% 13.33/2.55 cnf(s16538, plain, ~spl0_61 | ~spl0_111, inference(rat,[],[s5111,s11816])).
% 13.33/2.55 cnf(s16540, plain, ~spl0_61 | ~spl0_111, inference(rat,[],[s5109,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s16566, plain, ~spl0_79 | ~spl0_80, inference(rat,[],[s5083,s11835,s2])).
% 13.33/2.55 cnf(s16595, plain, ~spl0_79 | ~spl0_80, inference(rat,[],[s5054,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16600, plain, ~spl0_328 | ~spl0_329, inference(rat,[],[s5049,s11823])).
% 13.33/2.55 cnf(s16601, plain, ~spl0_309 | spl0_329 | spl0_300 | spl0_201, inference(rat,[],[s5048,s11851,s11826,s11816])).
% 13.33/2.55 cnf(s16603, plain, spl0_289 | ~spl0_301 | spl0_290, inference(rat,[],[s5044,s11858,s11824,s11823,s11845,s11822,s11811])).
% 13.33/2.55 cnf(s16618, plain, ~spl0_246 | spl0_327 | spl0_328 | ~spl0_247, inference(rat,[],[s5012,s11826,s11824,s11822,s1,s11797,s7])).
% 13.33/2.55 cnf(s16625, plain, ~spl0_324 | ~spl0_327, inference(rat,[],[s5005,s11848,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16644, plain, ~spl0_324 | ~spl0_327, inference(rat,[],[s4986,s11825])).
% 13.33/2.55 cnf(s16652, plain, ~spl0_324 | ~spl0_327, inference(rat,[],[s4978,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16658, plain, spl0_297 | spl0_324 | ~spl0_308 | spl0_245, inference(rat,[],[s4964,s11822,s11839,s1])).
% 13.33/2.55 cnf(s16663, plain, ~spl0_246 | ~spl0_297, inference(rat,[],[s4954,s11817])).
% 13.33/2.55 cnf(s16675, plain, ~spl0_308 | ~spl0_322, inference(rat,[],[s4942,s11822])).
% 13.33/2.55 cnf(s16686, plain, ~spl0_239 | spl0_316, inference(rat,[],[s4930,s11852,s11826,s11843,s11825])).
% 13.33/2.55 cnf(s16688, plain, ~spl0_239 | spl0_316, inference(rat,[],[s4928,s11852,s11826,s11843,s11825])).
% 13.33/2.55 cnf(s16689, plain, ~spl0_295 | spl0_314, inference(rat,[],[s4927,s7])).
% 13.33/2.55 cnf(s16692, plain, ~spl0_300 | spl0_289 | spl0_290, inference(rat,[],[s4923,s11858,s11824,s5])).
% 13.33/2.55 cnf(s16693, plain, ~spl0_300 | spl0_294 | spl0_293 | spl0_245 | spl0_298 | spl0_297, inference(rat,[],[s4922,s11839,s11846,s11834,s11825])).
% 13.33/2.55 cnf(s16695, plain, ~spl0_300 | spl0_294 | spl0_293 | spl0_295, inference(rat,[],[s4920,s11834,s11825,s8])).
% 13.33/2.55 cnf(s16703, plain, spl0_144 | spl0_143 | spl0_72 | spl0_146, inference(rat,[],[s4896,s11837,s8])).
% 13.33/2.55 cnf(s16704, plain, ~spl0_242 | ~spl0_262, inference(rat,[],[s4880,s11849,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s16719, plain, ~spl0_219 | spl0_146 | spl0_36 | spl0_143, inference(rat,[],[s4864,s11837,s11850,s11845,s11822,s11813,s7])).
% 13.33/2.55 cnf(s16747, plain, spl0_143 | spl0_146 | spl0_36 | spl0_72, inference(rat,[],[s4834,s11837,s11845,s11850,s11813])).
% 13.33/2.55 cnf(s16791, plain, ~spl0_222 | spl0_115 | spl0_118 | spl0_117, inference(rat,[],[s4780,s11822,s11836,s7,s8])).
% 13.33/2.55 cnf(s17368, plain, ~spl0_250 | spl0_262, inference(rat,[],[s3940,s5])).
% 13.33/2.55 cnf(s17408, plain, ~spl0_40 | ~spl0_89, inference(rat,[],[s3893,s11835,s2])).
% 13.33/2.55 cnf(s17425, plain, ~spl0_37 | ~spl0_40 | ~spl0_89, inference(rat,[],[s3876,s11847,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s17508, plain, ~spl0_43 | ~spl0_289, inference(rat,[],[s3671,s11817])).
% 13.33/2.55 cnf(s17539, plain, spl0_236 | spl0_279 | spl0_126 | spl0_244, inference(rat,[],[s3625,s11838])).
% 13.33/2.55 cnf(s17570, plain, spl0_97 | spl0_96 | spl0_95 | ~spl0_64, inference(rat,[],[s3479,s11832,s11825,s1])).
% 13.33/2.55 cnf(s17584, plain, ~spl0_264 | spl0_273 | spl0_241 | spl0_95, inference(rat,[],[s3455,s11833,s11822])).
% 13.33/2.55 cnf(s17586, plain, ~spl0_241 | spl0_275, inference(rat,[],[s3450,s7])).
% 13.33/2.55 cnf(s17587, plain, spl0_189 | spl0_304 | ~spl0_238, inference(rat,[],[s3442,s11823,s11841,s1])).
% 13.33/2.55 cnf(s17589, plain, spl0_235 | spl0_142 | spl0_141, inference(rat,[],[s3437,s11840])).
% 13.33/2.55 cnf(s17620, plain, spl0_294 | spl0_297 | spl0_298 | spl0_245 | spl0_293 | ~spl0_224, inference(rat,[],[s3399,s11839,s11834,s11846,s11816])).
% 13.33/2.55 cnf(s17621, plain, spl0_294 | spl0_295 | spl0_293 | ~spl0_224, inference(rat,[],[s3398,s11834,s11816,s8])).
% 13.33/2.55 cnf(s17622, plain, ~spl0_224 | spl0_289 | spl0_290, inference(rat,[],[s3397,s11858,s11822,s5])).
% 13.33/2.55 cnf(s17625, plain, spl0_294 | spl0_297 | spl0_298 | spl0_245 | spl0_293 | ~spl0_224, inference(rat,[],[s3394,s11839,s11834,s11846,s11816])).
% 13.33/2.55 cnf(s18151, plain, ~spl0_89 | ~spl0_163, inference(rat,[],[s2355,s11816])).
% 13.33/2.55 cnf(s18166, plain, spl0_33 | ~spl0_202, inference(rat,[],[s2315,s11824,s11845,s11823,s11801,s11822,s11811])).
% 13.33/2.55 cnf(s18219, plain, spl0_187 | ~spl0_202, inference(rat,[],[s2150,s8])).
% 13.33/2.55 cnf(s18254, plain, ~spl0_231 | ~spl0_262, inference(rat,[],[s2078,s11816])).
% 13.33/2.55 cnf(s18437, plain, ~spl0_66 | ~spl0_127, inference(rat,[],[s1844,s11824])).
% 13.33/2.55 cnf(s18528, plain, ~spl0_67 | ~spl0_79, inference(rat,[],[s1753,s11835,s2,s4,s8,s5])).
% 13.33/2.55 cnf(s18534, plain, ~spl0_67 | ~spl0_79, inference(rat,[],[s1747,s11825])).
% 13.33/2.55 cnf(s18569, plain, ~spl0_63 | ~spl0_219, inference(rat,[],[s1695,s11817])).
% 13.33/2.55 cnf(s18579, plain, ~spl0_63 | ~spl0_219, inference(rat,[],[s1685,s11827,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s18582, plain, ~spl0_63 | ~spl0_219, inference(rat,[],[s1682,s1,s11805,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s18623, plain, ~spl0_144 | spl0_217, inference(rat,[],[s1612,s8])).
% 13.33/2.55 cnf(s18626, plain, ~spl0_140 | spl0_285, inference(rat,[],[s1609,s1])).
% 13.33/2.55 cnf(s18641, plain, spl0_36 | ~spl0_217, inference(rat,[],[s1562,s11850,s11845,s11824,s11823,s11822,s11813,s11811])).
% 13.33/2.55 cnf(s18647, plain, ~spl0_219 | ~spl0_281, inference(rat,[],[s1545,s11816])).
% 13.33/2.55 cnf(s18654, plain, ~spl0_235 | spl0_278, inference(rat,[],[s1538,s11826])).
% 13.33/2.55 cnf(s18657, plain, ~spl0_236 | spl0_142 | spl0_141 | spl0_244 | spl0_126, inference(rat,[],[s1534,s11818,s11856,s11816,s11805])).
% 13.33/2.55 cnf(s18721, plain, ~spl0_222 | ~spl0_266, inference(rat,[],[s1463,s11822])).
% 13.33/2.55 cnf(s18722, plain, ~spl0_222 | ~spl0_266, inference(rat,[],[s1462,s1,s11797,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s18727, plain, ~spl0_70 | spl0_266, inference(rat,[],[s1457,s7])).
% 13.33/2.55 cnf(s18744, plain, ~spl0_248 | spl0_143 | spl0_146 | spl0_72, inference(rat,[],[s1431,s11837,s11823,s8])).
% 13.33/2.55 cnf(s18758, plain, ~spl0_219 | ~spl0_265, inference(rat,[],[s1409,s11822])).
% 13.33/2.55 cnf(s18764, plain, ~spl0_72 | spl0_265, inference(rat,[],[s1403,s7])).
% 13.33/2.55 cnf(s18772, plain, ~spl0_104 | spl0_158, inference(rat,[],[s1380,s5])).
% 13.33/2.55 cnf(s18826, plain, ~spl0_248 | ~spl0_254, inference(rat,[],[s1223,s11822])).
% 13.33/2.55 cnf(s18827, plain, ~spl0_248 | ~spl0_254, inference(rat,[],[s1222,s1,s11797,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s18829, plain, ~spl0_248 | ~spl0_254, inference(rat,[],[s1220,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s18832, plain, spl0_36 | spl0_168, inference(rat,[],[s1217,s11850,s11813])).
% 13.33/2.55 cnf(s18877, plain, spl0_201 | spl0_202 | spl0_194, inference(rat,[],[s1163,s11851])).
% 13.33/2.55 cnf(s18892, plain, spl0_97 | ~spl0_151, inference(rat,[],[s1145,s7])).
% 13.33/2.55 cnf(s18906, plain, ~spl0_79 | ~spl0_214, inference(rat,[],[s1107,s11824])).
% 13.33/2.55 cnf(s18907, plain, ~spl0_80 | ~spl0_214, inference(rat,[],[s1106,s11822])).
% 13.33/2.55 cnf(s18908, plain, ~spl0_33 | ~spl0_194, inference(rat,[],[s1105,s11816])).
% 13.33/2.55 cnf(s18930, plain, ~spl0_84 | ~spl0_171, inference(rat,[],[s1082,s11816])).
% 13.33/2.55 cnf(s18932, plain, ~spl0_84 | ~spl0_171, inference(rat,[],[s1080,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s18937, plain, spl0_91 | ~spl0_123, inference(rat,[],[s1071,s8])).
% 13.33/2.55 cnf(s18938, plain, ~spl0_91 | ~spl0_230, inference(rat,[],[s1070,s11824])).
% 13.33/2.55 cnf(s18943, plain, ~spl0_120 | spl0_264, inference(rat,[],[s1065,s8])).
% 13.33/2.55 cnf(s18952, plain, ~spl0_61 | ~spl0_215, inference(rat,[],[s1005,s11823])).
% 13.33/2.55 cnf(s18958, plain, ~spl0_59 | ~spl0_218, inference(rat,[],[s999,s1,s11799,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s18959, plain, ~spl0_59 | ~spl0_218, inference(rat,[],[s998,s11823])).
% 13.33/2.55 cnf(s18988, plain, ~spl0_37 | ~spl0_174, inference(rat,[],[s963,s11825])).
% 13.33/2.55 cnf(s19010, plain, ~spl0_35 | ~spl0_171, inference(rat,[],[s941,s11825])).
% 13.33/2.55 cnf(s19024, plain, ~spl0_58 | ~spl0_158, inference(rat,[],[s927,s11824])).
% 13.33/2.55 cnf(s19028, plain, ~spl0_134 | ~spl0_137, inference(rat,[],[s923,s11817])).
% 13.33/2.55 cnf(s19030, plain, ~spl0_35 | ~spl0_84, inference(rat,[],[s920,s11817])).
% 13.33/2.55 cnf(s19033, plain, ~spl0_67 | ~spl0_80, inference(rat,[],[s917,s11816])).
% 13.33/2.55 cnf(s19035, plain, ~spl0_67 | ~spl0_80, inference(rat,[],[s915,s11823,s4,s5,s8,s7])).
% 13.33/2.55 cnf(s19039, plain, ~spl0_58 | ~spl0_156, inference(rat,[],[s828,s11819,s1,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s19053, plain, ~spl0_58 | ~spl0_156, inference(rat,[],[s814,s11823])).
% 13.33/2.55 cnf(s19058, plain, ~spl0_58 | ~spl0_156, inference(rat,[],[s809,s11829,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s19070, plain, ~spl0_92 | spl0_166, inference(rat,[],[s793,s11800,s11826,s11825])).
% 13.33/2.55 cnf(s19071, plain, ~spl0_92 | spl0_166, inference(rat,[],[s792,s11800,s11826,s11825])).
% 13.33/2.55 cnf(s19074, plain, spl0_33 | spl0_194, inference(rat,[],[s787,s11801])).
% 13.33/2.55 cnf(s19079, plain, ~spl0_185 | spl0_259, inference(rat,[],[s782,s11826])).
% 13.33/2.55 cnf(s19080, plain, spl0_137 | ~spl0_142, inference(rat,[],[s777,s1])).
% 13.33/2.55 cnf(s19083, plain, ~spl0_122 | spl0_134, inference(rat,[],[s772,s7])).
% 13.33/2.55 cnf(s19086, plain, ~spl0_108 | spl0_256, inference(rat,[],[s769,s7])).
% 13.33/2.55 cnf(s19089, plain, ~spl0_36 | spl0_84, inference(rat,[],[s762,s8])).
% 13.33/2.55 cnf(s19104, plain, ~spl0_106 | spl0_254, inference(rat,[],[s745,s5])).
% 13.33/2.55 cnf(s19107, plain, spl0_148 | spl0_151 | spl0_118 | ~spl0_90 | spl0_150 | spl0_115, inference(rat,[],[s714,s11807,s11836,s11846,s11825])).
% 13.33/2.55 cnf(s19108, plain, spl0_115 | ~spl0_90 | spl0_118 | spl0_70, inference(rat,[],[s713,s11836,s11825,s8])).
% 13.33/2.55 cnf(s19110, plain, spl0_115 | ~spl0_90 | spl0_118 | spl0_70, inference(rat,[],[s711,s11836,s11825,s8])).
% 13.33/2.55 cnf(s19116, plain, spl0_36 | ~spl0_85, inference(rat,[],[s704,s11850,s11824,s11813,s5])).
% 13.33/2.55 cnf(s19117, plain, spl0_36 | ~spl0_85, inference(rat,[],[s703,s11850,s11824,s11813,s5])).
% 13.33/2.55 cnf(s19118, plain, ~spl0_37 | spl0_89, inference(rat,[],[s698,s1])).
% 13.33/2.55 cnf(s19119, plain, ~spl0_33 | spl0_43, inference(rat,[],[s697,s11826])).
% 13.33/2.55 cnf(s19130, plain, spl0_35 | ~spl0_107, inference(rat,[],[s684,s7])).
% 13.33/2.55 cnf(s19131, plain, spl0_80 | ~spl0_115, inference(rat,[],[s683,s1])).
% 13.33/2.55 cnf(s19133, plain, spl0_114 | ~spl0_118, inference(rat,[],[s677,s7])).
% 13.33/2.55 cnf(s19141, plain, spl0_174 | spl0_37 | spl0_107, inference(rat,[],[s667,s11847])).
% 13.33/2.55 cnf(s19152, plain, ~spl0_111 | ~spl0_215, inference(rat,[],[s654,s11822])).
% 13.33/2.55 cnf(s19167, plain, spl0_111 | ~spl0_146, inference(rat,[],[s639,s8])).
% 13.33/2.55 cnf(s19168, plain, ~spl0_154 | ~spl0_218, inference(rat,[],[s638,s11824])).
% 13.33/2.55 cnf(s19169, plain, ~spl0_143 | spl0_154, inference(rat,[],[s637,s5])).
% 13.33/2.55 cnf(s19170, plain, ~spl0_114 | ~spl0_146, inference(rat,[],[s632,s11817,s8])).
% 13.33/2.55 cnf(s19172, plain, ~spl0_248 | spl0_143 | spl0_146 | spl0_72, inference(rat,[],[s630,s11837,s11823,s8])).
% 13.33/2.55 cnf(s19175, plain, ~spl0_168 | spl0_248, inference(rat,[],[s627,s5])).
% 13.33/2.55 cnf(s19179, plain, ~spl0_77 | spl0_247, inference(rat,[],[s623,s7])).
% 13.33/2.55 cnf(s19180, plain, ~spl0_189 | spl0_246, inference(rat,[],[s622,s11826])).
% 13.33/2.55 cnf(s19223, plain, ~spl0_233 | ~spl0_243, inference(rat,[],[s572,s11825])).
% 13.33/2.55 cnf(s19237, plain, ~spl0_231 | ~spl0_242, inference(rat,[],[s558,s11848,s1,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s19241, plain, ~spl0_231 | ~spl0_242, inference(rat,[],[s554,s1,s11798,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s19264, plain, spl0_238 | spl0_239, inference(rat,[],[s531,s11855,s11826,s11811,s3])).
% 13.33/2.55 cnf(s19275, plain, ~spl0_174 | spl0_227, inference(rat,[],[s514,s5])).
% 13.33/2.55 cnf(s19308, plain, ~spl0_67 | ~spl0_214, inference(rat,[],[s395,s11823])).
% 13.33/2.55 cnf(s19310, plain, ~spl0_68 | ~spl0_222, inference(rat,[],[s393,s11817])).
% 13.33/2.55 cnf(s19314, plain, ~spl0_68 | ~spl0_222, inference(rat,[],[s389,s1,s11805,s4,s8,s7,s5])).
% 13.33/2.55 cnf(s19316, plain, ~spl0_114 | ~spl0_215, inference(rat,[],[s387,s11824])).
% 13.33/2.55 cnf(s19339, plain, spl0_106 | spl0_218, inference(rat,[],[s339,s11851,s2,s11806])).
% 13.33/2.55 cnf(s19342, plain, spl0_85 | spl0_108 | spl0_171 | spl0_215, inference(rat,[],[s336,s11851,s8])).
% 13.33/2.55 cnf(s19347, plain, ~spl0_194 | spl0_203, inference(rat,[],[s282,s5])).
% 13.33/2.55 cnf(s19348, plain, spl0_33 | ~spl0_201, inference(rat,[],[s280,s11822,s11801,s5])).
% 13.33/2.55 cnf(s19349, plain, spl0_185 | ~spl0_201 | spl0_77, inference(rat,[],[s279,s11816,s11831,s8])).
% 13.33/2.55 cnf(s19353, plain, ~spl0_77 | ~spl0_202, inference(rat,[],[s275,s1,s11799,s4,s8,s7,s6,s5])).
% 13.33/2.55 cnf(s19354, plain, ~spl0_77 | ~spl0_202, inference(rat,[],[s274,s11823])).
% 13.33/2.55 cnf(s19379, plain, ~spl0_281 | spl0_58 | spl0_146, inference(rat,[],[s14489,s19104,s16703,s19339,s19169,s18959,s14933,s15780,s18764,s18647,s15151])).
% 13.33/2.55 cnf(s19380, plain, spl0_58 | ~spl0_114 | ~spl0_37 | spl0_245 | spl0_150 | spl0_126 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s13609,s15259,s14850,s15717,s12157,s12147,s19379,s12159,s15351,s19086,s12158,s19170,s14955,s19316])).
% 13.33/2.55 cnf(s19381, plain, ~spl0_66 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s12121,s13609,s18892,s15259,s14789,s15717,s11914,s14900,s15155,s18764,s12142,s19342,s19086,s15357,s12154,s19053,s19380,s14955,s19170,s19316,s19133,s12156,s12144,s1118,s15891,s18437,s15991,s15985,s18166,s18930,s19089,s12116])).
% 13.33/2.55 cnf(s19382, plain, ~spl0_281 | spl0_58 | spl0_256 | spl0_171, inference(rat,[],[s19104,s14681,s19339,s14519,s18959,s19167,s15780,s19379,s18647])).
% 13.33/2.55 cnf(s19383, plain, ~spl0_222 | spl0_58 | spl0_37 | spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s15036,s774,s4972,s12050,s16686,s3618,s15009,s16058,s11999,s1118,s5712,s14218,s5015,s14561,s11980,s11996,s19033,s16566,s18907,s16461,s19131,s3862,s13033,s12120,s19314,s14850,s19347,s19074,s14659,s19133,s12158,s19086,s19382,s15552,s19275,s19141,s18930,s19089,s12116])).
% 13.33/2.55 cnf(s19384, plain, ~spl0_111 | spl0_141 | spl0_244 | spl0_245 | spl0_163 | spl0_222 | spl0_58 | ~spl0_227 | spl0_66 | spl0_95 | spl0_171 | ~spl0_203, inference(rat,[],[s12609,s15891,s1597,s14763,s19131,s11963,s11897,s11988,s15717,s18892,s15269,s15256,s12137,s18582,s19169,s15780,s19168,s18958,s19339,s19104,s14681,s14519,s16538,s14659,s19133,s12158,s19086,s19382,s15552])).
% 13.33/2.55 cnf(s19385, plain, spl0_62 | spl0_63 | spl0_222 | spl0_58 | spl0_256 | spl0_171, inference(rat,[],[s19104,s19339,s14681,s19168,s19342,s19169,s18952,s12137,s13609,s19086])).
% 13.33/2.55 cnf(s19386, plain, spl0_245 | spl0_58 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s11980,s19131,s12551,s12609,s12604,s15891,s1597,s14763,s11963,s11897,s15717,s18892,s15269,s15256,s19385,s12159,s19167,s19384,s774,s15024,s4972,s3618,s11978,s11991,s19347,s19074,s14659,s19133,s12158,s19086,s19382,s15552,s19275,s19141,s18930,s19089,s12116,s16461,s3862,s12131,s19383,s19381])).
