0.00/0.03 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.00/0.05 % Command : run_vampire /export/starexec/sandbox/benchmark/theBenchmark.p 180 THM 0.13/0.37 % Computer : n004.cluster.edu 0.13/0.37 % Model : x86_64 x86_64 0.13/0.37 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.13/0.37 % Memory : 8046.5625MB 0.13/0.37 % OS : Linux 6.8.0-71-generic 0.13/0.37 % CPULimit : 1440 0.13/0.37 % WCLimit : 180 0.13/0.37 % DateTime : Mon Jul 27 14:39:54 UTC 2026 0.13/0.38 % CPUTime : 0.13/0.38 Running run_vampire /export/starexec/sandbox/benchmark/theBenchmark.p 180 THM 0.13/0.41 Running higher-order theorem proving 0.13/0.42 Running: /export/starexec/sandbox/solver/bin/vampire-ho --input_syntax tptp --output_axiom_names on --mode casc -m 16384 --cores 7 -t 180 /export/starexec/sandbox/benchmark/theBenchmark.p 0.88/0.70 % (3159547)Detected a higher-order problem, will run a greedy HOL sequence. 0.88/0.70 % (3159555)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=1988497231: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_1799 on theBenchmark for (1799ds/634Mi) 0.88/0.70 % (3159558)WARNING Broken Constraint: if ho_split_queue_ratios(1,8) has been set then ho_split_queue(off) is equal to on 0.88/0.70 % (3159558)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 0.88/0.70 % (3159553)lrs+10_16_si=on:nwc=1.5:random_seed=1905403733:i=18:kws=arity_squared:rtra=on:fe=abstraction:ntd=on_1799 on theBenchmark for (1799ds/18Mi) 0.88/0.70 % (3159557)lrs+10_1_to=lpo:sil=128000:e2e=on:si=on:random_seed=1948806687:s2a=on:i=75:s2at=3:aac=none:bd=preordered:rtra=on:fe=abstraction_1799 on theBenchmark for (1799ds/75Mi) 0.88/0.70 % (3159558)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=2983413132:hsqr=1,8:i=157:s2at=5:add=on:nm=2:rtra=on_1799 on theBenchmark for (1799ds/157Mi) 0.88/0.70 % (3159554)lrs+10_1_cnfonf=off:si=on:uwa=one_side_interpreted:random_seed=2869640097:i=3:rtra=on:inj=on:ntd=on_1799 on theBenchmark for (1799ds/3Mi) 0.88/0.70 % (3159556)dis+21_4_fde=none:e2e=on:si=on:uwa=off:foolp=on:random_seed=3601758803:i=24:av=off:rtra=on_1799 on theBenchmark for (1799ds/24Mi) 0.88/0.70 % (3159552)lrs+10_40_drc=off:e2e=on:si=on:uwa=one_side_interpreted:random_seed=1680517664:s2a=on:i=87:rtra=on:ntd=on_1799 on theBenchmark for (1799ds/87Mi) 0.88/0.70 % (3159554)Instruction limit reached! 0.88/0.70 % (3159554)------------------------------ 0.88/0.70 % (3159554)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 0.88/0.70 % (3159554)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 0.88/0.70 % (3159554)CaDiCaL version: 2.1.3 0.88/0.70 % (3159554)Termination reason: Instruction limit 0.88/0.70 % (3159554)Termination phase: Saturation 0.88/0.70 % (3159554)Time elapsed: 0.003 s 0.88/0.70 % (3159554)Peak memory usage: 12 MB 0.88/0.70 % (3159554)Instructions burned: 3 (million) 0.88/0.70 % (3159553)Instruction limit reached! 0.88/0.70 % (3159553)------------------------------ 0.88/0.70 % (3159553)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 0.88/0.70 % (3159553)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 0.88/0.70 % (3159553)CaDiCaL version: 2.1.3 0.88/0.70 % (3159553)Termination reason: Instruction limit 0.88/0.70 % (3159553)Termination phase: Saturation 0.88/0.70 % (3159553)Time elapsed: 0.011 s 0.88/0.70 % (3159553)Peak memory usage: 12 MB 0.88/0.70 % (3159553)Instructions burned: 20 (million) 0.88/0.70 % (3159556)Instruction limit reached! 0.88/0.70 % (3159556)------------------------------ 0.88/0.70 % (3159556)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 0.88/0.70 % (3159556)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 0.88/0.70 % (3159556)CaDiCaL version: 2.1.3 0.88/0.70 % (3159556)Termination reason: Instruction limit 0.88/0.70 % (3159556)Termination phase: Saturation 0.88/0.70 % (3159556)Time elapsed: 0.021 s 0.88/0.70 % (3159556)Peak memory usage: 12 MB 0.88/0.70 % (3159556)Instructions burned: 24 (million) 0.88/0.70 % (3159557)Instruction limit reached! 0.88/0.70 % (3159557)------------------------------ 0.88/0.70 % (3159557)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 0.88/0.70 % (3159557)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 0.88/0.70 % (3159557)CaDiCaL version: 2.1.3 0.88/0.70 % (3159557)Termination reason: Instruction limit 0.88/0.70 % (3159557)Termination phase: Saturation 0.88/0.70 % (3159557)Time elapsed: 0.032 s 0.88/0.70 % (3159557)Peak memory usage: 12 MB 0.88/0.70 % (3159557)Instructions burned: 76 (million) 0.88/0.70 % (3159566)dis+10_1024_sil=128000:si=on:sp=unary_first:urr=on:uwa=all:fd=off:random_seed=2841954454:i=2:hud=10:rtra=on_1799 on theBenchmark for (1799ds/2Mi) 0.88/0.70 % (3159552)Instruction limit reached! 