% 13.33/2.55 cnf(s19387, plain, spl0_141 | ~spl0_62 | spl0_150 | spl0_126 | spl0_163 | spl0_281 | spl0_118 | ~spl0_227 | spl0_66 | spl0_95 | ~spl0_203, inference(rat,[],[s11996,s19131,s5712,s12551,s12609,s16067,s12604,s1597,s3618,s11963,s11897,s14659,s18892,s15256,s15717,s15269])).
% 13.33/2.55 cnf(s19388, plain, spl0_337 | spl0_316 | spl0_163 | spl0_118 | spl0_37 | spl0_66 | spl0_107 | spl0_202, inference(rat,[],[s11983,s5015,s14561,s16566,s18907,s19131,s14516,s15187,s11986,s14659,s19275,s19141])).
% 13.33/2.55 cnf(s19389, plain, spl0_338 | spl0_244 | spl0_102 | spl0_151 | spl0_150 | spl0_126 | spl0_281 | spl0_95, inference(rat,[],[s11904,s17586,s18937,s14660,s11898,s12604])).
% 13.33/2.55 cnf(s19390, plain, ~spl0_62 | spl0_58 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s11999,s14218,s5015,s14561,s19033,s16566,s18907,s19131,s14498,s12551,s19389,s3618,s16058,s19388,s15009,s16686,s4972,s15035,s774,s19387,s15717,s18892,s15269,s15256,s18166,s19347,s19074,s14659,s19133,s12158,s19086,s19382,s15552,s19275,s19141,s18930,s19089,s12116,s16461,s3862,s12131,s19383,s19381,s16515,s15891,s15527,s1118,s19386])).
% 13.33/2.55 cnf(s19391, plain, spl0_62 | spl0_58 | spl0_171 | spl0_256 | spl0_222, inference(rat,[],[s15780,s14934,s18569,s19169,s19385,s12137])).
% 13.33/2.55 cnf(s19392, plain, spl0_58 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s19391,s19390,s19383,s18930,s19089,s12116,s19381,s15552,s19275,s19141])).
% 13.33/2.55 cnf(s19393, plain, spl0_118 | ~spl0_222 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s16460,s12003,s3862,s19131,s11953,s13033,s19347,s19074,s19381,s14659,s19275,s19141,s19053,s19392,s19314])).
% 13.33/2.55 cnf(s19394, plain, ~spl0_80 | spl0_321 | spl0_68 | spl0_156 | spl0_90 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s16460,s3862,s12003,s12066,s19347,s19074])).
% 13.33/2.55 cnf(s19395, plain, spl0_290 | ~spl0_308 | spl0_281 | spl0_68 | spl0_338 | ~spl0_58 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s18892,s14789,s12604,s15717,s11968,s11979,s774,s15891,s15024,s15527,s4972,s1118,s11929,s12104,s19053,s16067])).
% 13.33/2.55 cnf(s19396, plain, ~spl0_308 | spl0_281 | ~spl0_222 | ~spl0_58 | spl0_90 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s11960,s14561,s5015,s19308,s18534,s14218,s11989,s1118,s15531,s15891,s15890,s18892,s14789,s1597,s15717,s11968,s11979,s774,s15024,s4972,s11986,s16461,s3862,s19395,s16067,s18166,s19347,s19074,s19053,s14850,s19314])).
% 13.33/2.55 cnf(s19397, plain, spl0_245 | spl0_316 | spl0_33 | spl0_66 | spl0_90 | spl0_68, inference(rat,[],[s3862,s16462,s12108,s12005])).
% 13.33/2.55 cnf(s19398, plain, spl0_126 | spl0_244 | spl0_281 | spl0_68 | spl0_338 | ~spl0_58 | spl0_90 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19397,s1118,s12063,s4972,s18892,s15035,s14789,s774,s15717,s11920,s11984,s19053])).
% 13.33/2.55 cnf(s19399, plain, ~spl0_222 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s18892,s14789,s12604,s15717,s11968,s11979,s774,s15024,s4972,s19397,s15891,s1118,s14763,s16524,s19398,s3618,s19396,s15155,s18764,s12142,s19342,s19170,s19316,s19133,s19393,s19314,s14850,s18930,s19089,s12116,s19381,s14659,s19086,s15552,s19275,s19141,s19053,s19392])).
% 13.33/2.55 cnf(s19400, plain, spl0_118 | spl0_245 | ~spl0_308 | spl0_37 | spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s16460,s3862,s11991,s11902,s19347,s19074])).
% 13.33/2.55 cnf(s19401, plain, spl0_245 | ~spl0_308 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s18764,s14900,s12142,s13609,s19342,s14968,s19170,s19316,s19133,s19400,s15259,s15717,s11979,s774,s15024,s4972,s11889,s18166,s18930,s19089,s12116,s19381,s19086,s15552,s19275,s19141,s19392,s19399])).
% 13.33/2.55 cnf(s19402, plain, spl0_141 | spl0_118 | spl0_150 | spl0_321 | spl0_281 | ~spl0_58 | ~spl0_227 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19394,s19131,s12551,s12609,s12604,s18892,s14789,s1597,s15717,s11968,s11979,s14659,s19053])).
% 13.33/2.55 cnf(s19403, plain, spl0_118 | ~spl0_308 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s19131,s16566,s14516,s5015,s15187,s12070,s11929,s3862,s16462,s19388,s4972,s15035,s774,s19402,s18166,s19381,s19275,s19141,s19392,s5712,s16067,s15891,s15527,s1118,s19401])).
% 13.33/2.55 cnf(s19404, plain, ~spl0_308 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s3862,s16462,s11934,s11986,s12551,s4972,s12604,s15035,s14674,s774,s17586,s11979,s11942,s15717,s18892,s15269,s15256,s13609,s14900,s18764,s12142,s19342,s14968,s19170,s19316,s19133,s19403,s15891,s15527,s1118,s19401,s16067,s18166,s18930,s19089,s12116,s19381,s14659,s19086,s15552,s19275,s19141,s19392,s19399])).
% 13.33/2.55 cnf(s19405, plain, spl0_141 | spl0_118 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s12003,s16461,s12551,s19131,s3862,s12604,s12609,s11954,s18892,s15891,s14789,s1597,s14763,s15717,s11968,s11920,s11979,s19347,s19074,s19381,s14659,s19275,s19141,s19053,s19392,s3618,s19404])).
% 13.33/2.55 cnf(s19406, plain, spl0_68 | spl0_118 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s3862,s16462,s11910,s18892,s12003,s11215,s14789,s19131,s15526,s15717,s14498,s14627,s11984,s19398,s16515,s1118,s19397,s19347,s19074,s19381,s14659,s19275,s19141,s19053,s19392,s3618,s19404,s4972,s15035,s774,s19405])).
% 13.33/2.55 cnf(s19407, plain, spl0_290 | spl0_118 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s15717,s11984,s14789,s16515,s18892,s1118,s11954,s11911,s19381,s19053,s19392,s3618,s19404,s4972,s15035,s774,s19405])).
% 13.33/2.55 cnf(s19408, plain, spl0_118 | spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s14791,s15717,s18892,s11984,s12063,s16515,s1118,s11978,s16461,s3862,s19407,s12590,s19406,s4972,s15035,s774,s19405,s19381,s19053,s19392,s3618,s19404])).
% 13.33/2.55 cnf(s19409, plain, spl0_281 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s19397,s12551,s4972,s12604,s15035,s14674,s15891,s1118,s774,s17586,s14763,s16524,s11979,s11942,s11984,s15717,s18892,s15269,s15256,s13609,s14900,s18764,s12142,s19342,s14968,s19170,s19316,s19133,s19408,s3618,s19404,s18930,s19089,s12116,s19381,s14659,s19086,s15552,s19275,s19141,s19392,s19399])).
% 13.33/2.55 cnf(s19410, plain, ~spl0_61 | spl0_72 | spl0_108 | spl0_171, inference(rat,[],[s12142,s19342,s19167,s18952,s16538])).
% 13.33/2.55 cnf(s19411, plain, spl0_245 | spl0_118 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s12003,s12551,s19131,s12604,s12609,s15891,s1597,s14763,s11968,s11920,s774,s15024,s4972,s3618,s11978,s19400,s19347,s19074,s19381,s14659,s18892,s15256,s13609,s19399,s16461,s3862,s11955,s19410,s18764,s15151,s19086,s15552,s19275,s19141,s18930,s19089,s12116,s15718,s19409,s19053,s19392])).
% 13.33/2.55 cnf(s19412, plain, spl0_338 | ~spl0_127 | spl0_163 | spl0_118 | spl0_151 | spl0_156 | spl0_37 | spl0_66 | spl0_95 | spl0_107 | spl0_202, inference(rat,[],[s4972,s15035,s19388,s774,s16067,s11968,s3618,s12604,s12063,s15891,s15527])).
% 13.33/2.55 cnf(s19413, plain, spl0_118 | spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s19131,s12003,s14498,s12551,s19412,s1118,s19411,s16461,s3862,s11955,s18166,s19347,s19074,s19381,s14659,s19053,s19392,s18892,s15256,s13609,s19410,s18764,s15151,s19086,s15552,s19275,s19141,s18930,s19089,s12116,s19399,s15718,s19409])).
% 13.33/2.55 cnf(s19414, plain, spl0_37 | spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s12142,s19342,s19170,s19316,s19133,s19413,s18764,s15151,s19409,s19086,s15552,s19275,s19141,s18930,s19089,s12116])).
% 13.33/2.55 cnf(s19415, plain, spl0_90 | spl0_62 | spl0_245 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_171 | spl0_33, inference(rat,[],[s19179,s13256,s16194,s19079,s16073,s16600,s12165,s5684,s16601,s14802,s3683,s15393,s14721,s17622,s15043,s14218,s14561,s4936,s18528,s18906,s15372,s5015,s5712,s12049,s12047,s15187,s14528,s15281,s19391,s12051,s774,s15024,s19131,s4972,s12152,s12101,s19348,s19347,s19074,s18151,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19416, plain, spl0_62 | spl0_245 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_171 | spl0_33, inference(rat,[],[s5015,s12083,s16566,s19131,s19108,s18727,s19314,s18721,s19391,s15357,s19415,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19417, plain, spl0_90 | spl0_102 | spl0_151 | spl0_245 | spl0_281 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19179,s13256,s16194,s19079,s16073,s16600,s12165,s5684,s16601,s14802,s3683,s15393,s14721,s17622,s15043,s14218,s14561,s4936,s18528,s18906,s15372,s5015,s5712,s12049,s12047,s12551,s12604,s11963,s774,s15891,s15024,s14763,s4972,s12147,s12101,s19348,s19347,s19074,s18151,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19418, plain, spl0_68 | ~spl0_90 | spl0_102 | spl0_151 | spl0_245 | spl0_281 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s5015,s12083,s16566,s19131,s19107,s15891,s1597,s14763,s11963,s11897,s774,s15024,s4972,s12108,s3618,s12110])).
% 13.33/2.55 cnf(s19419, plain, ~spl0_90 | spl0_102 | spl0_33 | spl0_151 | spl0_245 | spl0_281 | spl0_118 | spl0_290 | spl0_66 | spl0_95, inference(rat,[],[s11963,s12604,s774,s15891,s15024,s14763,s4972,s12148,s11899,s5015,s16566,s19131,s19108,s18727,s15187,s12590,s19418])).
% 13.33/2.55 cnf(s19420, plain, spl0_245 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s19419,s19417,s15717,s18892,s15269,s15256,s19416,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19421, plain, spl0_68 | spl0_90 | spl0_102 | spl0_126 | spl0_281 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s774,s15024,s11897,s4972,s3618,s16686,s16058,s15009,s5712,s12057,s12047])).
% 13.33/2.55 cnf(s19422, plain, spl0_90 | ~spl0_97 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s774,s15024,s11897,s4972,s3618,s16686,s16058,s15009,s5712,s12055,s12045,s5015,s14561,s16566,s18907,s19131,s14521,s15281,s19391,s18727,s19310,s15187,s19421,s18151,s3862,s17425,s19118,s16515,s1118,s19420,s15258,s15717,s14789])).
% 13.33/2.55 cnf(s19423, plain, ~spl0_97 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s15036,s774,s4972,s11897,s16686,s3618,s15009,s16058,s12085,s5712,s14218,s5015,s12066,s19033,s16566,s19131,s19108,s18727,s19314,s18721,s19391,s15357,s19422,s15717,s15258,s14789,s3862,s17425,s19118,s16515,s1118,s19420])).
% 13.33/2.55 cnf(s19424, plain, spl0_68 | spl0_90 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s4963,s15040,s17621,s16601,s16689,s3683,s15426,s17622,s15043,s14218,s5015,s14561,s19033,s16566,s18907,s19131,s12704,s15526,s15281,s14627,s19391,s12050,s12051,s774,s15024,s4972,s3618,s15259,s16686,s16058,s15717,s15009,s5712,s19421,s12057,s12047,s19348,s18151,s3862,s17425,s19118,s16515,s15891,s15527,s1118,s19420,s18892,s19423])).
% 13.33/2.55 cnf(s19425, plain, spl0_141 | ~spl0_282 | spl0_222 | spl0_266 | spl0_338 | spl0_90 | ~spl0_127 | spl0_281 | spl0_58 | spl0_118 | spl0_290 | spl0_163 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s12045,s5015,s14561,s16566,s18907,s19131,s14528,s15281,s5712,s19391,s16067,s15259,s3618,s15717,s12050,s11963])).
% 13.33/2.55 cnf(s19426, plain, spl0_90 | spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s12055,s5015,s14561,s16566,s18907,s19131,s14528,s15281,s19391,s15259,s15717,s19389,s3618,s16058,s15009,s12054,s16686,s4972,s15035,s774,s19425,s12604,s19310,s15187,s12590,s19424,s18151,s3862,s17425,s19118,s16515,s15891,s15527,s1118,s19420,s18892,s19423])).
% 13.33/2.55 cnf(s19427, plain, spl0_102 | spl0_141 | spl0_68 | ~spl0_90 | spl0_151 | spl0_150 | spl0_126 | spl0_281 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s12066,s5712,s19131,s16067,s19107,s3618,s1597,s11897,s11963])).
% 13.33/2.55 cnf(s19428, plain, spl0_141 | spl0_68 | ~spl0_90 | spl0_151 | ~spl0_127 | spl0_281 | spl0_58 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s12066,s5712,s19131,s16067,s19108,s3618,s18727,s12050,s18721,s14850,s19391,s15259,s15717,s19427,s16515,s15891,s15527,s15357])).
% 13.33/2.55 cnf(s19429, plain, ~spl0_80 | ~spl0_238 | spl0_68 | spl0_290 | spl0_66 | spl0_33, inference(rat,[],[s12085,s14218,s5015,s19033,s16566])).
% 13.33/2.55 cnf(s19430, plain, spl0_68 | ~spl0_90 | spl0_151 | ~spl0_127 | spl0_281 | spl0_58 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s15717,s15269,s19389,s19391,s14627,s18722,s15526,s18727,s19107,s19110,s19131,s19429,s3618,s16058,s15009,s11929,s16686,s4972,s15035,s774,s19428,s16515,s15891,s15527,s15357])).
% 13.33/2.55 cnf(s19431, plain, spl0_281 | spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s12070,s4972,s16067,s15035,s3618,s774,s5015,s19389,s11963,s16566,s15717,s19131,s15269,s19108,s19391,s18727,s12604,s19310,s15187,s12590,s19430,s15357,s19426,s18892,s19423,s15891,s15527,s16515,s1118,s19420,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19432, plain, ~spl0_222 | ~spl0_256 | spl0_118 | spl0_290 | spl0_163 | spl0_66 | spl0_201, inference(rat,[],[s4963,s15040,s17621,s16601,s16689,s3683,s15426,s17622,s15043,s14218,s5015,s14561,s19033,s16566,s18907,s19131,s16791,s19314,s15351,s15281])).
% 13.33/2.55 cnf(s19433, plain, ~spl0_80 | spl0_68 | spl0_90 | spl0_290 | spl0_163 | spl0_66 | spl0_201, inference(rat,[],[s4963,s15040,s17621,s16601,s16689,s3683,s15426,s17622,s15043,s14218,s5015,s14561,s19033,s16566,s18907])).
% 13.33/2.55 cnf(s19434, plain, spl0_245 | spl0_68 | spl0_90 | ~spl0_37 | spl0_66 | spl0_33, inference(rat,[],[s19179,s13256,s16194,s19079,s16073,s16600,s12165,s5684,s16601,s14802,s3683,s15393,s14721,s17622,s15043,s14218,s14561,s18528,s18906,s5015,s12049,s19348,s19347,s19074,s18151,s3862,s17425,s19118,s4936,s15372,s5712,s12047])).
% 13.33/2.55 cnf(s19435, plain, spl0_68 | spl0_151 | spl0_117 | spl0_90 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19071,s13352,s15671,s18938,s15502,s19241,s18937,s15949,s18943,s14766,s15895,s15598,s19083,s14768,s19028,s18626,s19080,s15017,s17586,s12267,s14832,s14686,s14660,s15778,s12604,s15891,s15527,s16515,s1118,s19434,s14627,s14495,s16443,s14521,s19131,s19433,s774,s15024,s4972,s3618,s16686,s16058,s15009,s5712,s12057,s12047,s19348,s18151,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19436, plain, spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s19071,s13352,s15671,s18938,s15502,s19241,s18937,s15949,s18943,s14766,s15895,s15598,s19083,s14768,s19028,s19080,s18657,s18626,s774,s17539,s15017,s17586,s15024,s14832,s14686,s14660,s3618,s4972,s15778,s12604,s16058,s16686,s15891,s5712,s15009,s15527,s16515,s12045,s12055,s1118,s5015,s14561,s12152,s16566,s18907,s19131,s14528,s15187,s12590,s19435,s18892,s15256,s13609,s19432,s16538,s15281,s15351,s19167,s19382,s19379,s15718,s19431,s19348,s18151,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19437, plain, spl0_102 | spl0_90 | spl0_281 | ~spl0_58 | ~spl0_37 | spl0_95 | spl0_33, inference(rat,[],[s11940,s16515,s3618,s18937,s1118,s16058,s15495,s12101,s12054,s15671,s4972,s16223,s15035,s17368,s774,s15772,s11979,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19439, plain, spl0_245 | spl0_151 | spl0_338 | spl0_90 | spl0_156 | ~spl0_37 | spl0_95 | spl0_33, inference(rat,[],[s11968,s12604,s774,s15891,s15024,s14763,s4972,s12154,s12101])).
% 13.33/2.55 cnf(s19440, plain, spl0_151 | spl0_338 | spl0_33 | spl0_90 | spl0_156 | ~spl0_37 | spl0_95, inference(rat,[],[s15038,s4972,s774,s12054,s11968,s16067,s12604,s3618,s15891,s12063,s15527,s1118,s19439])).
% 13.33/2.55 cnf(s19441, plain, spl0_90 | spl0_281 | ~spl0_58 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19440,s18892,s14789,s15717,s19437,s12590,s12060,s19053])).
% 13.33/2.55 cnf(s19442, plain, spl0_102 | spl0_68 | spl0_281 | ~spl0_58 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s11940,s3618,s16515,s18937,s16058,s1118,s15495,s11929,s12108,s15671,s4972,s16223,s15035,s17368,s774,s15772,s11979,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19443, plain, spl0_245 | spl0_151 | spl0_68 | ~spl0_90 | spl0_156 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s5015,s12083,s16566,s19131,s19107,s15891,s14763,s1597,s11920,s11968,s774,s15024,s4972,s3618,s12108,s12104])).
% 13.33/2.55 cnf(s19444, plain, spl0_141 | spl0_151 | spl0_68 | ~spl0_90 | spl0_156 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s12066,s5712,s19131,s16067,s19107,s3618,s1597,s11920,s11968,s16515,s15891,s15527,s1118,s19443])).
% 13.33/2.55 cnf(s19445, plain, spl0_151 | spl0_68 | spl0_33 | ~spl0_90 | spl0_156 | spl0_118 | spl0_290 | spl0_66 | spl0_95, inference(rat,[],[s15526,s14627,s19107,s12063,s19131,s3618,s19429,s16058,s15009,s11929,s16686,s4972,s15035,s774,s19444,s15891,s15527,s1118,s19443])).
% 13.33/2.55 cnf(s19446, plain, spl0_68 | ~spl0_90 | spl0_281 | ~spl0_58 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19445,s18892,s14789,s15717,s19442,s19053])).
% 13.33/2.55 cnf(s19447, plain, spl0_102 | spl0_293 | spl0_281 | ~spl0_58 | spl0_290 | spl0_95 | spl0_33, inference(rat,[],[s11940,s3618,s16515,s18937,s16058,s1118,s15495,s12070,s11899,s15671,s4972,s16223,s15035,s17368,s774,s15772,s11979,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19448, plain, ~spl0_125 | spl0_293 | spl0_156 | spl0_290 | spl0_95 | spl0_33, inference(rat,[],[s1118,s12155,s15531,s14763])).
% 13.33/2.55 cnf(s19449, plain, spl0_281 | ~spl0_58 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s3618,s12063,s16058,s1118,s12070,s11899,s4972,s15035,s774,s11968,s12604,s15891,s19448,s18892,s14789,s15717,s19447,s5015,s16566,s19131,s19108,s18727,s15187,s12590,s19446,s19441,s3862,s17425,s19118,s19053])).
% 13.33/2.55 cnf(s19450, plain, spl0_90 | spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s774,s15024,s11920,s4972,s3618,s16686,s16058,s15009,s5712,s16515,s12055,s12045,s1118,s5015,s14561,s12152,s16566,s18907,s19131,s14528,s15281,s19086,s19410,s13609,s15258,s18892,s19440,s19310,s15187,s12590,s12060,s18151,s3862,s17425,s19118,s19053,s15718,s18764,s15151,s19449,s19436])).
% 13.33/2.55 cnf(s19451, plain, spl0_68 | spl0_61 | ~spl0_90 | spl0_63 | spl0_156 | spl0_118 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s774,s15024,s11920,s16515,s4972,s3618,s1118,s16686,s16058,s12083,s15009,s5712,s5015,s19429,s12066,s16566,s19131,s19108,s18727,s18721,s13609,s15258,s18892,s19445])).
% 13.33/2.55 cnf(s19452, plain, spl0_61 | ~spl0_90 | spl0_33 | spl0_63 | spl0_156 | spl0_118 | spl0_290 | spl0_66 | spl0_95, inference(rat,[],[s3618,s12063,s16058,s1118,s12070,s11899,s4972,s15035,s774,s11968,s12604,s15891,s19448,s5015,s16566,s18892,s19131,s15256,s19108,s13609,s18727,s19310,s15187,s12590,s19451])).
% 13.33/2.55 cnf(s19453, plain, spl0_118 | ~spl0_37 | spl0_66 | spl0_95 | spl0_171 | spl0_33, inference(rat,[],[s19452,s19410,s19086,s15357,s19450,s18764,s15718,s15151,s19449,s19053,s19436,s3862,s17425,s19118])).
% 13.33/2.55 cnf(s19454, plain, spl0_68 | spl0_281 | spl0_63 | spl0_90 | spl0_61 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s13609,s12051,s15259,s774,s15717,s15024,s19421,s4972,s16515,s16686,s1118,s15009,s19434,s12057])).
% 13.33/2.55 cnf(s19455, plain, spl0_281 | spl0_63 | spl0_33 | spl0_90 | spl0_61 | ~spl0_37 | spl0_66 | spl0_95, inference(rat,[],[s4972,s15035,s12054,s774,s16067,s11963,s3618,s12604,s19389,s15891,s15527,s16515,s1118,s19417,s15717,s18892,s15269,s15256,s13609,s19310,s12590,s19454])).
% 13.33/2.55 cnf(s19456, plain, spl0_58 | spl0_90 | spl0_61 | spl0_146 | ~spl0_37 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s19455,s19379,s12159])).
% 13.33/2.55 cnf(s19457, plain, spl0_90 | spl0_61 | spl0_33 | spl0_146 | ~spl0_37 | spl0_66 | spl0_95, inference(rat,[],[s15258,s18892,s13609,s19440,s19310,s12590,s15718,s12060,s19441,s19053,s19456])).
% 13.33/2.55 cnf(s19458, plain, spl0_68 | spl0_63 | spl0_281 | ~spl0_58 | spl0_61 | spl0_290 | spl0_66 | spl0_95 | spl0_33, inference(rat,[],[s15891,s14763,s12604,s11920,s11968,s774,s15024,s4972,s12108,s1118,s12063,s3618,s19395,s14850,s13609,s18892,s15259,s14789,s15717,s19442,s19053])).
% 13.33/2.55 cnf(s19459, plain, spl0_63 | spl0_281 | spl0_33 | ~spl0_58 | spl0_61 | spl0_290 | spl0_66 | spl0_95, inference(rat,[],[s11984,s3618,s14763,s11934,s15891,s4972,s12604,s15035,s14674,s774,s17586,s11979,s11942,s15717,s18892,s15269,s15256,s13609,s19310,s12590,s19458])).
% 13.33/2.55 cnf(s19460, plain, spl0_95 | spl0_107 | spl0_33, inference(rat,[],[s19459,s14900,s15155,s18764,s12142,s19342,s12158,s19086,s15357,s19457,s14968,s19170,s19316,s19133,s19453,s3862,s17425,s19118,s19414,s19381,s18930,s19089,s12116])).
% 13.33/2.55 cnf(s19461, plain, spl0_58 | spl0_118 | spl0_37 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s16460,s3862,s11962,s12120,s19391,s19382,s18930,s19089,s12116,s15832,s19460,s15552,s19275,s19141])).
% 13.33/2.55 cnf(s19462, plain, spl0_141 | spl0_163 | spl0_281 | ~spl0_58 | spl0_118 | ~spl0_227 | ~spl0_66 | ~spl0_95 | ~spl0_203, inference(rat,[],[s19131,s12609,s11969,s1597,s3618,s14686,s12011,s12009,s15717,s15707,s18892,s15936,s15991,s15891,s15985,s1118,s18437,s14659,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19463, plain, spl0_281 | spl0_118 | spl0_37 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s12016,s14498,s3618,s19131,s11889,s11972,s4972,s15035,s774,s19462,s16461,s3862,s11926,s18943,s18937,s12720,s15495,s15671,s15570,s16223,s17368,s15772,s14778,s18166,s19347,s19074,s15717,s15707,s18892,s15936,s19460,s15991,s15891,s15985,s1118,s18437,s14659,s19275,s19141,s19053,s18772,s19024,s19461])).
% 13.33/2.55 cnf(s19464, plain, spl0_118 | spl0_37 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s17368,s11872,s16223,s19070,s15671,s18938,s15502,s18937,s19080,s11867,s17589,s774,s18654,s18626,s15024,s16428,s15017,s4972,s3618,s11972,s11969,s16461,s3862,s11956,s5015,s16566,s14832,s19131,s15888,s13033,s14850,s15767,s19410,s18764,s15718,s15151,s19463,s19053,s19461,s19347,s19074,s18930,s19089,s12116,s18892,s15936,s19460,s15991,s15891,s15985,s1118,s18437,s14659,s19086,s15552,s19275,s19141])).
% 13.33/2.55 cnf(s19465, plain, spl0_37 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s15038,s4972,s774,s11889,s12009,s3618,s14686,s12016,s12604,s14850,s15767,s14900,s15155,s18764,s18772,s12142,s19053,s19024,s19342,s12158,s14968,s19170,s19316,s19133,s19464,s19086,s15552,s19275,s19141,s18166,s18930,s19089,s12116,s15717,s15707,s18892,s15936,s19460,s15991,s15891,s15985,s1118,s18437])).
% 13.33/2.55 cnf(s19466, plain, spl0_58 | spl0_118 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s16540,s19167,s15767,s19379,s15718,s12157,s14627,s15526,s12704,s19131,s12152,s15281,s15351,s19391,s12146,s18930,s19089,s12116,s15832,s18892,s15936,s19460,s15991,s15891,s15985,s1118,s18437,s18151,s3862,s17425,s19118,s19465])).
% 13.33/2.55 cnf(s19467, plain, spl0_90 | spl0_281 | ~spl0_58 | ~spl0_37 | spl0_245 | spl0_126 | spl0_102 | spl0_33, inference(rat,[],[s774,s15024,s12011,s4972,s3618,s12101,s12033,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19468, plain, spl0_141 | ~spl0_90 | spl0_281 | ~spl0_58 | spl0_118 | spl0_290 | spl0_245 | spl0_150 | spl0_126 | ~spl0_95 | spl0_33, inference(rat,[],[s19131,s16566,s19107,s5015,s1597,s11888,s14686,s3618,s12009,s12011,s15717,s15707,s18892,s15936,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19469, plain, spl0_281 | ~spl0_58 | spl0_118 | ~spl0_37 | spl0_245 | spl0_150 | spl0_126 | ~spl0_95 | spl0_33, inference(rat,[],[s15526,s19107,s14627,s19131,s12016,s16566,s3618,s5015,s11889,s11899,s4972,s15035,s774,s19468,s19467,s18166,s15717,s15707,s18892,s15936,s3862,s17425,s19118,s19053,s18772,s19024])).
% 13.33/2.55 cnf(s19470, plain, spl0_338 | spl0_141 | spl0_244 | spl0_156 | ~spl0_66 | spl0_151, inference(rat,[],[s17368,s11872,s16223,s19070,s15671,s18626,s18938,s15502,s19080,s15017,s18937,s12267,s14832,s11867,s15778,s15991,s15891,s15985])).
% 13.33/2.55 cnf(s19471, plain, spl0_90 | spl0_118 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s19086,s15281,s19410,s12704,s15767,s15526,s14850,s14627,s19470,s774,s15024,s19131,s4972,s3618,s12152,s12101,s12033,s18930,s19089,s12116,s18892,s15936,s18151,s3862,s17425,s19118,s19053,s15718,s18764,s15151,s19469,s19466,s19465,s1118,s18437,s15891,s15985,s15991,s19460])).
% 13.33/2.55 cnf(s19472, plain, spl0_118 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s19131,s16566,s19108,s5015,s18727,s11956,s18721,s15767,s19410,s19086,s15357,s19471,s18764,s15718,s15151,s19469,s19053,s19466,s18930,s19089,s12116,s18892,s15936,s19460,s15991,s15891,s15985,s1118,s18437,s3862,s17425,s19118,s19465])).
% 13.33/2.55 cnf(s19473, plain, spl0_58 | ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s12157,s14850,s15351,s15767,s19086,s19379,s12159,s12158,s18930,s19089,s12116,s19460,s15991,s15891,s15985,s1118,s18437,s19465,s19170,s14968,s19133,s19472])).
% 13.33/2.55 cnf(s19474, plain, spl0_90 | ~spl0_58 | spl0_61 | ~spl0_37 | ~spl0_66 | ~spl0_95 | spl0_33, inference(rat,[],[s19470,s14850,s774,s15767,s15024,s15718,s4972,s3618,s19467,s12101,s12033,s15717,s15707,s18892,s15936,s15991,s1118,s18437,s19053])).
% 13.33/2.55 cnf(s19475, plain, ~spl0_66 | spl0_107 | spl0_33, inference(rat,[],[s15038,s4972,s774,s11889,s12009,s3618,s14686,s12016,s12604,s14850,s15767,s14900,s15155,s18764,s12142,s19342,s19086,s15357,s19474,s18772,s19053,s19024,s19473,s14968,s19170,s19316,s19133,s19472,s19465,s1118,s15891,s18437,s15991,s15985,s18166,s18930,s19089,s12116,s15717,s15707,s18892,s15936,s19460])).
% 13.33/2.55 cnf(s19476, plain, spl0_58 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s19391,s19383,s18930,s19089,s12116,s15832,s19460,s19475,s15552,s19275,s19141])).
% 13.33/2.55 cnf(s19477, plain, spl0_245 | spl0_281 | spl0_118 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s19131,s11980,s14498,s12551,s12105,s774,s15024,s4972,s11978,s16461,s3862,s11949,s3618,s19400,s19347,s19074,s18892,s15936,s19475,s14659,s19275,s19141,s18937,s15495,s18943,s12720,s15671,s16223,s15570,s17368,s15772,s19053,s14778,s18772,s19024,s19476,s15717,s15707,s19460])).
% 13.33/2.55 cnf(s19478, plain, spl0_141 | spl0_281 | spl0_118 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11996,s16461,s19131,s12551,s3862,s12609,s5712,s12604,s11903,s1597,s16067,s14686,s3618,s12009,s12011,s19347,s19074,s15717,s15707,s18892,s15936,s19460,s19475,s14659,s19275,s19141,s19053,s18772,s19024,s19476,s16515,s15891,s15527,s1118,s19477])).
% 13.33/2.55 cnf(s19479, plain, ~spl0_308 | spl0_281 | spl0_118 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11891,s18626,s14686,s11928,s11903,s3862,s16462,s16361,s19388,s5482,s16067,s18166,s18892,s15936,s19475,s18937,s15495,s18943,s12720,s15671,s16223,s15570,s17368,s15772,s19053,s14778,s18772,s19024,s19476,s15717,s15707,s19460,s4972,s15035,s774,s19478])).
% 13.33/2.55 cnf(s19480, plain, spl0_281 | spl0_118 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11999,s14218,s5015,s14561,s19033,s16566,s18907,s19131,s16461,s14498,s12551,s3862,s12016,s11949,s3618,s19479,s15009,s16686,s4972,s15035,s774,s19478,s15891,s15527,s16515,s1118,s19477,s18943,s18937,s12720,s15495,s15671,s15570,s16223,s17368,s15772,s14778,s19347,s19074,s15717,s15707,s18892,s15936,s19460,s19475,s14659,s19275,s19141,s19053,s18772,s19024,s19476])).
% 13.33/2.55 cnf(s19481, plain, spl0_245 | ~spl0_80 | spl0_68 | spl0_90 | spl0_66 | spl0_33, inference(rat,[],[s3862,s16462,s12083,s11980,s19347,s19074,s5015,s16566])).
% 13.33/2.55 cnf(s19482, plain, spl0_290 | spl0_233 | spl0_243 | spl0_150 | spl0_126 | ~spl0_80 | spl0_68 | spl0_338 | spl0_156 | spl0_66 | spl0_33, inference(rat,[],[s17368,s11872,s16223,s19070,s15671,s18938,s15502,s18937,s14766,s19083,s14768,s19028,s19080,s12267,s774,s18626,s15024,s15017,s4972,s3618,s16686,s16058,s15009,s5712,s19429,s12066,s14832])).
% 13.33/2.55 cnf(s19483, plain, spl0_118 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s17368,s11872,s16223,s19070,s15671,s18938,s15502,s18937,s14766,s19083,s14768,s19028,s19080,s12267,s774,s15024,s18626,s4972,s15017,s16686,s3618,s15009,s16058,s11999,s5712,s14561,s11996,s16461,s3862,s19482,s14686,s14832,s12604,s15888,s15891,s15527,s16515,s1118,s19481,s14218,s5015,s19033,s16566,s18907,s19131,s13033,s19314,s14850,s15767,s19410,s18764,s15718,s15151,s19480,s19347,s19074,s18930,s19089,s12116,s18892,s15936,s19460,s19475,s14659,s19086,s15552,s19275,s19141,s19053,s19476])).
% 13.33/2.55 cnf(s19484, plain, spl0_245 | spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s774,s12105,s15024,s3618,s4972,s12104,s19397,s15717,s15707,s18892,s15936,s19475,s14659,s19476,s15155,s14850,s19314,s15767,s14900,s18764,s12142,s19342,s19316,s18930,s19089,s12116,s19086,s15552,s19275,s19141,s19170,s14968,s19133,s19483,s19460])).
% 13.33/2.55 cnf(s19485, plain, spl0_290 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4972,s15035,s11929,s774,s16067,s12009,s3618,s14686,s12016,s12604,s15891,s15527,s16515,s1118,s19484,s15717,s15707,s18892,s15936,s19475,s19053,s18772,s19024,s19476,s15155,s14850,s19314,s15767,s14900,s18764,s12142,s19342,s19316,s18930,s19089,s12116,s19086,s15552,s19275,s19141,s19170,s14968,s19133,s19483,s19460])).
% 13.33/2.55 cnf(s19486, plain, spl0_245 | spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s11960,s14561,s5015,s19308,s18534,s14218,s11989,s3618,s12105,s774,s15024,s4972,s19397,s19347,s19074,s15717,s15707,s18892,s15936,s19475,s14659,s19476,s15155,s14850,s19314,s15767,s14900,s18764,s12142,s19342,s19316,s18930,s19089,s12116,s19086,s15552,s19275,s19141,s19170,s14968,s19133,s19483,s19460,s16461,s3862,s19485])).
% 13.33/2.55 cnf(s19487, plain, spl0_37 | spl0_107 | spl0_33, inference(rat,[],[s4972,s15035,s11986,s774,s16067,s12009,s3618,s14686,s12016,s12604,s15891,s15527,s16515,s1118,s19486,s16461,s3862,s19485,s19314,s14850,s15767,s14900,s15155,s18764,s12142,s19342,s14968,s19170,s19316,s19133,s19483,s18772,s19053,s19024,s19476,s19086,s14659,s15552,s19275,s19141,s18166,s18930,s19089,s12116,s15717,s15707,s18892,s15936,s19460,s19475])).
% 13.33/2.55 cnf(s19488, plain, spl0_321 | spl0_90 | spl0_118 | spl0_58 | spl0_107 | spl0_33, inference(rat,[],[s12045,s5015,s14561,s16566,s18907,s19131,s14528,s15281,s19391,s19310,s15187,s12047,s18930,s19089,s12116,s15832,s19460,s19475,s18151,s3862,s17425,s19118,s19487])).
% 13.33/2.55 cnf(s19489, plain, spl0_141 | spl0_90 | spl0_118 | spl0_58 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s12704,s19131,s15526,s19433,s15281,s14627,s12551,s19391,s11886,s12051,s19348,s18892,s15936,s18151,s3862,s17425,s19118,s16515,s15891,s15527,s1118,s19416,s15832,s19460,s19487,s19475,s18930,s19089,s12116,s3618,s16058,s5712,s19488])).
% 13.33/2.55 cnf(s19490, plain, spl0_90 | spl0_118 | spl0_58 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s12055,s5015,s14561,s16566,s18907,s19131,s14528,s15281,s19391,s19310,s15187,s12057,s15009,s16686,s4972,s15035,s774,s19489,s18930,s19089,s12116,s15832,s19460,s19475,s18151,s3862,s17425,s19118,s19487])).
% 13.33/2.55 cnf(s19491, plain, spl0_118 | spl0_58 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s774,s15024,s12050,s4972,s3618,s16686,s16058,s15009,s5712,s19429,s12066,s19131,s19108,s18727,s19314,s18721,s14850,s19391,s15357,s19490,s1118,s19416,s18930,s19089,s12116,s15832,s19460,s19475,s3862,s17425,s19118,s19487])).
% 13.33/2.55 cnf(s19492, plain, spl0_58 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s4972,s16686,s15035,s15009,s774,s12057,s12051,s19314,s15351,s15767,s19086,s12159,s12158,s14968,s19170,s19133,s19491,s18930,s19089,s12116,s19460,s19475,s19487])).
% 13.33/2.55 cnf(s19493, plain, spl0_141 | spl0_90 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s3618,s17539,s16515,s16058,s1530,s1118,s5712,s15336,s19434,s12047,s14832,s18654,s12551,s19223,s17589,s12100,s12009,s18892,s15936,s19475,s19487,s19080,s19028,s19083,s15020,s18943,s12720,s15570,s14778,s18937,s15495,s15671,s16223,s17368,s15772,s18772,s19024,s15717,s15707,s19460,s19053,s19492])).
% 13.33/2.55 cnf(s19494, plain, spl0_90 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s12016,s15891,s12590,s15527,s16515,s3618,s12057,s1118,s16058,s15009,s12101,s12054,s16686,s4972,s15035,s774,s19493,s19460,s19475,s19487,s19053,s18772,s19024,s19492])).
% 13.33/2.55 cnf(s19495, plain, spl0_118 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s12066,s19131,s5712,s12551,s19107,s16067,s12604,s1597,s3618,s14686,s12011,s12009,s774,s15024,s4972,s12115,s15891,s15527,s16515,s1118,s12112,s15717,s15707,s18892,s15936,s19460,s19475,s3862,s17425,s19118,s19487,s19053,s18772,s19024,s19492,s19494])).
% 13.33/2.55 cnf(s19496, plain, spl0_141 | spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s15534,s1118,s15891,s12104,s12604,s3618,s14686,s12105,s12009,s15717,s15707,s18892,s15936,s19475,s3862,s17425,s19118,s19487,s19492,s14850,s19314,s15767,s14900,s18764,s12142,s19342,s19316,s18930,s19089,s12116,s19086,s15357,s19494,s19170,s14968,s19133,s19495,s19460])).
% 13.33/2.55 cnf(s19497, plain, spl0_281 | spl0_107 | spl0_33, inference(rat,[],[s12016,s15891,s3618,s15527,s16515,s16058,s1118,s11929,s12108,s4972,s15035,s774,s19496,s19314,s14850,s15767,s14900,s18764,s12142,s19342,s14968,s19170,s19316,s19133,s19495,s19086,s15357,s19494,s18772,s19053,s19024,s19492,s18930,s19089,s12116,s19460,s19475,s3862,s17425,s19118,s19487])).
% 13.33/2.55 cnf(s19498, plain, spl0_58 | ~spl0_281 | spl0_290 | spl0_163 | spl0_66 | ~spl0_95 | spl0_171 | spl0_201, inference(rat,[],[s19432,s15767,s19133,s16538,s19170,s19167,s19379,s19382,s15718])).
% 13.33/2.55 cnf(s19499, plain, spl0_338 | spl0_150 | spl0_244 | spl0_126 | spl0_141 | spl0_156 | spl0_151, inference(rat,[],[s17368,s11872,s16223,s19070,s15671,s18938,s15502,s18937,s14766,s19083,s14768,s19028,s18626,s19080,s15017,s12227,s14832,s14686,s15778,s12604])).
% 13.33/2.55 cnf(s19500, plain, spl0_68 | spl0_118 | spl0_141 | spl0_90 | spl0_107 | spl0_33, inference(rat,[],[s19086,s15281,s19410,s12704,s15767,s15526,s14850,s14627,s19499,s15891,s3618,s15527,s16515,s16058,s19131,s1118,s5712,s19433,s19434,s12047,s18892,s15936,s15718,s18764,s15151,s19053,s19498,s19497,s3862,s17425,s18151,s19118,s19487,s19475,s19460,s18930,s19089,s12116,s19348])).
% 13.33/2.55 cnf(s19501, plain, spl0_118 | spl0_141 | spl0_90 | spl0_107 | spl0_33, inference(rat,[],[s3618,s19499,s16058,s15891,s5712,s15527,s16515,s12045,s1118,s5015,s14561,s12152,s16566,s18907,s19131,s14528,s15281,s19086,s19410,s15767,s19310,s15187,s12590,s19500,s18892,s15936,s15718,s18764,s15151,s19053,s19498,s19497,s3862,s17425,s18151,s19118,s19487,s19475,s19460,s18930,s19089,s12116,s19348])).
% 13.33/2.55 cnf(s19502, plain, spl0_141 | spl0_90 | spl0_107 | spl0_33, inference(rat,[],[s19499,s15891,s3618,s15527,s16515,s16058,s1118,s5712,s19434,s12047,s19314,s14850,s15767,s14968,s19133,s19501,s18892,s15936,s15718,s19053,s19498,s19497,s3862,s17425,s18151,s19118,s19487,s19475,s19460,s18930,s19089,s12116,s19348])).
% 13.33/2.55 cnf(s19503, plain, spl0_90 | spl0_107 | spl0_33, inference(rat,[],[s12055,s5015,s14561,s16566,s18907,s19131,s14528,s15281,s19086,s19133,s19410,s14973,s15767,s19310,s15187,s12057,s15009,s16686,s4972,s15035,s774,s19502,s18930,s19089,s12116,s19460,s19475,s18151,s3862,s17425,s19118,s19487,s15718,s18764,s15151,s19497])).
% 13.33/2.55 cnf(s19504, plain, ~spl0_80 | spl0_141 | spl0_107 | spl0_33, inference(rat,[],[s15891,s19499,s15527,s16515,s3618,s1118,s16058,s12083,s5712,s5015,s12066,s16566,s18892,s15936,s19053,s19498,s3862,s17425,s18151,s19118,s19487,s19475,s19348,s14850,s19314,s15767,s19410,s19086,s15357,s19503,s18764,s15151,s18930,s19089,s12116,s15718,s19497,s19460])).
% 13.33/2.55 cnf(s19505, plain, ~spl0_114 | spl0_108 | spl0_72 | spl0_171, inference(rat,[],[s12142,s19342,s19170,s19316])).
% 13.33/2.55 cnf(s19506, plain, spl0_107 | spl0_33, inference(rat,[],[s4972,s15035,s16686,s774,s15009,s19504,s19429,s19131,s19108,s19133,s19505,s18727,s19314,s18721,s15767,s19410,s19086,s15357,s19503,s18764,s15718,s15151,s19497,s3862,s17425,s19118,s19487,s19475,s19460,s18930,s19089,s12116])).
% 13.33/2.55 cnf(s19507, plain, ~spl0_97 | spl0_95 | spl0_115 | spl0_281 | spl0_118 | spl0_141 | ~spl0_35, inference(rat,[],[s15283,s14519,s16791,s19167,s12126,s16719,s15780,s11979,s15717,s15258,s14789,s19010,s19116,s18623,s18641,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030])).
% 13.33/2.55 cnf(s19508, plain, ~spl0_282 | spl0_95 | spl0_115 | spl0_281 | spl0_118 | spl0_141 | ~spl0_35, inference(rat,[],[s15283,s14519,s16791,s19167,s12126,s16719,s15780,s15259,s19039,s15717,s11968,s11963,s19010,s19116,s18623,s18641,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030])).
% 13.33/2.55 cnf(s19509, plain, spl0_95 | spl0_115 | spl0_281 | spl0_118 | spl0_141 | ~spl0_66 | spl0_33, inference(rat,[],[s15272,s13609,s15717,s14900,s11914,s18764,s15780,s16747,s16719,s18952,s19167,s19342,s14519,s19086,s15281,s12704,s15890,s1597,s19508,s18892,s19507,s18166,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15985])).
% 13.33/2.55 cnf(s19510, plain, ~spl0_219 | spl0_62 | spl0_115 | spl0_118 | ~spl0_35, inference(rat,[],[s15283,s14519,s16791,s19167,s12126,s16719,s19010,s19116,s18623,s18641,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030])).
% 13.33/2.55 cnf(s19511, plain, spl0_115 | spl0_281 | spl0_118 | spl0_141 | ~spl0_66 | spl0_33, inference(rat,[],[s14900,s18764,s15767,s16747,s18952,s19167,s19342,s14519,s19086,s15281,s12704,s15890,s1597,s14686,s12009,s15780,s19510,s18892,s15717,s15832,s15936,s15707,s19509,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15985])).
% 13.33/2.55 cnf(s19512, plain, spl0_281 | spl0_290 | spl0_118 | spl0_141 | ~spl0_66 | spl0_33, inference(rat,[],[s12012,s18772,s19053,s19024,s15780,s12126,s15832,s12035,s3618,s14850,s11888,s11882,s5015,s16566,s19131,s19511,s18623,s18641,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s1118,s18437])).
% 13.33/2.55 cnf(s19513, plain, spl0_95 | spl0_290 | spl0_118 | spl0_141 | ~spl0_66 | spl0_33, inference(rat,[],[s18892,s12068,s12704,s16791,s19131,s16566,s1597,s5015,s11968,s12155,s15991,s15891,s15985,s1118,s18437,s19053,s15780,s18647,s18958,s15281,s14519,s19167,s19172,s18764,s15151,s19512,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19514, plain, spl0_290 | spl0_118 | spl0_141 | ~spl0_66 | spl0_33, inference(rat,[],[s19131,s16566,s16791,s5015,s12024,s12094,s19513,s15281,s14519,s18772,s19167,s19053,s19024,s19172,s15780,s18764,s18647,s15151,s19512,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19515, plain, spl0_95 | spl0_118 | spl0_141 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s18892,s12068,s12704,s16791,s15281,s1597,s14519,s11968,s19167,s19053,s19172,s15780,s18764,s18647,s15151,s19511,s19131,s11969,s3618,s12035,s19347,s19074,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15985,s1118,s18437,s16461,s3862,s19514])).
% 13.33/2.55 cnf(s19516, plain, spl0_281 | spl0_118 | spl0_141 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s12011,s18772,s19053,s19024,s15780,s12126,s14850,s11886,s3618,s11969,s19131,s19511,s19347,s19074,s18623,s18641,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15991,s15891,s15985,s1118,s18437,s16461,s3862,s19514,s15832,s15717,s15707,s19515])).
% 13.33/2.55 cnf(s19517, plain, spl0_118 | spl0_141 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s19131,s11969,s16791,s3618,s15281,s12024,s12012,s14519,s18772,s19167,s19053,s19024,s19172,s15780,s18764,s18647,s15151,s19516,s19515,s16461,s3862,s19514,s19347,s19074,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s1118,s18437])).
% 13.33/2.55 cnf(s19518, plain, spl0_95 | spl0_63 | spl0_281 | ~spl0_58 | spl0_61 | ~spl0_66 | spl0_202, inference(rat,[],[s12121,s13609,s18892,s15259,s14789,s15717,s11914,s19053])).
% 13.33/2.55 cnf(s19519, plain, spl0_141 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s14686,s12604,s12009,s14850,s18892,s15717,s12096,s15936,s15707,s19518,s14900,s15155,s18764,s15780,s16747,s16719,s14968,s19170,s19133,s19517,s18166,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15985])).
% 13.33/2.55 cnf(s19521, plain, ~spl0_80 | spl0_316 | spl0_90 | spl0_245 | spl0_33, inference(rat,[],[s3862,s11899,s16462,s5015,s11972,s16566])).
% 13.33/2.55 cnf(s19522, plain, ~spl0_222 | spl0_281 | spl0_118 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s12016,s18772,s19518,s19053,s19024,s15780,s16719,s18952,s19167,s19342,s14519,s19086,s15634,s15281,s14845,s16791,s14831,s14850,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15991,s15891,s15985,s3618,s11889,s18166,s19131,s19521,s4972,s15035,s774,s19519,s1118,s18437])).
% 13.33/2.55 cnf(s19523, plain, ~spl0_219 | spl0_281 | spl0_118 | spl0_115 | spl0_244 | ~spl0_66 | ~spl0_35, inference(rat,[],[s14627,s15526,s11966,s12704,s15281,s15717,s18892,s14519,s15878,s15269,s15256,s19167,s19510,s16719,s19010,s19116,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s15891,s15985])).
% 13.33/2.55 cnf(s19524, plain, spl0_95 | ~spl0_58 | spl0_222 | spl0_281 | spl0_118 | spl0_115 | ~spl0_66 | spl0_33, inference(rat,[],[s14900,s18764,s19518,s16747,s18952,s19167,s19342,s14519,s19086,s15281,s12704,s12042,s18892,s11973,s18166,s19010,s19116,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15985,s19053])).
% 13.33/2.55 cnf(s19525, plain, spl0_281 | spl0_118 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s14900,s18764,s15767,s16747,s18952,s19167,s19342,s14519,s19086,s15281,s12704,s15526,s14627,s18892,s12016,s15936,s19524,s18772,s19053,s19024,s15780,s19523,s19522,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15991,s15891,s15985,s3618,s11889,s18166,s19131,s19521,s4972,s15035,s774,s19519,s1118,s18437])).
% 13.33/2.55 cnf(s19526, plain, spl0_118 | spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s18892,s12141,s11973,s16443,s12024,s14521,s16791,s15281,s14519,s18772,s19167,s19053,s19024,s19172,s15780,s18764,s18647,s15151,s19525,s18166,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s19131,s19521,s4972,s15035,s774,s19519,s1118,s18437])).
% 13.33/2.55 cnf(s19527, plain, spl0_90 | ~spl0_66 | spl0_33, inference(rat,[],[s14852,s12016,s12096,s19518,s18772,s14900,s15155,s19053,s19024,s18764,s15780,s16747,s16719,s14968,s19170,s19133,s19526,s3618,s11889,s4972,s15035,s774,s19519,s18166,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15991,s15891,s15985,s1118,s18437])).
% 13.33/2.55 cnf(s19528, plain, ~spl0_66 | spl0_33, inference(rat,[],[s15038,s4972,s774,s11889,s12009,s3618,s14686,s12016,s12604,s14850,s18892,s15717,s15767,s15936,s15707,s19518,s18772,s14900,s15155,s19053,s19024,s18764,s15780,s16747,s16719,s18952,s19167,s19342,s14519,s19086,s15357,s19527,s1118,s15891,s18437,s15991,s15985,s18166,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19529, plain, spl0_321 | ~spl0_80 | spl0_68 | spl0_90 | spl0_33, inference(rat,[],[s3862,s16462,s12066,s11996,s19347,s19074,s19528])).
% 13.33/2.55 cnf(s19530, plain, ~spl0_222 | ~spl0_256 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s16460,s14561,s3862,s11999,s19429,s15009,s16686,s4972,s15035,s774,s12050,s3618,s16058,s5712,s19529,s1118,s14218,s5015,s19481,s19033,s16566,s18907,s19131,s16791,s19314,s14850,s19347,s19074,s19528,s15351,s15281])).
% 13.33/2.55 cnf(s19531, plain, spl0_68 | spl0_141 | ~spl0_80 | spl0_95 | spl0_102 | spl0_90 | spl0_281 | spl0_33, inference(rat,[],[s3618,s11897,s16058,s16515,s5712,s1118,s19529,s19481,s19528])).
% 13.33/2.55 cnf(s19532, plain, spl0_141 | ~spl0_80 | spl0_95 | spl0_102 | spl0_151 | spl0_90 | spl0_281 | spl0_33, inference(rat,[],[s3862,s16462,s12148,s11969,s3618,s1118,s11897,s15531,s14763,s15891,s11995,s19531,s19347,s19074,s19089,s19030,s19130,s19506,s5015,s16566])).
% 13.33/2.55 cnf(s19533, plain, ~spl0_80 | spl0_95 | spl0_222 | ~spl0_219 | spl0_281 | spl0_33, inference(rat,[],[s12058,s3618,s12590,s16058,s19429,s12070,s3862,s16462,s12001,s15891,s15527,s16515,s1118,s15009,s19521,s16686,s4972,s15035,s774,s19532,s5015,s16566,s19528,s15351,s14519,s19010,s19116,s18892,s15256,s15717,s15269,s13609,s16538,s19167,s16719,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s18582])).
% 13.33/2.55 cnf(s19534, plain, spl0_141 | spl0_95 | ~spl0_219 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s11960,s5015,s14561,s19308,s18534,s16461,s14218,s3862,s11989,s12104,s3618,s1118,s11897,s15531,s14763,s15891,s12604,s19508,s19347,s19074,s19528,s15351,s18892,s15256,s15717,s15269,s13609,s16538,s18582,s15187,s14528,s14627,s14495,s16443,s14521,s15281,s19131,s19533,s19530,s14519,s19167,s16719,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19535, plain, spl0_95 | ~spl0_219 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s16460,s3862,s11986,s11929,s16067,s3618,s12058,s1118,s19397,s4972,s15035,s774,s19534,s14627,s14495,s16443,s15187,s14521,s14528,s19131,s19533,s18166,s19528,s15351,s15281,s19530,s14519,s19167,s16719,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19536, plain, ~spl0_219 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s15767,s19535,s19530,s14519,s16538,s19167,s16719,s18582,s19010,s19116,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19537, plain, ~spl0_222 | ~spl0_80 | spl0_90 | spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s16523,s19398,s1118,s3618,s19481,s19396,s19314,s14850,s19528])).
% 13.33/2.55 cnf(s19538, plain, spl0_245 | ~spl0_244 | ~spl0_80 | spl0_90 | spl0_95 | spl0_156 | spl0_33, inference(rat,[],[s3862,s16462,s12155,s11969,s19347,s19074,s5015,s16566,s3618,s773,s14726])).
% 13.33/2.55 cnf(s19539, plain, spl0_141 | spl0_150 | ~spl0_68 | spl0_222 | spl0_95 | ~spl0_58 | spl0_36, inference(rat,[],[s18892,s11995,s12068,s19175,s18832])).
% 13.33/2.55 cnf(s19540, plain, ~spl0_244 | spl0_222 | ~spl0_80 | spl0_90 | spl0_95 | ~spl0_58 | spl0_33, inference(rat,[],[s16460,s14561,s3862,s11983,s12070,s4972,s15035,s774,s19539,s15891,s15527,s1118,s19538,s19394,s5712,s16067,s3618,s18166,s19089,s19030,s19130,s19506,s19528,s19053,s18907,s5015,s16566])).
% 13.33/2.55 cnf(s19541, plain, spl0_141 | spl0_244 | ~spl0_80 | spl0_90 | spl0_95 | ~spl0_58 | spl0_33, inference(rat,[],[s1118,s19481,s16524,s12062,s11920,s19089,s19030,s19130,s19506,s19528,s19053])).
% 13.33/2.55 cnf(s19542, plain, ~spl0_80 | spl0_90 | spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s3862,s16462,s19429,s12003,s12551,s12064,s1118,s15009,s19521,s16686,s4972,s15035,s774,s19541,s19540,s19537,s19347,s19074,s19175,s18832,s19089,s19030,s19130,s19506,s19528,s19053])).
% 13.33/2.55 cnf(s19543, plain, ~spl0_222 | spl0_90 | spl0_95 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s12604,s18892,s19508,s19507,s774,s15024,s4972,s19397,s15891,s1118,s14763,s16524,s19398,s3618,s19396,s19314,s14850,s19528,s19131,s19542,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19544, plain, spl0_68 | spl0_245 | ~spl0_308 | spl0_90 | spl0_33, inference(rat,[],[s11960,s14561,s5015,s16461,s19308,s18534,s3862,s14218,s12104,s19528,s11989,s19347,s19074])).
% 13.33/2.55 cnf(s19545, plain, spl0_256 | spl0_62 | spl0_222 | ~spl0_35, inference(rat,[],[s14900,s18764,s13609,s16747,s18952,s19167,s19342,s14519,s19086,s19010,s19116,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030])).
% 13.33/2.55 cnf(s19546, plain, spl0_141 | ~spl0_308 | spl0_90 | spl0_95 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s1118,s15531,s19544,s15891,s15187,s12704,s14528,s15281,s19545,s15259,s15717,s1597,s18892,s11979,s19508,s19507,s19131,s19542,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s19543])).
% 13.33/2.55 cnf(s19547, plain, spl0_68 | spl0_316 | spl0_337 | spl0_90 | spl0_33, inference(rat,[],[s3862,s16462,s11929,s11986,s18166,s19528])).
% 13.33/2.55 cnf(s19548, plain, ~spl0_308 | spl0_90 | spl0_95 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s17586,s14660,s11942,s12604,s15717,s18892,s15269,s15256,s19545,s15281,s14528,s15187,s12590,s19547,s15891,s15527,s1118,s11889,s4972,s15035,s774,s19546,s16067,s18166,s19131,s19542,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s19543])).
% 13.33/2.55 cnf(s19549, plain, spl0_141 | spl0_244 | spl0_222 | spl0_115 | spl0_95 | ~spl0_58 | spl0_281 | spl0_118 | ~spl0_35, inference(rat,[],[s15283,s12704,s19545,s15891,s15259,s14763,s15717,s1597,s18892,s11920,s11979,s19508,s19507,s19053])).
% 13.33/2.55 cnf(s19550, plain, ~spl0_68 | spl0_244 | spl0_222 | spl0_115 | spl0_95 | ~spl0_58 | spl0_281 | spl0_118 | ~spl0_35, inference(rat,[],[s12604,s14674,s15891,s17586,s14763,s11942,s11984,s15717,s18892,s15269,s15256,s19545,s15281,s14528,s15187,s12590])).
% 13.33/2.55 cnf(s19551, plain, spl0_90 | spl0_95 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s15283,s14521,s19545,s16443,s15259,s14495,s15717,s14627,s11984,s12064,s16515,s1118,s19397,s19550,s4972,s15035,s774,s19549,s3618,s19548,s19543,s19131,s19542,s19528,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19552, plain, spl0_141 | spl0_150 | spl0_338 | spl0_95 | ~spl0_58 | spl0_281, inference(rat,[],[s18892,s14789,s12604,s15717,s11968,s11979,s19053])).
% 13.33/2.55 cnf(s19553, plain, ~spl0_308 | ~spl0_288 | spl0_338 | spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s12991,s19079,s13819,s13313,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19552,s15891,s15527,s1118,s11989,s16067,s18166,s19347,s19074,s15393])).
% 13.33/2.55 cnf(s19554, plain, spl0_141 | spl0_244 | spl0_338 | spl0_95 | ~spl0_58 | spl0_281, inference(rat,[],[s15891,s14763,s19552,s11920,s19053])).
% 13.33/2.55 cnf(s19555, plain, ~spl0_222 | spl0_67 | spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s14791,s15717,s18892,s11984,s12063,s16515,s1118,s11977,s4972,s15035,s774,s19554,s3618,s19553,s14218,s19314,s14850,s18166,s19528,s19053])).
% 13.33/2.55 cnf(s19556, plain, ~spl0_308 | spl0_316 | spl0_282 | spl0_151 | spl0_67 | spl0_33, inference(rat,[],[s13819,s13014,s15393,s19079,s14218,s13313,s12551,s19179,s12604,s15039,s12171,s15891,s17587,s15527,s16098,s19180,s1118,s12853,s11881,s11889,s16067,s18166,s19528,s16057,s15011,s15009,s16686])).
% 13.33/2.55 cnf(s19557, plain, spl0_67 | spl0_256 | spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s12567,s14218,s12604,s11977,s15891,s1118,s14763,s16524,s11984,s3618,s19556,s4972,s14674,s15035,s17586,s774,s11942,s11979,s15717,s18892,s15269,s15256,s19545,s19555,s18166,s19130,s19506,s19528])).
% 13.33/2.55 cnf(s19558, plain, spl0_95 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s11889,s3618,s1118,s11984,s15531,s14763,s15891,s12604,s4972,s14674,s15035,s17586,s774,s11942,s11979,s15717,s18892,s15269,s15256,s19545,s14627,s18722,s14495,s18727,s16443,s19110,s19131,s19033,s19557,s15357,s19551,s18166,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19559, plain, spl0_245 | ~spl0_222 | ~spl0_308 | spl0_118 | spl0_33, inference(rat,[],[s19131,s19033,s19108,s14218,s19544,s11989,s19347,s19074,s19528,s19314,s18727,s18721])).
% 13.33/2.55 cnf(s19560, plain, ~spl0_222 | ~spl0_308 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s12991,s19079,s13819,s13313,s15393,s16098,s19179,s14218,s12853,s15039,s12171,s19033,s16057,s17587,s19131,s15011,s19180,s19108,s15009,s11881,s19547,s16686,s4972,s15035,s774,s12009,s14686,s12604,s15891,s15527,s1118,s19559,s18727,s19314,s18721,s14850,s18166,s19528,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15717,s15707,s18892,s15936,s19558,s16067])).
% 13.33/2.55 cnf(s19561, plain, ~spl0_80 | spl0_90 | ~spl0_308 | ~spl0_95 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s14686,s12009,s12604,s774,s15891,s15024,s15527,s4972,s1118,s12070,s11888,s3862,s12590,s16462,s5015,s19529,s12019,s16566,s19175,s18832,s19089,s19030,s19130,s19506,s19528,s15717,s15707,s18892,s15936,s5712,s16067])).
% 13.33/2.55 cnf(s19562, plain, ~spl0_308 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s14686,s12009,s12604,s774,s15891,s15024,s15527,s14627,s4972,s1118,s14495,s19547,s19544,s16443,s15187,s14521,s14528,s19131,s19561,s15281,s15351,s19545,s19560,s16067,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15832,s15717,s15707,s18892,s15936,s19558])).
% 13.33/2.55 cnf(s19563, plain, ~spl0_127 | spl0_338 | spl0_244 | ~spl0_264 | spl0_123 | spl0_151, inference(rat,[],[s15891,s12014,s15527,s16515])).
% 13.33/2.55 cnf(s19564, plain, ~spl0_222 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s19035,s19131,s14218,s19108,s11977,s19397,s1118,s19563,s4972,s15035,s774,s18727,s12105,s19314,s18721,s14850,s18166,s19528,s18892,s15936,s18937,s15495,s18943,s12720,s15671,s16223,s15570,s17368,s15772,s19053,s14778,s15717,s15707,s19558,s18772,s19024,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s3618,s19562])).
% 13.33/2.55 cnf(s19565, plain, ~spl0_80 | spl0_245 | spl0_90 | spl0_244 | spl0_151 | spl0_102 | ~spl0_58 | spl0_281 | spl0_33, inference(rat,[],[s774,s15024,s12105,s4972,s12590,s19521,s19481,s19528])).
% 13.33/2.55 cnf(s19566, plain, spl0_245 | spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s774,s12105,s15024,s14627,s4972,s14495,s19397,s16443,s15187,s14521,s14528,s19131,s19565,s19528,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s15717,s15707,s18892,s15936,s3618,s19562,s15351,s15281,s19545,s19564,s15832,s19558,s19130,s19506])).
% 13.33/2.55 cnf(s19567, plain, spl0_281 | spl0_118 | spl0_33, inference(rat,[],[s3862,s16462,s19429,s12027,s15009,s19131,s16686,s12704,s4972,s15526,s15035,s14627,s12551,s774,s15891,s19563,s12026,s15527,s1118,s19566,s15281,s15351,s19545,s19564,s3618,s19562,s18943,s18937,s12720,s15495,s15671,s15570,s16223,s17368,s15772,s14778,s18892,s15717,s15832,s15936,s15707,s19558,s18772,s19053,s19024,s15780,s19536,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s19528])).
% 13.33/2.55 cnf(s19568, plain, ~spl0_222 | spl0_321 | spl0_118 | spl0_33, inference(rat,[],[s19131,s19529,s16791,s19314,s15351,s15281,s14519,s19167,s19172,s18764,s15151,s19567,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19569, plain, ~spl0_244 | spl0_118 | spl0_33, inference(rat,[],[s11968,s12604,s774,s15891,s15024,s15527,s14627,s4972,s1118,s14495,s19547,s19544,s16443,s15187,s14521,s14528,s18892,s19131,s15256,s19540,s13609,s12024,s19568,s5712,s16067,s3618,s15718,s19053,s18772,s19024,s15780,s18647,s18958,s16538,s15351,s15281,s14519,s19167,s19172,s18764,s15151,s19567,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19570, plain, spl0_141 | ~spl0_127 | spl0_244 | spl0_104 | spl0_156 | ~spl0_248, inference(rat,[],[s11920,s12026,s16515])).
% 13.33/2.55 cnf(s19571, plain, ~spl0_222 | spl0_118 | spl0_33, inference(rat,[],[s16460,s14561,s3862,s11999,s12085,s15009,s16686,s4972,s15035,s774,s19570,s1118,s14218,s5015,s19481,s19033,s16566,s18907,s19131,s16791,s19314,s19347,s19074,s19528,s19053,s18772,s19024,s15780,s18647,s18958,s15351,s15281,s14519,s19167,s19172,s18764,s15151,s19567,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19010,s19116,s19089,s19030,s19130,s19506,s19569])).
% 13.33/2.55 cnf(s19572, plain, ~spl0_80 | spl0_245 | spl0_118 | spl0_33, inference(rat,[],[s15036,s774,s4972,s19541,s19521,s15351,s14519,s19167,s19172,s18764,s15151,s19169,s19168,s19010,s19116,s19569,s12024,s19571,s18772,s19024,s15780,s18647,s19567,s18958,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19573, plain, spl0_245 | spl0_118 | spl0_33, inference(rat,[],[s15891,s14763,s12604,s11920,s11968,s774,s15024,s14627,s4972,s14495,s19397,s16443,s15187,s14521,s14528,s19131,s19572,s19528,s19053,s15351,s15281,s14519,s19010,s19116,s19569,s12024,s18772,s19024,s15780,s18647,s18958,s18892,s15256,s13609,s19571,s16538,s19167,s19172,s18764,s15151,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15718,s19567])).
% 13.33/2.55 cnf(s19574, plain, spl0_118 | spl0_33, inference(rat,[],[s3862,s12085,s14218,s5015,s16462,s15009,s19033,s16566,s12001,s16686,s19131,s4972,s12704,s15035,s15526,s774,s14627,s12551,s15891,s19570,s12064,s15527,s16515,s1118,s19573,s18892,s15256,s13609,s12024,s19571,s19569,s15281,s15351,s14519,s16538,s18772,s19167,s19053,s19024,s19172,s15780,s18764,s18647,s15718,s15151,s19567,s19010,s19116,s18958,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s19528])).
% 13.33/2.55 cnf(s19575, plain, spl0_245 | ~spl0_308 | spl0_33, inference(rat,[],[s15717,s11979,s15269,s774,s13609,s12096,s15024,s19310,s4972,s19544,s11889,s18166,s14968,s15780,s16719,s18958,s15351,s19086,s19342,s19316,s19010,s19116,s15155,s14900,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19577, plain, spl0_95 | spl0_141 | ~spl0_308 | spl0_33, inference(rat,[],[s15272,s15717,s13609,s11979,s19396,s19528,s14968,s15780,s16719,s18958,s15351,s19086,s19342,s19316,s19010,s19116,s15155,s14900,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19578, plain, spl0_141 | ~spl0_308 | spl0_33, inference(rat,[],[s14686,s12604,s12009,s14850,s18892,s15717,s12096,s15936,s15707,s19577,s15780,s16719,s18958,s15155,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s15891,s15527,s1118,s19575])).
% 13.33/2.55 cnf(s19579, plain, ~spl0_308 | spl0_33, inference(rat,[],[s17586,s14660,s11942,s12604,s15717,s18892,s15269,s15256,s13609,s12096,s19310,s12590,s19547,s4972,s15035,s774,s19578,s15891,s15527,s1118,s19575,s16067,s14968,s15780,s16719,s18958,s15351,s19086,s19342,s19316,s19010,s19116,s15155,s14900,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506])).
% 13.33/2.55 cnf(s19580, plain, spl0_95 | spl0_141 | spl0_33, inference(rat,[],[s13609,s15259,s14850,s15717,s19554,s11979,s14968,s15780,s16719,s18958,s15155,s14900,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s3618,s19579])).
% 13.33/2.55 cnf(s19581, plain, spl0_141 | spl0_33, inference(rat,[],[s12105,s14850,s18892,s15717,s12096,s15936,s15707,s19580,s15780,s16719,s18958,s15155,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s3618,s19579])).
% 13.33/2.55 cnf(s19582, plain, ~spl0_222 | spl0_95 | spl0_33, inference(rat,[],[s1118,s16524,s19397,s19398,s19314,s14850,s19528,s15780,s16719,s18958,s15351,s19086,s19342,s19316,s19010,s19116,s15155,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s3618,s19579,s4972,s15035,s774,s19581])).
% 13.33/2.55 cnf(s19583, plain, spl0_95 | spl0_33, inference(rat,[],[s12567,s19397,s12604,s15891,s1118,s14674,s14763,s16524,s17586,s11984,s11942,s15717,s18892,s15269,s15256,s13609,s19582,s19528,s14968,s15780,s16719,s18958,s15351,s19086,s19342,s19316,s19010,s19116,s15155,s14900,s18764,s16747,s19170,s19133,s19574,s19169,s19168,s19339,s19104,s18826,s19175,s18832,s19089,s19030,s19130,s19506,s3618,s19579,s4972,s15035,s774,s19581])).
% 13.33/2.55 cnf(s19584, plain, spl0_33, inference(rat,[],[s15891,s12016,s15527,s16515,s1118,s19397,s19314,s14850,s12096,s19583,s4972,s15035,s774,s19581,s3618,s19579,s18772,s15155,s19053,s19024,s15351,s18764,s15780,s19086,s16747,s16719,s19342,s19170,s19316,s19133,s19574,s19528,s19169,s19168,s18958,s19339,s19104,s18826,s19175,s19116,s18832,s19089,s19030,s19010,s19130,s19506])).
% 13.33/2.55 cnf(s19585, plain, ~spl0_194, inference(rat,[],[s18908,s19584])).
% 13.33/2.55 cnf(s19586, plain, spl0_43, inference(rat,[],[s19119,s19584])).
% 13.33/2.55 cnf(s19588, plain, ~spl0_330, inference(rat,[],[s14701,s19586])).
% 13.33/2.55 cnf(s19589, plain, ~spl0_289, inference(rat,[],[s17508,s19586])).
% 13.33/2.55 cnf(s19590, plain, spl0_316 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s18906,s14561,s5015,s16461,s16693,s3862,s5684,s16692,s15043,s16094,s4963,s16441,s12853,s16035,s16600,s16057,s11875,s14903,s15011,s19180,s18219,s15009,s11881,s11889,s16686,s16067,s4936,s16675,s19589,s19588])).
% 13.33/2.55 cnf(s19591, plain, ~spl0_328 | ~spl0_239 | spl0_290 | ~spl0_201 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16054,s16057,s12166,s16276,s19180,s16094,s15039,s16663,s5684,s19179,s12190,s19349,s4963,s19079,s16035,s12976,s5712,s16067,s4936,s16675,s19589])).
% 13.33/2.55 cnf(s19592, plain, ~spl0_246 | spl0_328 | spl0_301 | ~spl0_201 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s19349,s19179,s19079,s16618,s14859,s4963,s16644,s12175,s16658,s16663,s4936,s16675])).
% 13.33/2.55 cnf(s19593, plain, spl0_294 | spl0_189 | spl0_328 | ~spl0_239 | spl0_290 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16054,s12166,s16057,s12171,s16276,s13819,s16094,s16073,s5684,s15050,s12190,s12692,s5712,s16067,s4936,s16675,s19589])).
% 13.33/2.55 cnf(s19594, plain, ~spl0_239 | spl0_290 | spl0_202 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16625,s16658,s16194,s5684,s16098,s16094,s16276,s16057,s16038,s3445,s19179,s13034,s19349,s19079,s14859,s4963,s19593,s19180,s19592,s19591,s5712,s16067,s18877,s16603,s19589,s19585])).
% 13.33/2.55 cnf(s19595, plain, ~spl0_328 | ~spl0_238 | spl0_290 | ~spl0_201 | spl0_293 | spl0_245 | spl0_298, inference(rat,[],[s17587,s19180,s15039,s16663,s19179,s12190,s19349,s4963,s19079,s16035,s12976,s19589])).
% 13.33/2.55 cnf(s19596, plain, spl0_290 | spl0_202 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16090,s13819,s5684,s15050,s12190,s12692,s4963,s14875,s19079,s13313,s19179,s15039,s12171,s17587,s19180,s19592,s19595,s15009,s19594,s16603,s4936,s16675,s18877,s19589,s19585])).
% 13.33/2.55 cnf(s19597, plain, ~spl0_328 | ~spl0_239 | ~spl0_224 | ~spl0_201 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16057,s16038,s16276,s12166,s19180,s16094,s15039,s16663,s5684,s19179,s17625,s19349,s4963,s19079,s16035,s12976,s5712,s16067,s4936,s16675])).
% 13.33/2.55 cnf(s19598, plain, ~spl0_246 | spl0_328 | ~spl0_224 | ~spl0_201 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s19349,s19179,s19079,s16618,s14859,s4963,s16644,s17620,s16658,s16663,s4936,s16675])).
% 13.33/2.55 cnf(s19599, plain, spl0_294 | spl0_189 | spl0_328 | ~spl0_239 | ~spl0_224 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16054,s12166,s16057,s12171,s16276,s13819,s16094,s16073,s15050,s5684,s16689,s17625,s17621,s5712,s16067,s4936,s16675])).
% 13.33/2.55 cnf(s19600, plain, ~spl0_239 | ~spl0_224 | spl0_202 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s16625,s16658,s16194,s5684,s16098,s16094,s16276,s16057,s16038,s3445,s19179,s13034,s19349,s19079,s14859,s4963,s19599,s19180,s19598,s19597,s5712,s16067,s18877,s19585])).
% 13.33/2.55 cnf(s19601, plain, ~spl0_328 | ~spl0_238 | ~spl0_224 | ~spl0_201 | spl0_293 | spl0_245 | spl0_298, inference(rat,[],[s17587,s19180,s15039,s16663,s19179,s17625,s19349,s4963,s19079,s16035,s12976])).
% 13.33/2.55 cnf(s19602, plain, spl0_202 | ~spl0_80 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s13819,s16073,s15050,s5684,s16689,s17625,s17621,s4963,s14875,s19079,s13313,s19179,s15039,s12171,s17587,s19180,s19598,s19601,s15009,s19600,s14561,s16461,s3862,s19596,s18877,s4936,s16675,s18907,s5015,s16566,s19585])).
% 13.33/2.55 cnf(s19603, plain, ~spl0_300 | spl0_214 | spl0_90, inference(rat,[],[s16460,s3862,s14561,s16692,s15043,s19589])).
% 13.33/2.55 cnf(s19604, plain, spl0_297 | spl0_294 | spl0_293 | spl0_214 | spl0_245 | spl0_90 | spl0_298, inference(rat,[],[s16460,s3862,s14561,s12190,s17620,s19589])).
% 13.33/2.55 cnf(s19605, plain, ~spl0_239 | ~spl0_80 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s16460,s14561,s3862,s19599,s19593,s16600,s19180,s16663,s19604,s4963,s15040,s16441,s19603,s14903,s18219,s19602,s5015,s16566,s18907,s4936,s16675,s19588])).
% 13.33/2.55 cnf(s19606, plain, ~spl0_80 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s16460,s14561,s3862,s17621,s12692,s16689,s15051,s13819,s12171,s17587,s15009,s19605,s19180,s16073,s16663,s5684,s19604,s4963,s16600,s15040,s16441,s19603,s14903,s18219,s19602,s5015,s16566,s18907,s4936,s16675,s19589,s19588])).
% 13.33/2.55 cnf(s19607, plain, ~spl0_37 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s17587,s15009,s12171,s19593,s13819,s19180,s16073,s16663,s5684,s15050,s12190,s12692,s4963,s16600,s15040,s16441,s14903,s18219,s19596,s5015,s18906,s14561,s16692,s17622,s3862,s18151,s17425,s19118,s4936,s16675,s19589,s19588])).
% 13.33/2.55 cnf(s19608, plain, spl0_118 | spl0_37 | spl0_115 | spl0_141 | ~spl0_222 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s19339,s18959,s19104,s15780,s18826,s19510,s19175,s15259,s18832,s17570,s19089,s19507,s19030,s19130,s13033,s14831])).
% 13.33/2.55 cnf(s19609, plain, ~spl0_248 | spl0_146 | spl0_58, inference(rat,[],[s18764,s18744,s18758,s19169,s15780,s19168,s18958,s19339,s19104,s18826])).
% 13.33/2.55 cnf(s19610, plain, spl0_37 | spl0_115 | spl0_95 | spl0_141 | ~spl0_222 | spl0_281 | spl0_58, inference(rat,[],[s19275,s15537,s19141,s19086,s19130,s12158,s19030,s18930,s19089,s18832,s19175,s19609,s19170,s19133,s19608])).
% 13.33/2.55 cnf(s19611, plain, spl0_245 | spl0_141 | spl0_90 | ~spl0_222 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s19610,s19607,s19131,s19606])).
% 13.33/2.55 cnf(s19612, plain, spl0_294 | spl0_314 | spl0_293 | spl0_214 | spl0_90, inference(rat,[],[s16460,s14561,s3862,s17621,s12692,s16689,s19589])).
% 13.33/2.55 cnf(s19613, plain, ~spl0_80 | spl0_66 | spl0_90 | spl0_68 | spl0_321, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s16098,s19180,s16194,s16618,s15039,s19179,s19349,s16441,s19079,s16035,s15040,s14859,s4963,s19612,s15426,s15393,s14218,s5015,s19603,s19033,s16566,s18907,s19588])).
% 13.33/2.55 cnf(s19614, plain, spl0_141 | spl0_90 | ~spl0_222 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s16098,s19180,s16194,s16618,s15039,s19179,s19349,s16441,s19079,s16035,s15040,s14859,s4963,s12692,s15426,s15393,s5015,s14218,s18906,s19308,s14561,s16692,s17622,s3862,s18151,s17425,s19118,s19610,s19131,s19613,s18437,s1118,s19611,s5712,s16067,s19314,s19588,s19589])).
% 13.33/2.55 cnf(s19615, plain, ~spl0_328 | spl0_293 | spl0_77 | spl0_66 | spl0_90 | spl0_68, inference(rat,[],[s15429,s14218,s16689,s19308,s16695,s19603,s16441,s19349,s4963,s19079,s16035,s12976,s16600,s19588])).
% 13.33/2.55 cnf(s19616, plain, spl0_293 | spl0_332 | spl0_77 | spl0_200 | spl0_66 | spl0_90 | spl0_68, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s19612,s19603,s19308,s14218,s15373,s15051,s13819,s19615,s19588])).
% 13.33/2.55 cnf(s19617, plain, spl0_332 | spl0_77 | spl0_68 | spl0_200 | spl0_66 | spl0_90, inference(rat,[],[s19349,s19079,s16441,s12976,s16600,s13819,s15393,s14218,s19603,s18528,s18906,s5015,s19616,s19588])).
% 13.33/2.55 cnf(s19618, plain, spl0_90 | ~spl0_222 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s19617,s16098,s19179,s12853,s15039,s12171,s16057,s18437,s17587,s15011,s1118,s19180,s15009,s19590,s11881,s16686,s4972,s15035,s774,s19614,s16067,s19314])).
% 13.33/2.55 cnf(s19619, plain, ~spl0_35 | spl0_256 | spl0_58, inference(rat,[],[s19167,s19609,s14519,s19175,s19116,s18832,s19089,s19030,s19010])).
% 13.33/2.55 cnf(s19620, plain, spl0_293 | spl0_245 | spl0_290 | ~spl0_308, inference(rat,[],[s17587,s15009,s12171,s19593,s13819,s19180,s16073,s15050,s16663,s5684,s12692,s12190,s4963,s16600,s15040,s16441,s14903,s18219,s19596,s4936,s16675,s16692,s19589,s19588])).
% 13.33/2.55 cnf(s19621, plain, ~spl0_114 | spl0_108 | spl0_58, inference(rat,[],[s18832,s19089,s19175,s18930,s19609,s12158,s19170])).
% 13.33/2.55 cnf(s19622, plain, ~spl0_222 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s16098,s19180,s16194,s16618,s15039,s19179,s19349,s16441,s19079,s16035,s15040,s14859,s4963,s12692,s15426,s15393,s14218,s18437,s1118,s19620,s5015,s19033,s16566,s19131,s19108,s19133,s19621,s16692,s3862,s17425,s19118,s19141,s19130,s19619,s19086,s19275,s15357,s14659,s19618,s18727,s19314,s18721,s5712,s16067,s19588,s19589])).
% 13.33/2.55 cnf(s19623, plain, ~spl0_62 | spl0_118 | spl0_150 | spl0_141 | spl0_115 | spl0_37 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s19619,s19130,s15281,s12606,s12704,s1597,s11963,s15717,s18892,s15269,s15256])).
% 13.33/2.55 cnf(s19624, plain, ~spl0_248 | spl0_62 | spl0_222 | spl0_58, inference(rat,[],[s18579,s15780,s13609,s18958,s16538,s19339,s19167,s19104,s19609,s18826])).
% 13.33/2.55 cnf(s19625, plain, spl0_62 | spl0_37 | spl0_222 | spl0_58, inference(rat,[],[s19275,s19141,s15537,s19130,s19391,s19030,s18930,s19089,s18832,s19175,s19624])).
% 13.33/2.55 cnf(s19626, plain, spl0_118 | spl0_65 | spl0_67 | ~spl0_62 | spl0_141 | spl0_115 | spl0_37 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s19619,s15281,s19130,s14528,s14516,s15187,s14176,s15985,s15891,s19623])).
% 13.33/2.55 cnf(s19627, plain, ~spl0_114 | spl0_37 | spl0_58, inference(rat,[],[s19130,s19030,s19141,s19089,s19275,s18832,s15537,s19175,s19086,s19609,s19621,s19170])).
% 13.33/2.55 cnf(s19628, plain, ~spl0_300 | spl0_294 | spl0_293 | ~spl0_62 | spl0_141 | spl0_115 | spl0_37 | spl0_90 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s1724,s15408,s19626,s16689,s19308,s16695,s19603,s19133,s19627])).
% 13.33/2.55 cnf(s19629, plain, ~spl0_224 | ~spl0_201 | ~spl0_328 | spl0_293 | spl0_245 | ~spl0_308, inference(rat,[],[s19264,s19601,s19600,s4936,s16675,s18219,s14903])).
% 13.33/2.55 cnf(s19630, plain, ~spl0_328 | spl0_293 | spl0_245 | spl0_90 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s19180,s16094,s16663,s5684,s14802,s14721,s1724,s19626,s19308,s14561,s19629,s15039,s19179,s19349,s16441,s19628,s4963,s19079,s16035,s12976,s16600,s5712,s16067,s4936,s16675,s19131,s19606,s774,s15024,s4972,s19590,s19625,s19622,s19133,s19627,s19607,s16461,s3862,s19620,s19588])).
% 13.33/2.55 cnf(s19631, plain, spl0_214 | spl0_294 | spl0_328 | spl0_293 | spl0_245 | spl0_90 | ~spl0_308, inference(rat,[],[s17587,s15009,s12171,s19599,s13819,s19180,s16073,s15050,s16663,s5684,s19612,s19604,s14561,s4936,s16675,s16461,s3862,s19620])).
% 13.33/2.55 cnf(s19632, plain, ~spl0_288 | spl0_328 | spl0_245 | ~spl0_308, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s12171,s13819,s19180,s16094,s16073,s16663,s5684,s14802,s15393,s14721,s5712,s16067,s4936,s16675])).
% 13.33/2.55 cnf(s19633, plain, spl0_293 | spl0_245 | spl0_90 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s17587,s15009,s15039,s19600,s19179,s19180,s18219,s19349,s19598,s14903,s16441,s19079,s15040,s14859,s4963,s19631,s14561,s19603,s19308,s19626,s1724,s19632,s19630,s16461,s3862,s19620,s19131,s19606,s774,s15024,s4972,s19590,s19625,s19622,s19133,s19627,s19607,s19588])).
% 13.33/2.55 cnf(s19634, plain, spl0_245 | spl0_90 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s16276,s15009,s16057,s17587,s16038,s15039,s3445,s19179,s12856,s19349,s14903,s19180,s16094,s19079,s16441,s16663,s5684,s12976,s16600,s14802,s19632,s14721,s1724,s19626,s19603,s18528,s18906,s5015,s19633,s19133,s19627,s19625,s774,s15024,s19131,s4972,s19607,s19606,s19590,s5712,s16067,s4936,s16675,s19622,s19588])).
% 13.33/2.55 cnf(s19635, plain, ~spl0_62 | spl0_141 | spl0_338 | spl0_150 | spl0_281 | spl0_95, inference(rat,[],[s11963,s12604,s15717,s18892,s15269,s15256])).
% 13.33/2.55 cnf(s19636, plain, ~spl0_37 | spl0_214 | spl0_90, inference(rat,[],[s17622,s14561,s3862,s18151,s17425,s19118,s19589])).
% 13.33/2.55 cnf(s19637, plain, ~spl0_328 | spl0_77 | spl0_300, inference(rat,[],[s19349,s19079,s16441,s12976,s16600,s19588])).
% 13.33/2.55 cnf(s19638, plain, ~spl0_80 | spl0_150 | spl0_66 | spl0_90 | spl0_222 | spl0_281 | spl0_58 | spl0_95 | spl0_337, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s19612,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19635,s19625,s19636,s12590,s5015,s19603,s19613,s16566,s18907,s5712,s19588])).
% 13.33/2.55 cnf(s19639, plain, spl0_37 | spl0_141 | spl0_115 | spl0_150 | spl0_222 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s19133,s19623,s19627,s19625])).
% 13.33/2.55 cnf(s19640, plain, ~spl0_68 | spl0_141 | spl0_115 | spl0_150 | spl0_222 | spl0_281 | spl0_58 | spl0_95, inference(rat,[],[s13609,s12159,s14968,s19170,s19133,s14528,s15281,s19391,s18930,s19089,s18832,s19175,s19624,s19635,s15187,s12590])).
% 13.33/2.55 cnf(s19641, plain, spl0_141 | spl0_115 | spl0_150 | spl0_66 | spl0_90 | spl0_222 | spl0_281 | spl0_58 | spl0_95 | spl0_321, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s16098,s19180,s16194,s16618,s15039,s19179,s19349,s16441,s19079,s16035,s15040,s14859,s4963,s12692,s15426,s15393,s14218,s19640,s5015,s16692,s18906,s19308,s3862,s19636,s17425,s19118,s19639,s19588,s19589])).
% 13.33/2.55 cnf(s19642, plain, spl0_37 | spl0_70 | spl0_115 | spl0_58, inference(rat,[],[s19619,s15281,s19130,s14521,s14189,s19133,s19627])).
% 13.33/2.55 cnf(s19643, plain, spl0_90 | spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s15051,s13819,s19637,s5015,s16692,s18906,s3862,s19636,s17425,s19118,s19642,s18727,s15187,s19617,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19641,s19131,s19638,s15891,s18437,s15527,s1118,s19634,s5712,s16067,s19622,s19588,s19589])).
% 13.33/2.55 cnf(s19644, plain, spl0_62 | spl0_256 | spl0_222 | spl0_58, inference(rat,[],[s19089,s18832,s18930,s19175,s19391,s19624])).
% 13.33/2.55 cnf(s19645, plain, ~spl0_288 | spl0_293 | spl0_290 | spl0_321, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s16098,s19180,s16194,s16618,s15039,s19179,s19349,s16441,s19079,s16035,s15040,s14859,s4963,s12692,s15426,s15393,s16692,s19588,s19589])).
% 13.33/2.55 cnf(s19646, plain, ~spl0_80 | ~spl0_62 | spl0_290 | spl0_281 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19635,s12590,s14218,s19645,s15891,s18437,s15527,s1118,s19620,s5015,s19033,s16566,s5712,s16067,s16692,s19588,s19589])).
% 13.33/2.55 cnf(s19647, plain, ~spl0_125 | spl0_68 | spl0_290 | ~spl0_308, inference(rat,[],[s16276,s16057,s15009,s16038,s17587,s12166,s15039,s19180,s16094,s19179,s16663,s5684,s19637,s14802,s19632,s14721,s14218,s18528,s5015,s19620,s1118,s15985,s15531,s5712,s16067,s4936,s16675,s16692,s19589])).
% 13.33/2.55 cnf(s19648, plain, spl0_281 | spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s5015,s18534,s14176,s18437,s1724,s1118,s15373,s15051,s11875,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19635,s15891,s19647,s14627,s15187,s14495,s18727,s16443,s19110,s19131,s19646,s19644,s16692,s3862,s17425,s19118,s19141,s19133,s19130,s19621,s19619,s19086,s19275,s15357,s14659,s19643,s19622,s16067,s19588,s19589])).
% 13.33/2.55 cnf(s19649, plain, spl0_58 | spl0_95 | ~spl0_308, inference(rat,[],[s14218,s15187,s19645,s14528,s5015,s19131,s18437,s18906,s19308,s18907,s1118,s3862,s19636,s19607,s17425,s19118,s19141,s19275,s15281,s15537,s15351,s19130,s19382,s19030,s18930,s19089,s18832,s19175,s18827,s19104,s19339,s19133,s18959,s19170,s15780,s19379,s18647,s19648,s5712,s16067])).
% 13.33/2.55 cnf(s19650, plain, ~spl0_80 | spl0_281 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s19612,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19552,s12590,s19613,s15891,s18437,s15527,s1118,s5015,s19603,s19606,s16566,s18907,s5712,s16067,s19649,s19588])).
% 13.33/2.55 cnf(s19651, plain, spl0_118 | spl0_150 | spl0_151 | spl0_62 | spl0_148 | spl0_37 | spl0_115, inference(rat,[],[s19545,s19130,s15281,s12606,s12704,s15890])).
% 13.33/2.55 cnf(s19652, plain, spl0_256 | spl0_150 | ~spl0_96 | spl0_282 | spl0_37 | spl0_115, inference(rat,[],[s18832,s19175,s19089,s11970,s18930,s19130,s19342,s19545,s19086,s19316,s12142,s18764,s14900,s13609,s14968,s15890,s19170,s19133,s19651,s18892,s14789,s15259,s1597])).
% 13.33/2.55 cnf(s19653, plain, spl0_150 | ~spl0_96 | spl0_282 | spl0_37 | spl0_115, inference(rat,[],[s19339,s19104,s19168,s18826,s19169,s19175,s16747,s18832,s19089,s19030,s19130,s19141,s19275,s15537,s19652,s18764,s14900,s13609,s14968,s19170,s19133,s19651,s15890,s1597,s15259,s18892,s14789])).
% 13.33/2.55 cnf(s19654, plain, spl0_68 | ~spl0_328 | spl0_293 | spl0_245 | spl0_66 | spl0_90 | ~spl0_308, inference(rat,[],[s16276,s16057,s15009,s16038,s17587,s12166,s19180,s16094,s16663,s5684,s14802,s14721,s14218,s19308,s14561,s19629,s18877,s15039,s19354,s19179,s19615,s5712,s16067,s4936,s16675,s16461,s3862,s19620,s19585])).
% 13.33/2.55 cnf(s19655, plain, spl0_118 | ~spl0_68 | spl0_62 | spl0_37 | spl0_115, inference(rat,[],[s19545,s19130,s15281,s14516,s14528,s15187,s19310])).
% 13.33/2.55 cnf(s19656, plain, spl0_36 | spl0_72 | spl0_146, inference(rat,[],[s19339,s19104,s19168,s18826,s19169,s19175,s16747,s18832])).
% 13.33/2.55 cnf(s19657, plain, ~spl0_68 | spl0_62 | spl0_37 | spl0_115, inference(rat,[],[s19275,s15537,s19141,s19086,s19130,s19342,s19030,s18930,s19089,s19656,s12142,s18764,s14900,s13609,s14968,s19170,s19316,s19133,s19655,s19310])).
% 13.33/2.55 cnf(s19658, plain, spl0_293 | spl0_245 | spl0_68 | spl0_66 | spl0_90 | ~spl0_308, inference(rat,[],[s19264,s17587,s15039,s19600,s19180,s19179,s18219,s19598,s19349,s14903,s16441,s19079,s15040,s14859,s4963,s19631,s14561,s19603,s19308,s14218,s19632,s19654,s16461,s3862,s19620,s19588])).
% 13.33/2.55 cnf(s19659, plain, spl0_245 | spl0_68 | spl0_66 | spl0_90 | ~spl0_308, inference(rat,[],[s16276,s16057,s15009,s16038,s17587,s12166,s15039,s19180,s16094,s19179,s16663,s5684,s19637,s14802,s19632,s14721,s14218,s19603,s18528,s18906,s5015,s19658,s5712,s16067,s4936,s16675])).
% 13.33/2.55 cnf(s19660, plain, spl0_141 | spl0_37 | spl0_281 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s1118,s15531,s19659,s19657,s15985,s15891,s19653,s15259,s15717,s11968,s11979,s19053,s19649,s19131,s19650])).
% 13.33/2.55 cnf(s19661, plain, spl0_37 | spl0_281 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s17586,s14660,s11942,s12604,s15717,s18892,s15269,s15256,s19657,s12590,s19617,s16098,s19179,s12853,s15891,s15039,s12171,s16057,s18437,s15527,s17587,s15011,s1118,s19180,s15009,s19590,s11881,s16686,s4972,s15035,s774,s19660,s16067,s19649,s19131,s19650])).
% 13.33/2.55 cnf(s19662, plain, spl0_281 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19552,s12590,s14218,s19645,s15891,s5015,s18437,s15527,s16692,s18906,s19308,s1118,s3862,s19636,s19607,s17425,s19118,s19661,s5712,s16067,s19649,s19588,s19589])).
% 13.33/2.55 cnf(s19663, plain, spl0_118 | ~spl0_222 | spl0_115 | spl0_37 | spl0_72, inference(rat,[],[s19167,s14519,s19656,s19116,s19089,s19030,s19010,s15281,s19130,s16791,s13033])).
% 13.33/2.55 cnf(s19664, plain, ~spl0_114 | spl0_37 | spl0_72, inference(rat,[],[s19275,s15537,s19141,s19086,s19130,s19505,s19030,s18930,s19089,s19656,s19170])).
% 13.33/2.55 cnf(s19665, plain, ~spl0_61 | spl0_37 | spl0_72, inference(rat,[],[s19275,s15537,s19141,s19086,s19130,s19342,s19030,s18930,s19089,s19656,s12142,s19167,s18952,s16538])).
% 13.33/2.55 cnf(s19666, plain, ~spl0_66 | spl0_37 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19167,s14519,s19656,s19116,s19089,s19030,s19010,s15281,s19130,s12704,s12606,s18892,s15256,s13609,s19663,s1597,s11968,s774,s15024,s19131,s4972,s19606,s19590,s1118,s15891,s18437,s15985,s19053,s19649,s15718,s19133,s19664,s19665,s18764,s15151,s19662])).
% 13.33/2.55 cnf(s19667, plain, ~spl0_80 | spl0_37 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s19612,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s11968,s12604,s18892,s15256,s15891,s13609,s15527,s19310,s12590,s1118,s5015,s19603,s19613,s19606,s16566,s18907,s5712,s16067,s19053,s19649,s15718,s19665,s18764,s15151,s19662,s19666,s19588])).
% 13.33/2.55 cnf(s19668, plain, spl0_266 | spl0_115 | spl0_37 | spl0_72, inference(rat,[],[s19167,s14519,s19656,s19116,s19089,s19030,s19010,s19130,s15281,s14516,s14528,s19133,s19664])).
% 13.33/2.55 cnf(s19669, plain, spl0_148 | spl0_150 | spl0_151 | spl0_115 | spl0_37 | spl0_72, inference(rat,[],[s19167,s14519,s19656,s19116,s19089,s19030,s19010,s15281,s19130,s12704,s12606,s19133,s19664])).
% 13.33/2.55 cnf(s19670, plain, spl0_37 | spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19617,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s11968,s1597,s19669,s15891,s15527,s1118,s19659,s15187,s19668,s18892,s15256,s13609,s19663,s19131,s19667,s19666,s19665,s19133,s19664,s16067,s19053,s19649,s15718,s18764,s15151,s19662])).
% 13.33/2.55 cnf(s19671, plain, ~spl0_61 | spl0_266 | spl0_115 | spl0_72, inference(rat,[],[s19410,s18930,s19086,s19089,s15281,s19656,s14528,s19167,s19133,s16538,s14973])).
% 13.33/2.55 cnf(s19672, plain, spl0_90 | spl0_95 | ~spl0_308, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s11968,s12604,s18892,s15256,s13609,s19671,s19310,s15187,s12590,s14218,s19645,s15891,s5015,s19131,s18437,s15527,s16692,s18906,s19308,s18907,s1118,s3862,s19636,s19607,s17425,s19118,s19670,s18764,s15718,s15151,s19662,s5712,s16067,s19053,s19649,s19588,s19589])).
% 13.33/2.55 cnf(s19673, plain, ~spl0_66 | spl0_338 | spl0_293 | ~spl0_35 | spl0_95 | ~spl0_308, inference(rat,[],[s5684,s16094,s16693,s4963,s12853,s19637,s16035,s16057,s11875,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19552,s19353,s1118,s15891,s19518,s18437,s15985,s16067,s4936,s16675,s19649,s18952,s19342,s19086,s15155,s14900,s18764,s19656,s19167,s14519,s19116,s19010,s15357,s19672,s19089,s19030])).
% 13.33/2.55 cnf(s19674, plain, spl0_245 | ~spl0_288 | spl0_293 | ~spl0_308, inference(rat,[],[s16057,s16276,s16038,s15009,s12166,s17587,s15039,s19179,s19637,s16695,s19180,s16094,s4963,s16663,s5684,s16035,s14802,s19632,s5712,s16067,s4936,s16675,s14721,s16689,s15426])).
% 13.33/2.55 cnf(s19675, plain, ~spl0_222 | ~spl0_80 | ~spl0_35 | spl0_95 | ~spl0_308, inference(rat,[],[s16695,s4963,s19637,s16035,s13819,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s19552,s15891,s15527,s1118,s19674,s16689,s15426,s15393,s14218,s19673,s19314,s14850,s16067,s19649,s15155,s18764,s19656,s19167,s14519,s19116,s19010,s15357,s19672,s19089,s19030,s19033,s5015,s16566])).
% 13.33/2.55 cnf(s19676, plain, spl0_245 | spl0_316 | spl0_293 | ~spl0_308, inference(rat,[],[s16693,s4963,s19637,s16035,s11875,s4936,s16675,s19179,s15039,s17587,s19180,s11881,s5684,s16094,s12853,s16057,s15011,s15009,s16686,s16067])).
% 13.33/2.55 cnf(s19677, plain, ~spl0_80 | ~spl0_35 | spl0_95 | ~spl0_308, inference(rat,[],[s16695,s4963,s19637,s16035,s16689,s13819,s15426,s15393,s14218,s12551,s12604,s15891,s18437,s15527,s1118,s19676,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s14674,s15035,s17586,s774,s11942,s11979,s15717,s18892,s15269,s15256,s19545,s19675,s5015,s19033,s16566,s16067,s19649,s15155,s18764,s19656,s19167,s14519,s19116,s19010,s15357,s19672,s19089,s19030])).
% 13.33/2.55 cnf(s19678, plain, ~spl0_35 | spl0_95 | ~spl0_308, inference(rat,[],[s14723,s14802,s14218,s5684,s18528,s16094,s5015,s12853,s19676,s16057,s1118,s15011,s15985,s15531,s15009,s15891,s16686,s12604,s4972,s14674,s15035,s17586,s774,s11942,s11979,s15717,s18892,s15269,s15256,s19545,s14627,s15187,s18722,s14495,s18727,s16443,s19110,s19131,s19677,s15155,s18764,s19133,s19656,s19316,s19167,s19342,s14519,s19116,s19089,s19030,s19010,s16067,s4936,s16675,s19649,s19086,s15357,s19672])).
% 13.33/2.55 cnf(s19679, plain, spl0_316 | spl0_293 | spl0_290 | spl0_337, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s12692,s15051,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s16692,s19588,s19589])).
% 13.33/2.55 cnf(s19680, plain, ~spl0_80 | spl0_95 | ~spl0_308, inference(rat,[],[s13609,s19410,s15258,s18930,s18764,s18892,s19089,s15718,s15151,s12604,s19539,s19552,s11968,s774,s15024,s4972,s19679,s19310,s12590,s14176,s15891,s18437,s15527,s1724,s1118,s19645,s19620,s5015,s19033,s16566,s5712,s16067,s19053,s19649,s19086,s15357,s3862,s17425,s19118,s19141,s19130,s19678,s19275,s14659,s19672])).
% 13.33/2.55 cnf(s19681, plain, spl0_316 | spl0_245 | spl0_300 | ~spl0_308, inference(rat,[],[s19637,s11875,s19353,s19180,s11889,s11881,s16067])).
% 13.33/2.55 cnf(s19682, plain, spl0_281 | spl0_141 | spl0_150 | spl0_115 | ~spl0_90 | ~spl0_58 | spl0_95, inference(rat,[],[s18764,s14900,s19505,s13609,s18930,s14968,s19089,s19133,s18832,s19107,s19175,s18892,s12086,s15259,s14789,s15717,s14850,s11979,s19552,s19086,s15357,s1597,s11968,s19053])).
% 13.33/2.55 cnf(s19683, plain, ~spl0_222 | spl0_141 | spl0_150 | spl0_115 | ~spl0_90 | ~spl0_58 | spl0_95, inference(rat,[],[s18932,s19505,s19089,s19133,s18832,s19108,s19175,s18727,s12038,s18721,s19086,s15357,s18764,s15151,s19682])).
% 13.33/2.55 cnf(s19684, plain, ~spl0_61 | spl0_72 | spl0_108, inference(rat,[],[s19089,s19656,s18930,s19167,s19410,s16538])).
% 13.33/2.55 cnf(s19685, plain, ~spl0_66 | spl0_95 | ~spl0_308, inference(rat,[],[s19089,s18930,s19656,s19505,s19170,s19133,s19107,s18892,s15256,s13609,s19684,s19683,s18764,s15718,s15151,s19682,s1597,s11968,s774,s15024,s4972,s19681,s1118,s15891,s18437,s15985,s19053,s19649,s19086,s15357,s16692,s3862,s17425,s19118,s19141,s19130,s19678,s19275,s14659,s19672,s19131,s19680,s19589])).
% 13.33/2.55 cnf(s19686, plain, ~spl0_222 | spl0_95 | ~spl0_308, inference(rat,[],[s13819,s19637,s16098,s15393,s19179,s12853,s14218,s15039,s12171,s16057,s18528,s17587,s15011,s5015,s19180,s15009,s19679,s11881,s16686,s4972,s15035,s774,s19683,s15891,s19647,s19314,s16067,s19649,s16692,s3862,s17425,s19118,s19141,s19130,s19678,s19275,s14659,s19672,s19131,s19680,s19685,s19589])).
% 13.33/2.55 cnf(s19687, plain, spl0_141 | spl0_150 | spl0_222 | spl0_115 | ~spl0_90 | ~spl0_58 | spl0_95, inference(rat,[],[s19089,s18930,s19656,s19505,s19170,s19133,s19107,s18892,s15256,s13609,s19684,s18764,s15718,s15151,s1597,s19682,s11968,s19053,s19086,s15357])).
% 13.33/2.55 cnf(s19688, plain, spl0_72 | ~spl0_114 | spl0_108, inference(rat,[],[s19089,s18930,s19656,s19505,s19170])).
% 13.33/2.55 cnf(s19689, plain, spl0_150 | spl0_222 | spl0_66 | spl0_115 | spl0_290 | ~spl0_90 | ~spl0_58 | spl0_95 | spl0_337, inference(rat,[],[s11942,s15155,s17586,s14660,s12604,s15717,s18892,s15269,s15256,s13609,s14900,s18764,s19688,s14968,s19133,s19108,s18727,s15187,s12590,s14218,s15373,s13819,s19637,s16098,s19179,s12853,s15039,s12171,s16057,s18528,s17587,s15011,s5015,s19180,s15009,s19679,s11881,s16686,s4972,s15035,s774,s19687,s19086,s15357,s16692,s19589])).
% 13.33/2.55 cnf(s19690, plain, spl0_95 | ~spl0_308, inference(rat,[],[s15272,s15717,s13609,s11979,s14900,s15155,s18764,s19688,s14968,s774,s19133,s15024,s19108,s4972,s18727,s19681,s15187,s1118,s19647,s15531,s15891,s19689,s19686,s19685,s19131,s19680,s16692,s3862,s17425,s19118,s19141,s19130,s19678,s19086,s19275,s15357,s14659,s19672,s19649,s16067,s19589])).
% 13.33/2.55 cnf(s19691, plain, ~spl0_281 | spl0_222 | spl0_37 | spl0_62, inference(rat,[],[s19665,s13609,s18764,s15718,s15151])).
% 13.33/2.55 cnf(s19692, plain, spl0_90 | ~spl0_80 | ~spl0_308, inference(rat,[],[s4963,s15040,s19612,s16441,s15051,s14903,s13819,s18219,s19637,s16098,s11983,s19179,s12853,s14561,s15039,s12171,s16057,s16461,s17587,s15011,s3862,s19180,s15009,s19679,s11881,s16686,s4972,s15035,s774,s12009,s19691,s14686,s19625,s12604,s19310,s12590,s19613,s15891,s18437,s15527,s1118,s19636,s19603,s19606,s5712,s16067,s15832,s15717,s15707,s18892,s15936,s19690,s18907,s5015,s16566,s19588])).
% 13.33/2.55 cnf(s19693, plain, ~spl0_66 | spl0_338 | ~spl0_80 | ~spl0_308, inference(rat,[],[s19656,s19167,s18764,s14519,s15151,s19116,s12009,s19089,s19619,s19030,s19010,s19130,s19141,s774,s19118,s15024,s17408,s4972,s3862,s14686,s19676,s19620,s12604,s1118,s15891,s18437,s15985,s15717,s15707,s18892,s15936,s19690,s5015,s16566,s15357,s19275,s14659,s19692])).
% 13.33/2.55 cnf(s19694, plain, ~spl0_222 | ~spl0_80 | ~spl0_308, inference(rat,[],[s16695,s4963,s19637,s16035,s13819,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s12009,s15155,s18764,s19656,s19167,s14519,s19116,s19089,s19619,s19030,s19010,s14686,s19130,s12604,s19141,s15891,s19118,s15527,s17408,s1118,s3862,s16689,s19674,s19645,s15426,s15393,s14218,s19693,s19314,s14850,s5712,s16067,s15717,s15707,s18892,s15936,s19690,s19033,s5015,s16566,s15357,s19275,s14659,s19692])).
% 13.33/2.55 cnf(s19695, plain, ~spl0_80 | ~spl0_308, inference(rat,[],[s19684,s13609,s18764,s15718,s15151,s12009,s14686,s12604,s12590,s774,s14218,s15891,s15024,s18437,s15527,s4972,s1118,s19679,s19645,s19620,s3862,s17425,s19118,s19141,s19130,s19545,s19644,s19694,s19086,s19275,s15357,s14659,s19692,s5015,s19033,s16566,s5712,s16067,s15832,s15717,s15707,s18892,s15936,s19690])).
% 13.33/2.55 cnf(s19696, plain, spl0_58 | spl0_245 | spl0_70 | ~spl0_308, inference(rat,[],[s19621,s19133,s19086,s19108,s15357,s19607,s19642,s19131,s19695])).
% 13.33/2.55 cnf(s19697, plain, spl0_72 | spl0_245 | spl0_266 | ~spl0_308, inference(rat,[],[s19688,s19133,s19086,s19108,s15357,s19607,s19668,s19131,s19695,s18727])).
% 13.33/2.55 cnf(s19698, plain, ~spl0_66 | ~spl0_222 | ~spl0_308, inference(rat,[],[s19117,s19089,s19342,s19030,s19010,s19130,s19141,s19118,s17408,s19316,s3862,s19133,s19086,s19275,s16692,s19108,s15357,s14659,s19681,s19590,s4972,s15035,s774,s12009,s15155,s18764,s19697,s19696,s14686,s12604,s1118,s15891,s18437,s15985,s15717,s15707,s18892,s15936,s19690,s19131,s19695,s14850,s18727,s18721,s19589])).
% 13.33/2.55 cnf(s19699, plain, spl0_90 | spl0_141 | spl0_281 | ~spl0_222 | ~spl0_308, inference(rat,[],[s19645,s5015,s14218,s18906,s19308,s3862,s19636,s17425,s19118,s19642,s12009,s14686,s12604,s15891,s15527,s1118,s19659,s5712,s16067,s15717,s15707,s18892,s15936,s19690,s19131,s19695,s14850,s19314,s18727,s18721,s19698])).
% 13.33/2.55 cnf(s19700, plain, spl0_141 | spl0_281 | ~spl0_222 | ~spl0_308, inference(rat,[],[s19117,s19089,s19342,s19030,s19010,s19130,s19141,s19118,s17408,s3862,s19647,s15891,s12604,s14686,s12009,s19621,s19316,s19133,s19086,s19275,s19108,s15357,s14659,s19699,s15717,s15707,s18892,s15936,s19690,s19131,s19695,s14850,s19314,s18727,s18721])).
% 13.33/2.55 cnf(s19701, plain, ~spl0_35 | spl0_215 | spl0_108, inference(rat,[],[s19117,s19089,s19342,s19030,s19010])).
% 13.33/2.55 cnf(s19702, plain, spl0_316 | ~spl0_222 | ~spl0_308, inference(rat,[],[s14218,s15373,s18528,s13819,s5015,s19637,s19679,s16692,s3862,s17425,s19118,s19141,s19130,s19701,s19316,s19133,s19086,s19275,s19108,s15357,s14659,s19617,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s16067,s19131,s19695,s19314,s18727,s18721,s19698,s19589])).
% 13.33/2.55 cnf(s19703, plain, ~spl0_214 | spl0_290 | spl0_66 | spl0_68 | spl0_321, inference(rat,[],[s19645,s5015,s14218,s18906,s19308])).
% 13.33/2.55 cnf(s19704, plain, ~spl0_222 | ~spl0_308, inference(rat,[],[s19688,s19133,s19086,s19108,s15357,s19636,s19703,s3862,s17425,s19118,s19668,s18764,s15151,s19700,s774,s15024,s4972,s19702,s19698,s18727,s19314,s18721,s5712,s16067,s19131,s19695])).
% 13.33/2.55 cnf(s19705, plain, ~spl0_66 | spl0_37 | spl0_90 | ~spl0_308, inference(rat,[],[s13609,s14968,s14900,s19133,s18764,s19651,s19669,s1597,s14686,s12009,s774,s15024,s4972,s19590,s1118,s15891,s18437,s15985,s15717,s15707,s18892,s15936,s19131,s19695,s19625,s19691,s19704,s15832,s19690])).
% 13.33/2.55 cnf(s19706, plain, spl0_148 | spl0_150 | spl0_37 | ~spl0_308, inference(rat,[],[s13609,s14968,s14900,s19133,s18764,s19651,s19669,s15832,s18892,s15936,s19690,s19131,s19695,s19704])).
% 13.33/2.55 cnf(s19707, plain, spl0_37 | spl0_90 | ~spl0_308, inference(rat,[],[s19617,s16098,s19179,s12853,s15039,s12171,s16057,s17587,s15011,s19180,s15009,s11881,s16686,s4972,s15035,s774,s12009,s14686,s1597,s19706,s15891,s15527,s1118,s19659,s19705,s19691,s19625,s19657,s16067,s15832,s15717,s15707,s19690,s19131,s19695,s19704])).
% 13.33/2.55 cnf(s19708, plain, spl0_58 | spl0_70 | ~spl0_308, inference(rat,[],[s15767,s12159,s14968,s19170,s19133,s14521,s15281,s19644,s15832,s19690,s19131,s19695,s19704])).
% 13.33/2.55 cnf(s19709, plain, spl0_90 | ~spl0_308, inference(rat,[],[s19671,s13609,s18764,s15718,s15151,s12009,s19708,s774,s14686,s15024,s18727,s12604,s4972,s15187,s12590,s19679,s19703,s15891,s5015,s18437,s15527,s18906,s1118,s3862,s19636,s19607,s17425,s19118,s19707,s5712,s16067,s15832,s15717,s15707,s18892,s15936,s19690,s19131,s19695,s19704])).
% 13.33/2.55 cnf(s19710, plain, ~spl0_114 | ~spl0_308, inference(rat,[],[s14900,s18764,s15767,s19688,s14968,s19690,s19704,s19086,s15357,s19709])).
% 13.33/2.55 cnf(s19711, plain, ~spl0_281 | ~spl0_308, inference(rat,[],[s19684,s13609,s18764,s15718,s15151,s15832,s19690,s19704,s19086,s15357,s19709])).
% 13.33/2.55 cnf(s19712, plain, ~spl0_308, inference(rat,[],[s13819,s19637,s16098,s15393,s19179,s12853,s14218,s15039,s12171,s16057,s18437,s18528,s17587,s15011,s1118,s5015,s19180,s15009,s19681,s19679,s11881,s16686,s4972,s15035,s774,s12009,s14686,s12604,s15891,s14627,s19647,s14495,s19711,s15187,s18727,s16443,s19110,s19133,s19710,s16692,s3862,s17425,s19118,s19141,s19130,s19545,s19644,s19275,s15357,s14659,s19709,s19704,s19131,s19695,s18892,s15717,s15832,s15936,s15707,s19690,s16067,s19589])).
% 13.33/2.55 cnf(s19713, plain, ~spl0_244, inference(rat,[],[s3618,s19712])).
% 13.33/2.55 cnf(s19714, plain, ~spl0_66 | spl0_141 | spl0_281 | spl0_338, inference(rat,[],[s11886,s15891,s15991,s15985,s19713])).
% 13.33/2.55 cnf(s19715, plain, spl0_141 | spl0_281 | spl0_90 | ~spl0_80 | ~spl0_222, inference(rat,[],[s19179,s16194,s19349,s16073,s16441,s5684,s19079,s16035,s15040,s14802,s14859,s4963,s4936,s19612,s15372,s15426,s15393,s14721,s5712,s14218,s19613,s19714,s1118,s12050,s14850,s19314,s19033,s5015,s16566,s19603,s18907,s19588,s19713])).
% 13.33/2.55 cnf(s19716, plain, spl0_337 | spl0_245 | spl0_316 | spl0_90 | ~spl0_80, inference(rat,[],[s15040,s4963,s16441,s19612,s14903,s11879,s18219,s19637,s11983,s19179,s14561,s15039,s16461,s17587,s3862,s19180,s19679,s11881,s5015,s16566,s19603,s18907,s15009,s16686,s19588])).
% 13.33/2.55 cnf(s19717, plain, ~spl0_247 | spl0_290 | spl0_298 | ~spl0_66 | spl0_316 | spl0_281 | spl0_293 | spl0_338, inference(rat,[],[s16652,s16618,s11909,s19180,s19595,s17587,s11874,s15039,s15009,s16686,s1118,s18437])).
% 13.33/2.55 cnf(s19718, plain, ~spl0_294 | spl0_77 | spl0_300, inference(rat,[],[s19349,s16441,s19079,s15040,s14859,s4963,s19588])).
% 13.33/2.55 cnf(s19719, plain, spl0_290 | spl0_298 | ~spl0_66 | spl0_316 | spl0_281 | spl0_300 | spl0_293 | spl0_338, inference(rat,[],[s19180,s11879,s16663,s12692,s12190,s19718,s19637,s19179,s19717,s1118,s18437,s19589])).
% 13.33/2.55 cnf(s19720, plain, ~spl0_77 | ~spl0_224 | spl0_298 | spl0_245 | spl0_316 | spl0_293, inference(rat,[],[s16652,s16618,s11909,s19180,s19601,s17587,s18877,s15039,s19354,s19179,s15009,s16686,s19585])).
% 13.33/2.55 cnf(s19721, plain, ~spl0_66 | spl0_316 | spl0_281 | spl0_90 | ~spl0_80 | spl0_338, inference(rat,[],[s19180,s11879,s16663,s19612,s19604,s19718,s19637,s19720,s14561,s16461,s3862,s19719,s4936,s15372,s19716,s1118,s18437,s5015,s16566,s19603,s18907])).
% 13.33/2.55 cnf(s19722, plain, spl0_281 | spl0_90 | ~spl0_80 | ~spl0_222, inference(rat,[],[s19180,s17587,s16618,s15039,s19179,s16035,s19718,s4963,s19612,s15426,s15393,s14218,s19721,s15009,s16686,s4972,s15035,s774,s19715,s14850,s19314,s19033,s5015,s16566,s19603,s18907])).
% 13.33/2.55 cnf(s19723, plain, ~spl0_77 | spl0_316 | spl0_245 | spl0_90 | ~spl0_80, inference(rat,[],[s16618,s16644,s19595,s11909,s3862,s19180,s16462,s17587,s14561,s18877,s15039,s19720,s19354,s19179,s18907,s5015,s16566,s15009,s16686,s4936,s15372,s19716,s19585])).
% 13.33/2.55 cnf(s19724, plain, spl0_316 | spl0_245 | spl0_90 | ~spl0_80, inference(rat,[],[s19180,s11879,s16663,s19612,s19604,s19718,s19637,s19723,s4936,s15372,s19716,s5015,s16566,s19603,s18907])).
% 13.33/2.55 cnf(s19725, plain, spl0_58 | ~spl0_281 | spl0_37, inference(rat,[],[s19275,s19141,s15537,s19130,s19382,s19030,s18930,s19089,s18832,s19175,s18827,s19104,s19339,s18959,s15780,s18647])).
% 13.33/2.55 cnf(s19726, plain, ~spl0_66 | spl0_156 | spl0_90 | ~spl0_80 | spl0_338, inference(rat,[],[s18892,s15936,s19470,s11920,s774,s15024,s4972,s19724,s1118,s18437,s15991,s19713])).
% 13.33/2.55 cnf(s19727, plain, spl0_150 | spl0_126 | spl0_338 | spl0_141 | spl0_156, inference(rat,[],[s15944,s18892,s11920,s19499,s19713])).
% 13.33/2.55 cnf(s19728, plain, spl0_90 | ~spl0_80 | ~spl0_222, inference(rat,[],[s19727,s774,s15891,s15024,s15527,s16515,s4972,s1118,s16686,s14802,s15009,s5684,s17587,s16087,s19180,s15039,s16194,s16618,s19179,s16035,s19718,s4963,s4936,s19612,s15372,s15426,s15393,s14721,s5712,s14218,s19613,s19726,s19053,s19725,s19722,s19636,s19603,s14850,s19314,s18907,s19033,s5015,s16566])).
% 13.33/2.55 cnf(s19730, plain, ~spl0_58 | spl0_281 | ~spl0_66 | spl0_338, inference(rat,[],[s18943,s17584,s13352,s15949,s18254,s16704,s17368,s16223,s19070,s15671,s18938,s15502,s18937,s11921,s18626,s17586,s15017,s14660,s14832,s12604,s15778,s18892,s14789,s15717,s11984,s12016,s18772,s19053,s19024,s15991,s15891,s15985,s19713])).
% 13.33/2.55 cnf(s19731, plain, spl0_300 | spl0_316 | ~spl0_66 | spl0_338 | spl0_281 | spl0_290 | spl0_293, inference(rat,[],[s15371,s4936,s19679,s19719])).
% 13.33/2.55 cnf(s19732, plain, spl0_281 | ~spl0_66 | spl0_174 | spl0_256 | spl0_293 | spl0_338, inference(rat,[],[s19731,s16692,s3862,s17425,s19118,s19141,s19130,s19619,s19730,s4972,s15035,s774,s19714,s19589])).
% 13.33/2.55 cnf(s19733, plain, spl0_58 | ~spl0_281 | spl0_256, inference(rat,[],[s18829,s19175,s19104,s18832,s19339,s19089,s18959,s18930,s15780,s19382,s18647])).
% 13.33/2.55 cnf(s19734, plain, ~spl0_35 | spl0_72 | spl0_108, inference(rat,[],[s19167,s19656,s19152,s19089,s19701,s19030])).
% 13.33/2.55 cnf(s19735, plain, ~spl0_247 | spl0_316 | spl0_290 | spl0_245 | spl0_293, inference(rat,[],[s16625,s11909,s16618,s19180,s19595,s17587,s11864,s15039,s15009,s16686,s4936,s15372,s19679])).
% 13.33/2.55 cnf(s19736, plain, spl0_316 | spl0_290 | spl0_245 | spl0_293, inference(rat,[],[s19180,s11879,s16663,s14537,s12185,s19718,s19637,s19179,s19735,s4936,s15372,s19679,s16692,s14637,s16603,s19589])).
% 13.33/2.55 cnf(s19737, plain, ~spl0_66 | spl0_174 | spl0_256 | spl0_293 | spl0_338, inference(rat,[],[s4972,s19736,s3862,s17425,s19118,s19141,s19130,s19734,s15035,s774,s19727,s19053,s19733,s18764,s15151,s19732,s1118,s15891,s18437,s15991,s15985,s19086])).
% 13.33/2.55 cnf(s19738, plain, spl0_141 | ~spl0_58 | spl0_338 | spl0_281, inference(rat,[],[s12105,s18892,s15717,s15936,s15707,s19554,s19713])).
% 13.33/2.55 cnf(s19739, plain, ~spl0_328 | spl0_77 | spl0_295 | spl0_293, inference(rat,[],[s16695,s4963,s19637,s16035])).
% 13.33/2.55 cnf(s19740, plain, spl0_245 | spl0_316 | ~spl0_288 | spl0_293, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s13819,s19739,s12171,s17587,s19353,s19180,s11977,s11909,s14721,s15393,s16689,s15426,s16057,s15011,s15009,s16686])).
% 13.33/2.55 cnf(s19741, plain, ~spl0_58 | ~spl0_127 | spl0_281 | spl0_338, inference(rat,[],[s14791,s18892,s15717,s12063,s11984,s12016,s18772,s19053,s19024,s16515,s15891,s15527,s19713])).
% 13.33/2.55 cnf(s19742, plain, spl0_316 | spl0_281 | ~spl0_288 | spl0_174 | spl0_256 | spl0_293 | spl0_338, inference(rat,[],[s19180,s17587,s16618,s15039,s19179,s16035,s19718,s4963,s12692,s16692,s3862,s17425,s19118,s19141,s19130,s19619,s19741,s1118,s19740,s15009,s16686,s15393,s15426,s19589])).
% 13.33/2.55 cnf(s19743, plain, spl0_281 | ~spl0_288 | spl0_174 | spl0_256 | spl0_293 | spl0_338, inference(rat,[],[s5684,s16087,s14802,s16194,s4936,s19179,s16035,s15372,s19718,s4963,s5712,s12692,s19645,s16692,s3862,s17425,s19118,s19141,s19130,s19619,s1118,s19738,s12050,s774,s15024,s4972,s19742,s14721,s15393,s15426,s19589,s19713])).
% 13.33/2.55 cnf(s19744, plain, ~spl0_80 | ~spl0_222, inference(rat,[],[s774,s19727,s15024,s15891,s4972,s15527,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s16618,s15039,s16194,s4936,s19179,s16035,s15372,s19718,s4963,s5712,s12692,s19645,s16692,s3862,s17425,s19118,s19141,s19130,s19734,s19053,s18764,s19733,s15151,s19743,s15426,s15393,s14721,s14218,s19737,s19086,s19275,s15357,s14659,s19728,s5015,s19033,s16566,s14850,s19314,s19589])).
% 13.33/2.55 cnf(s19745, plain, spl0_281 | ~spl0_66 | ~spl0_222, inference(rat,[],[s19621,s19133,s19086,s19108,s15357,s19636,s18906,s5015,s19736,s3862,s4972,s17425,s19118,s15035,s19642,s774,s19730,s19714,s14850,s18727,s18721,s19131,s19744,s1118,s18437])).
% 13.33/2.55 cnf(s19746, plain, spl0_293 | ~spl0_66 | ~spl0_222, inference(rat,[],[s19058,s19379,s19727,s19170,s774,s19133,s15024,s14521,s4972,s15281,s19736,s19737,s14850,s18727,s15991,s15891,s15985,s1118,s18437,s18988,s3862,s17425,s19118,s19668,s18764,s15151,s19745,s18721,s19131,s19744])).
% 13.33/2.55 cnf(s19747, plain, ~spl0_66 | ~spl0_222, inference(rat,[],[s19688,s19133,s19086,s19108,s15357,s19636,s18906,s5015,s19746,s19668,s18764,s15151,s19745,s18727,s18721,s19131,s19744])).
% 13.33/2.55 cnf(s19748, plain, ~spl0_77 | spl0_245 | spl0_316 | spl0_90 | spl0_293 | ~spl0_222, inference(rat,[],[s15371,s4936,s11986,s19720,s19354,s14561,s19308,s14218,s19740,s19747,s19314,s16461,s3862,s19736])).
% 13.33/2.55 cnf(s19749, plain, spl0_245 | spl0_316 | spl0_90 | spl0_293 | ~spl0_222, inference(rat,[],[s4936,s15961,s15006,s16663,s19180,s11879,s19612,s19718,s19615,s19748,s19603,s19308,s14218,s19740,s19314,s19747,s16057,s15011,s15009,s16686])).
% 13.33/2.55 cnf(s19750, plain, spl0_316 | spl0_90 | spl0_293 | spl0_281 | ~spl0_222, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s12692,s15426,s15393,s14218,s16692,s19308,s3862,s19636,s17425,s19118,s19642,s19741,s1118,s19749,s15009,s16686,s14850,s19314,s18727,s18721,s19131,s19744,s19747,s19589])).
% 13.33/2.55 cnf(s19751, plain, spl0_90 | spl0_293 | spl0_281 | ~spl0_222, inference(rat,[],[s16090,s16194,s5684,s19179,s16035,s14802,s19718,s4963,s4936,s12692,s15372,s15426,s15393,s14721,s5712,s14218,s19703,s16692,s19308,s3862,s19636,s17425,s19118,s19642,s1118,s19738,s12050,s774,s15024,s4972,s19750,s14850,s19314,s18727,s18721,s19131,s19744,s19747,s19589,s19713])).
% 13.33/2.55 cnf(s19752, plain, spl0_293 | spl0_281 | ~spl0_222, inference(rat,[],[s19736,s3862,s4972,s17425,s19118,s15035,s19141,s1118,s774,s19130,s19741,s19738,s19701,s19621,s19316,s19133,s19086,s19275,s19108,s15357,s14659,s19751,s14850,s18727,s18721,s19131,s19744])).
% 13.33/2.55 cnf(s19753, plain, spl0_90 | spl0_281 | ~spl0_222, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s19617,s12171,s16057,s17587,s15011,s19180,s19353,s15009,s11909,s11977,s16686,s4972,s15035,s1118,s774,s19741,s19738,s19642,s19636,s14850,s18727,s18721,s19131,s19744,s18906,s14721,s14218,s18528,s5015,s19752,s19747,s19314])).
% 13.33/2.55 cnf(s19754, plain, spl0_281 | ~spl0_222, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s13819,s12171,s16057,s17587,s19637,s15011,s19180,s19353,s15009,s16692,s11909,s11977,s16686,s3862,s4972,s17425,s19118,s15035,s19141,s1118,s774,s19130,s19741,s19738,s19701,s19621,s19316,s19133,s19086,s19275,s19108,s15357,s14659,s19753,s15393,s14721,s14218,s18528,s5015,s19752,s14850,s19314,s18727,s18721,s19131,s19744,s19747,s19589])).
% 13.33/2.55 cnf(s19755, plain, spl0_58 | ~spl0_222, inference(rat,[],[s14521,s19133,s15281,s19170,s19733,s19379,s18727,s18721,s19131,s19744,s19754])).
% 13.33/2.55 cnf(s19756, plain, ~spl0_214 | ~spl0_222, inference(rat,[],[s774,s19727,s15024,s15891,s4972,s15527,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s15039,s16618,s16194,s19179,s16035,s4936,s19718,s4963,s15372,s12692,s15426,s15393,s14721,s5712,s5015,s14218,s19703,s18906,s19308,s14850,s19314,s19747,s16692,s3862,s17425,s19118,s19668,s18764,s15151,s19754,s18721,s19131,s19744,s19053,s19755,s19589])).
% 13.33/2.55 cnf(s19757, plain, ~spl0_222, inference(rat,[],[s19688,s19133,s19086,s19108,s15357,s19636,s19756,s19668,s18764,s15151,s19754,s19131,s19744,s18727,s18721])).
% 13.33/2.55 cnf(s19759, plain, spl0_338 | spl0_281 | spl0_37 | ~spl0_66, inference(rat,[],[s19389,s15717,s18892,s15878,s15269,s15256,s19625,s19730,s15991,s15891,s15985,s19713,s19757])).
% 13.33/2.55 cnf(s19760, plain, spl0_58 | ~spl0_69 | spl0_37 | spl0_115, inference(rat,[],[s14495,s19133,s16443,s19627,s19642])).
% 13.33/2.55 cnf(s19761, plain, spl0_281 | spl0_37 | spl0_115 | ~spl0_66, inference(rat,[],[s15767,s14900,s14968,s18764,s19133,s19669,s19651,s18892,s15832,s15936,s11984,s19760,s15717,s19653,s11215,s15526,s14627,s19759,s15991,s15891,s15985,s19757,s19713])).
% 13.33/2.55 cnf(s19762, plain, spl0_37 | spl0_115 | ~spl0_66, inference(rat,[],[s18943,s17584,s13352,s15949,s18254,s16704,s17368,s16223,s19070,s15671,s18938,s15502,s18937,s11921,s18626,s15017,s14832,s15778,s17586,s14627,s14660,s15526,s1597,s19669,s18892,s19053,s15878,s15256,s18764,s19725,s19691,s15151,s19761,s15991,s15891,s15985,s19713,s19757])).
% 13.33/2.55 cnf(s19763, plain, spl0_316 | spl0_90 | ~spl0_66, inference(rat,[],[s5015,s19736,s18906,s3862,s19636,s17425,s19118,s19762,s19131,s19724,s1118,s18437])).
% 13.33/2.55 cnf(s19764, plain, ~spl0_62 | spl0_281 | spl0_141 | spl0_126, inference(rat,[],[s11897,s15717,s15878,s15269,s19713])).
% 13.33/2.55 cnf(s19765, plain, ~spl0_58 | spl0_281 | spl0_141 | spl0_126, inference(rat,[],[s15717,s15707,s12011,s11920,s18772,s19053,s19024,s19713])).
% 13.33/2.55 cnf(s19766, plain, ~spl0_114 | spl0_58 | spl0_62, inference(rat,[],[s13609,s12159,s14968,s19170,s19757])).
% 13.33/2.55 cnf(s19767, plain, spl0_281 | spl0_90 | ~spl0_66, inference(rat,[],[s16443,s14521,s14495,s19133,s19766,s19131,s18907,s15281,s19636,s19644,s19625,s19765,s19764,s14627,s19714,s15991,s774,s15024,s4972,s19763,s19757])).
% 13.33/2.55 cnf(s19768, plain, spl0_58 | spl0_90 | ~spl0_66, inference(rat,[],[s19237,s13352,s15949,s18943,s15895,s15598,s19070,s14768,s15671,s18626,s18938,s15502,s19080,s15017,s18937,s12227,s14832,s17586,s11867,s15778,s14686,s14660,s14627,s1597,s14495,s12704,s16443,s18892,s14521,s15256,s19131,s13609,s15767,s18907,s19133,s16538,s15281,s19636,s19170,s19167,s19733,s19725,s19379,s15991,s15891,s15985,s774,s15024,s4972,s19763,s15718,s19767,s19713,s19757])).
% 13.33/2.55 cnf(s19769, plain, spl0_90 | ~spl0_66, inference(rat,[],[s12704,s19131,s15281,s18907,s19086,s19133,s19636,s19684,s14973,s19691,s18892,s15526,s15767,s15832,s15936,s14627,s11920,s19727,s19053,s19768,s18764,s15718,s15151,s19767,s774,s15024,s4972,s19763,s15991,s15891,s15985,s19757,s19713])).
% 13.33/2.55 cnf(s19770, plain, spl0_58 | spl0_281 | ~spl0_66, inference(rat,[],[s16595,s19131,s5015,s19107,s19736,s15526,s3862,s4972,s14627,s17425,s19118,s15035,s19389,s19141,s774,s15717,s18892,s19133,s19130,s19764,s15878,s15269,s15256,s19621,s19619,s19644,s15991,s15891,s15985,s1118,s18437,s19275,s14659,s19086,s15357,s19769,s19713,s19757])).
% 13.33/2.55 cnf(s19771, plain, ~spl0_62 | ~spl0_58 | spl0_281 | spl0_126, inference(rat,[],[s11984,s15717,s15878,s15269,s19713])).
% 13.33/2.55 cnf(s19772, plain, spl0_118 | spl0_115 | ~spl0_69 | ~spl0_90, inference(rat,[],[s16443,s19108,s14495])).
% 13.33/2.55 cnf(s19773, plain, spl0_281 | ~spl0_66, inference(rat,[],[s14900,s18764,s13609,s19688,s14968,s19133,s19772,s19131,s16566,s5015,s19736,s3862,s17425,s19118,s19141,s19130,s19545,s19771,s4972,s15035,s774,s14627,s19765,s19730,s19770,s15991,s1118,s18437,s19275,s14659,s19086,s15357,s19769,s19757])).
% 13.33/2.55 cnf(s19774, plain, ~spl0_66, inference(rat,[],[s18943,s17584,s13352,s15949,s18254,s16704,s17368,s16223,s19070,s15671,s18938,s15502,s18937,s11921,s18626,s15017,s17586,s14832,s14660,s15778,s1597,s14627,s19107,s19772,s19131,s16566,s5015,s19736,s4972,s15035,s3862,s774,s18892,s17425,s19118,s11920,s15256,s19141,s15767,s13609,s19130,s19133,s19684,s19734,s19688,s19053,s18764,s19733,s15718,s15151,s19773,s19086,s19275,s15357,s14659,s19769,s1118,s15891,s18437,s15991,s15985,s19713,s19757])).
% 13.33/2.55 cnf(s19776, plain, ~spl0_127 | ~spl0_62 | spl0_338 | spl0_281, inference(rat,[],[s15891,s19389,s15527,s16515,s15878,s18892,s15256,s15717,s15269,s19713])).
% 13.33/2.55 cnf(s19777, plain, spl0_141 | ~spl0_62 | spl0_338 | spl0_281, inference(rat,[],[s15891,s14763,s19635,s19764,s15878])).
% 13.33/2.55 cnf(s19778, plain, ~spl0_77 | spl0_293 | spl0_68 | spl0_316 | spl0_245 | spl0_90, inference(rat,[],[s15371,s4936,s11986,s19720,s19354,s14561,s16461,s3862,s19736,s19308,s14218,s19740,s19774])).
% 13.33/2.55 cnf(s19779, plain, spl0_293 | spl0_68 | spl0_316 | spl0_245 | spl0_90, inference(rat,[],[s4936,s15961,s15006,s16663,s19180,s11879,s19612,s19718,s19615,s19778,s19603,s19308,s14218,s19740,s16057,s15011,s15009,s16686,s19774])).
% 13.33/2.55 cnf(s19780, plain, spl0_37 | spl0_338 | spl0_90 | spl0_58 | spl0_281, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s19617,s12171,s17587,s19180,s19353,s11909,s11977,s14721,s14218,s18528,s5015,s19779,s15187,s18727,s16057,s19642,s15011,s19131,s15009,s19724,s16686,s4972,s15035,s774,s19777,s1118,s19776,s19625,s19774,s19757])).
% 13.33/2.55 cnf(s19781, plain, spl0_316 | spl0_293 | spl0_115 | spl0_67 | spl0_290 | spl0_338 | spl0_58 | spl0_281, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s12692,s15426,s15393,s14218,s15187,s14528,s19133,s15281,s19766,s19644,s19776,s1118,s15009,s19736,s16686,s16692,s19589,s19774,s19757])).
% 13.33/2.55 cnf(s19782, plain, spl0_338 | spl0_90 | spl0_281 | spl0_58, inference(rat,[],[s16090,s16194,s5684,s19179,s16035,s14802,s19718,s4963,s4936,s12692,s15372,s15426,s15393,s14721,s5712,s14218,s19703,s15187,s14528,s19133,s15281,s19766,s19644,s1118,s19777,s12050,s774,s15024,s4972,s19781,s5015,s19131,s16692,s18906,s19308,s18907,s3862,s19636,s17425,s19118,s19780,s19713,s19757,s19774,s19589])).
% 13.33/2.55 cnf(s19783, plain, spl0_37 | spl0_90 | spl0_58 | spl0_281, inference(rat,[],[s774,s15024,s19764,s4972,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s15039,s16618,s16194,s19179,s16035,s19718,s4963,s19612,s4936,s15426,s15393,s14721,s15372,s14218,s5015,s19603,s19638,s19033,s16566,s18907,s15878,s19131,s19625,s19760,s12551,s15493,s14627,s19782,s19774,s19757])).
% 13.33/2.55 cnf(s19784, plain, spl0_90 | spl0_58 | spl0_281, inference(rat,[],[s16443,s14495,s14521,s19133,s15281,s19766,s19644,s19764,s774,s15024,s4972,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s15039,s16618,s16194,s19179,s16035,s19718,s4963,s4936,s12692,s15372,s15426,s15393,s14721,s5712,s5015,s14218,s19131,s16692,s19703,s18906,s19308,s18907,s3862,s19636,s17425,s19118,s19783,s14627,s12551,s19782,s19774,s19589,s19757])).
% 13.33/2.55 cnf(s19785, plain, spl0_338 | spl0_58 | spl0_281, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s13819,s12171,s17587,s19637,s19180,s19353,s11909,s11977,s15393,s14721,s14218,s15187,s18727,s19108,s19131,s16057,s18528,s16566,s15011,s5015,s15009,s19736,s16686,s4972,s15035,s774,s1118,s19777,s19776,s19644,s19133,s19621,s19086,s16692,s3862,s17425,s19118,s19141,s19130,s19619,s15357,s19275,s14659,s19784,s19774,s19589,s19757])).
% 13.33/2.55 cnf(s19786, plain, spl0_58 | spl0_281, inference(rat,[],[s774,s15024,s19764,s4972,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s15039,s16618,s16194,s4936,s19179,s16035,s15372,s19718,s4963,s5712,s12692,s19645,s15426,s15393,s14721,s14218,s5015,s19033,s16566,s19131,s19772,s14627,s12551,s19785,s16692,s3862,s17425,s19118,s19141,s19133,s19130,s19621,s19619,s19644,s19086,s19275,s15357,s14659,s19784,s19757,s19774,s19589])).
% 13.33/2.55 cnf(s19787, plain, spl0_68 | spl0_316 | spl0_245 | spl0_90, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s19617,s12171,s17587,s19180,s19353,s11909,s11977,s14721,s14218,s18528,s5015,s19779,s16057,s15011,s15009,s16686,s19774])).
% 13.33/2.55 cnf(s19788, plain, ~spl0_62 | spl0_338 | spl0_281, inference(rat,[],[s12604,s14674,s15891,s17586,s14763,s11942,s15717,s18892,s19771,s15878,s15269,s15256,s19786])).
% 13.33/2.55 cnf(s19789, plain, spl0_338 | spl0_90 | spl0_281, inference(rat,[],[s5015,s19736,s18906,s3862,s19636,s17425,s19118,s19657,s19788,s19787,s19131,s19724,s4972,s15035,s1118,s774,s19741,s19738,s19786])).
% 13.33/2.55 cnf(s19790, plain, ~spl0_80 | ~spl0_238 | spl0_68 | spl0_90, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s19612,s15426,s15393,s14218,s5015,s19603,s19033,s16566,s18907,s19774])).
% 13.33/2.55 cnf(s19791, plain, spl0_151 | spl0_37 | spl0_115 | spl0_62 | spl0_150 | spl0_148, inference(rat,[],[s13609,s14900,s14968,s18764,s19133,s19669,s19651,s19757])).
% 13.33/2.55 cnf(s19792, plain, spl0_37 | spl0_115 | spl0_126 | ~spl0_69 | spl0_281, inference(rat,[],[s19791,s18892,s15936,s11984,s15717,s19653,s15493,s11215,s15526,s19771,s19786,s19713])).
% 13.33/2.55 cnf(s19793, plain, spl0_316 | spl0_90 | spl0_281, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s12692,s15426,s15393,s5015,s14218,s16692,s18906,s19308,s3862,s19636,s17425,s19118,s19792,s19131,s19790,s16515,s1118,s15009,s19787,s16686,s12551,s14627,s19789,s19589,s19774])).
% 13.33/2.55 cnf(s19794, plain, ~spl0_80 | spl0_245 | spl0_68 | spl0_90, inference(rat,[],[s16090,s16194,s5684,s19179,s16035,s14802,s19718,s4963,s4936,s19612,s15372,s15426,s15393,s14721,s5712,s14218,s5015,s19603,s19613,s19033,s16566,s18907,s19774])).
% 13.33/2.55 cnf(s19795, plain, spl0_37 | spl0_90 | spl0_281, inference(rat,[],[s19791,s18892,s15832,s15936,s11979,s15717,s19653,s15493,s11215,s15526,s14627,s19131,s19794,s1118,s16524,s19765,s774,s15024,s4972,s19793,s19786,s12551,s19789])).
% 13.33/2.55 cnf(s19796, plain, spl0_90 | spl0_281, inference(rat,[],[s16090,s16194,s5684,s19179,s16035,s14802,s19718,s4963,s4936,s12692,s15372,s15426,s15393,s14721,s5712,s5015,s14218,s16692,s19703,s18906,s19308,s3862,s19636,s17425,s19118,s19795,s1118,s16524,s19765,s774,s15024,s4972,s19793,s12551,s19789,s19786,s19589,s19774])).
% 13.33/2.55 cnf(s19797, plain, ~spl0_288 | spl0_300 | spl0_316 | spl0_245, inference(rat,[],[s4936,s15372,s14802,s12853,s5684,s16098,s16087,s13819,s12171,s17587,s19637,s19180,s19353,s11909,s11977,s15393,s14721,s16057,s15011,s15009,s16686])).
% 13.33/2.55 cnf(s19798, plain, spl0_338 | spl0_281, inference(rat,[],[s14900,s18764,s13609,s19688,s14968,s19133,s19110,s18727,s15187,s14218,s19797,s19131,s18528,s16566,s5015,s19736,s16692,s3862,s17425,s19118,s19141,s4972,s19130,s15035,s19545,s1118,s774,s19788,s19741,s19738,s19786,s19275,s14659,s19086,s15357,s19796,s19757,s19774,s19589])).
% 13.33/2.55 cnf(s19799, plain, ~spl0_62 | spl0_141 | spl0_281, inference(rat,[],[s11979,s15717,s15878,s15269,s19786])).
% 13.33/2.55 cnf(s19800, plain, spl0_245 | ~spl0_80 | spl0_281, inference(rat,[],[s5684,s16087,s14802,s16194,s4936,s19179,s16035,s15372,s19718,s4963,s5712,s12692,s19645,s16692,s3862,s17425,s19118,s19141,s19130,s19545,s19799,s774,s15024,s4972,s19740,s15357,s19275,s14659,s19796,s5015,s16566,s14721,s15393,s15426,s14218,s19033,s12551,s19798,s19589,s19757,s19774])).
% 13.33/2.55 cnf(s19801, plain, ~spl0_80 | spl0_281, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s12692,s16692,s3862,s15009,s17425,s19118,s16686,s19141,s4972,s19130,s15035,s19545,s774,s19771,s19765,s16515,s1118,s19800,s15426,s15393,s14218,s5015,s19033,s16566,s19786,s15357,s19275,s14659,s19796,s12551,s19798,s19589,s19757,s19774])).
% 13.33/2.55 cnf(s19802, plain, spl0_281, inference(rat,[],[s18534,s14218,s5015,s19797,s19736,s4972,s15035,s1118,s16692,s774,s16524,s3862,s19799,s19771,s17425,s19118,s13609,s19141,s14900,s19130,s18764,s19701,s19688,s14968,s19316,s19133,s19772,s19131,s19801,s14627,s12551,s19798,s19086,s19275,s15357,s14659,s19796,s19786,s19774,s19589,s19757])).
% 13.33/2.55 cnf(s19804, plain, ~spl0_265, inference(rat,[],[s15151,s19802])).
% 13.33/2.55 cnf(s19805, plain, ~spl0_63, inference(rat,[],[s15718,s19802])).
% 13.33/2.55 cnf(s19809, plain, ~spl0_72, inference(rat,[],[s18764,s19804])).
% 13.33/2.55 cnf(s19814, plain, spl0_58, inference(rat,[],[s19071,s13352,s15671,s18938,s15502,s19241,s18937,s15949,s18943,s14766,s15895,s15598,s19083,s14768,s19028,s18626,s17586,s19080,s15017,s14686,s14660,s12227,s14832,s774,s12604,s15778,s15024,s15891,s4972,s15527,s16515,s16686,s1118,s15009,s14802,s17587,s5684,s19180,s16087,s15039,s16618,s16194,s19179,s16035,s19718,s4963,s4936,s12692,s15372,s14627,s15426,s15393,s14721,s5712,s14495,s14218,s19703,s16443,s15187,s14521,s14528,s18892,s5015,s19131,s15256,s18906,s19308,s18907,s16692,s15767,s13609,s19636,s3862,s19133,s16538,s15281,s15351,s17425,s19118,s19170,s19167,s19733,s19725,s19379,s19713,s19589,s19774,s19757,s19805,s19802])).
% 13.33/2.55 cnf(s19817, plain, ~spl0_156, inference(rat,[],[s19053,s19814])).
% 13.33/2.55 cnf(s19820, plain, spl0_245 | ~spl0_80 | spl0_90, inference(rat,[],[s15891,s14763,s12604,s11920,s11968,s774,s15024,s4972,s12590,s19724,s19794,s15878,s18892,s15256,s19691,s19636,s18907,s19713,s19817,s19802,s19757])).
% 13.33/2.55 cnf(s19821, plain, ~spl0_80 | spl0_90, inference(rat,[],[s16688,s4972,s15009,s15035,s19790,s774,s12551,s11920,s12063,s16515,s1118,s19820,s18892,s15878,s15256,s19691,s19636,s18907,s19713,s19817,s19757,s19802])).
% 13.33/2.55 cnf(s19822, plain, spl0_316 | spl0_245 | spl0_90, inference(rat,[],[s5015,s19736,s18906,s3862,s19636,s17425,s19118,s19668,s15187,s19787,s19131,s19821,s19809])).
% 13.33/2.55 cnf(s19823, plain, spl0_37 | spl0_141 | spl0_115, inference(rat,[],[s15891,s19669,s14763,s1597,s11920,s11968,s18892,s15878,s15256,s19691,s19809,s19713,s19817,s19757,s19802])).
% 13.33/2.55 cnf(s19824, plain, spl0_68 | spl0_290 | ~spl0_214 | spl0_245, inference(rat,[],[s16090,s16194,s5684,s19179,s16035,s14802,s19718,s4963,s4936,s12692,s15372,s15426,s15393,s14721,s5712,s14218,s19703,s19308,s16692,s5015,s18906,s19589,s19774])).
% 13.33/2.55 cnf(s19825, plain, spl0_245 | spl0_90, inference(rat,[],[s15891,s14763,s12604,s18892,s11920,s11968,s15256,s15767,s13609,s19671,s15187,s12590,s19824,s3862,s19636,s17425,s19118,s19823,s774,s15024,s4972,s19822,s19131,s19821,s19713,s19817,s19757,s19805,s19809])).
% 13.33/2.55 cnf(s19826, plain, spl0_37 | spl0_90, inference(rat,[],[s15526,s14627,s19669,s12063,s18892,s15878,s15256,s19691,s19131,s19821,s15891,s15527,s1118,s19825,s19809,s19817,s19713,s19757,s19802])).
% 13.33/2.55 cnf(s19827, plain, ~spl0_61 | spl0_90, inference(rat,[],[s16688,s15009,s4972,s17587,s15035,s19180,s774,s15039,s16618,s19727,s19179,s16035,s14627,s19718,s4963,s14495,s12692,s16443,s15426,s15393,s14521,s14218,s15281,s15187,s19086,s19133,s19671,s19684,s14973,s19131,s19821,s16515,s15891,s15527,s1118,s19825,s19308,s16692,s3862,s17425,s19118,s5015,s18906,s19636,s19826,s19817,s19589,s19774,s19809])).
% 13.33/2.55 cnf(s19828, plain, spl0_90, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s19718,s4963,s12692,s15009,s15426,s15393,s16686,s14218,s4972,s12551,s15035,s12063,s774,s18892,s11920,s15256,s15767,s13609,s19827,s5015,s16692,s18906,s19308,s3862,s19636,s17425,s19118,s19826,s16515,s1118,s19825,s19589,s19774,s19817,s19713,s19757,s19805])).
% 13.33/2.55 cnf(s19829, plain, ~spl0_227, inference(rat,[],[s14659,s19828])).
% 13.33/2.55 cnf(s19830, plain, ~spl0_256, inference(rat,[],[s15357,s19828])).
% 13.33/2.55 cnf(s19832, plain, ~spl0_174, inference(rat,[],[s19275,s19829])).
% 13.33/2.55 cnf(s19833, plain, ~spl0_108, inference(rat,[],[s19086,s19830])).
% 13.33/2.55 cnf(s19834, plain, ~spl0_114, inference(rat,[],[s19688,s19809,s19833])).
% 13.33/2.55 cnf(s19835, plain, ~spl0_35, inference(rat,[],[s19734,s19809,s19833])).
% 13.33/2.55 cnf(s19836, plain, ~spl0_61, inference(rat,[],[s19684,s19809,s19833])).
% 13.33/2.55 cnf(s19837, plain, ~spl0_118, inference(rat,[],[s19133,s19834])).
% 13.33/2.55 cnf(s19838, plain, ~spl0_107, inference(rat,[],[s19130,s19835])).
% 13.33/2.55 cnf(s19839, plain, spl0_62, inference(rat,[],[s13609,s19805,s19757,s19836])).
% 13.33/2.55 cnf(s19840, plain, ~spl0_95, inference(rat,[],[s15767,s19805,s19757,s19836])).
% 13.33/2.55 cnf(s19841, plain, spl0_37, inference(rat,[],[s19141,s19832,s19838])).
% 13.33/2.55 cnf(s19842, plain, ~spl0_97, inference(rat,[],[s15256,s19839])).
% 13.33/2.55 cnf(s19845, plain, spl0_89, inference(rat,[],[s19118,s19841])).
% 13.33/2.55 cnf(s19846, plain, ~spl0_40, inference(rat,[],[s17425,s19845,s19841])).
% 13.33/2.55 cnf(s19847, plain, ~spl0_151, inference(rat,[],[s18892,s19842])).
% 13.33/2.55 cnf(s19849, plain, ~spl0_290, inference(rat,[],[s3862,s19846])).
% 13.33/2.55 cnf(s19853, plain, ~spl0_300, inference(rat,[],[s16692,s19589,s19849])).
% 13.33/2.55 cnf(s19858, plain, spl0_245 | ~spl0_80, inference(rat,[],[s5684,s16087,s14802,s16194,s4936,s19179,s16035,s15372,s19718,s4963,s5712,s12692,s19645,s15426,s15393,s14721,s14218,s12551,s12604,s15891,s14763,s11968,s11920,s774,s15024,s4972,s19736,s19033,s5015,s16566,s19853,s19589,s19849,s19774,s19847,s19840,s19817,s19713])).
% 13.33/2.55 cnf(s19859, plain, ~spl0_80, inference(rat,[],[s17587,s19180,s15039,s16618,s19179,s16035,s15009,s19718,s4963,s16686,s12692,s4972,s15426,s15393,s15035,s14218,s774,s12551,s11920,s12063,s16515,s1118,s19858,s5015,s19033,s16566,s19853,s19589,s19849,s19774,s19713,s19817,s19840,s19847])).
% 13.33/2.55 cnf(s19860, plain, ~spl0_115, inference(rat,[],[s19131,s19859])).
% 13.33/2.55 cnf(s19861, plain, ~spl0_69, inference(rat,[],[s19772,s19828,s19837,s19860])).
% 13.33/2.55 cnf(s19862, plain, spl0_70, inference(rat,[],[s19108,s19828,s19837,s19860])).
% 13.33/2.55 cnf(s19863, plain, ~spl0_338, inference(rat,[],[s14627,s19861])).
% 13.33/2.55 cnf(s19865, plain, spl0_266, inference(rat,[],[s18727,s19862])).
% 13.33/2.55 cnf(s19866, plain, ~spl0_127, inference(rat,[],[s12063,s19713,s19847,s19817,s19840,s19863])).
% 13.33/2.55 cnf(s19868, plain, ~spl0_68, inference(rat,[],[s15187,s19865])).
% 13.33/2.55 cnf(s19869, plain, ~spl0_245, inference(rat,[],[s1118,s19866])).
% 13.33/2.55 cnf(s19872, plain, spl0_316, inference(rat,[],[s18534,s14218,s5015,s19797,s19736,s19774,s19868,s19853,s19869,s19849])).
% 13.33/2.55 cnf(s19873, plain, spl0_326, inference(rat,[],[s4972,s19872])).
% 13.33/2.55 cnf(s19874, plain, ~spl0_258, inference(rat,[],[s15024,s19873])).
% 13.33/2.55 cnf(s19875, plain, ~spl0_141, inference(rat,[],[s774,s19874])).
% 13.33/2.55 cnf(s19876, plain, spl0_150, inference(rat,[],[s19687,s19814,s19828,s19757,s19840,s19860,s19875])).
% 13.33/2.55 cnf(s19878, plain, spl0_126, inference(rat,[],[s11920,s19840,s19817,s19713,s19875])).
% 13.33/2.55 cnf(s19881, plain, spl0_125, inference(rat,[],[s15891,s19876])).
% 13.33/2.55 cnf(s19884, plain, $false, inference(rat,[],[s14765,s19878,s19881])).
% 13.33/2.55 thf(f30185,plain,(
% 13.33/2.55 $false),
% 13.33/2.55 inference(avatar_sat_refutation,[],[s19884])).
% 13.33/2.55 % SZS output end Proof for theBenchmark
% 13.33/2.55 % (2096536)------------------------------
% 13.33/2.55 % (2096536)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 13.33/2.55 % (2096536)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 13.33/2.55 % (2096536)CaDiCaL version: 2.1.3
% 13.33/2.55 % (2096536)Termination reason: Refutation
% 13.33/2.55 % (2096536)Time elapsed: 1.374 s
% 13.33/2.55 % (2096536)Peak memory usage: 30 MB
% 13.33/2.55 % (2096536)Instructions burned: 2827 (million)
% 13.33/2.55 % (2096397)Success in time 2.272 s
% 13.33/2.55 % Vampire exiting
%------------------------------------------------------------------------------