0.88/0.70 % (3159552)------------------------------ 0.88/0.70 % (3159552)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159552)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159552)CaDiCaL version: 2.1.3 1.11/0.80 % (3159552)Termination reason: Instruction limit 1.11/0.80 % (3159552)Termination phase: Saturation 1.11/0.80 % (3159552)Time elapsed: 0.074 s 1.11/0.80 % (3159552)Peak memory usage: 12 MB 1.11/0.80 % (3159552)Instructions burned: 87 (million) 1.11/0.80 % (3159567)lrs+1010_2:3_cha=on:si=on:uwa=off:nwc=1:random_seed=948989635:i=5:fgj=on:av=off:rtra=on:fe=axiom:ntd=on_1799 on theBenchmark for (1799ds/5Mi) 1.11/0.80 % (3159566)Instruction limit reached! 1.11/0.80 % (3159566)------------------------------ 1.11/0.80 % (3159566)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159566)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159566)CaDiCaL version: 2.1.3 1.11/0.80 % (3159566)Termination reason: Instruction limit 1.11/0.80 % (3159566)Termination phase: Saturation 1.11/0.80 % (3159566)Time elapsed: 0.006 s 1.11/0.80 % (3159566)Peak memory usage: 11 MB 1.11/0.80 % (3159566)Instructions burned: 2 (million) 1.11/0.80 % (3159567)Instruction limit reached! 1.11/0.80 % (3159567)------------------------------ 1.11/0.80 % (3159567)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159567)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159567)CaDiCaL version: 2.1.3 1.11/0.80 % (3159567)Termination reason: Instruction limit 1.11/0.80 % (3159567)Termination phase: Saturation 1.11/0.80 % (3159567)Time elapsed: 0.008 s 1.11/0.80 % (3159567)Peak memory usage: 11 MB 1.11/0.80 % (3159567)Instructions burned: 5 (million) 1.11/0.80 % (3159568)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(5) has been set then forward_subsumption_demodulation(off) is equal to on 1.11/0.80 % (3159569)lrs+10_1_sil=128000:si=on:urr=on:slsqc=1:slsq=on:random_seed=1900487951:i=12:s2at=2:kws=inv_frequency:bd=all:rtra=on_1798 on theBenchmark for (1798ds/12Mi) 1.11/0.80 % (3159568)dis+21_1_to=kbo:sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:uwa=hol:random_seed=1436900726:uwa_fpi=on:i=7:fgj=on:hud=10:fsr=off:rtra=on:rawr=on:fsdmm=5_1798 on theBenchmark for (1798ds/7Mi) 1.11/0.80 % (3159569)Instruction limit reached! 1.11/0.80 % (3159569)------------------------------ 1.11/0.80 % (3159569)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159569)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159569)CaDiCaL version: 2.1.3 1.11/0.80 % (3159569)Termination reason: Instruction limit 1.11/0.80 % (3159569)Termination phase: Saturation 1.11/0.80 % (3159569)Time elapsed: 0.011 s 1.11/0.80 % (3159569)Peak memory usage: 12 MB 1.11/0.80 % (3159569)Instructions burned: 12 (million) 1.11/0.80 % (3159558)Instruction limit reached! 1.11/0.80 % (3159558)------------------------------ 1.11/0.80 % (3159558)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159558)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159558)CaDiCaL version: 2.1.3 1.11/0.80 % (3159558)Termination reason: Instruction limit 1.11/0.80 % (3159558)Termination phase: Saturation 1.11/0.80 % (3159558)Time elapsed: 0.115 s 1.11/0.80 % (3159558)Peak memory usage: 13 MB 1.11/0.80 % (3159558)Instructions burned: 157 (million) 1.11/0.80 % (3159568)Instruction limit reached! 1.11/0.80 % (3159568)------------------------------ 1.11/0.80 % (3159568)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.11/0.80 % (3159568)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.11/0.80 % (3159568)CaDiCaL version: 2.1.3 1.11/0.80 % (3159568)Termination reason: Instruction limit 1.11/0.80 % (3159568)Termination phase: Saturation 1.11/0.80 % (3159568)Time elapsed: 0.015 s 1.11/0.80 % (3159568)Peak memory usage: 12 MB 1.11/0.80 % (3159568)Instructions burned: 7 (million) 1.11/0.80 % (3159571)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 1.11/0.80 % (3159571)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(1) has been set then forward_subsumption_demodulation(off) is equal to on 1.11/0.80 % (3159571)ott+1010_64_tgt=ground:cnfonf=lazy_simp:si=on:lma=off:spb=goal:lcm=predicate:random_seed=703742816:i=28:s2at=5:piset=not:hud=10:bd=all:av=off:rtra=on:ixr=off:fsdmm=1_1798 on theBenchmark for (1798ds/28Mi) 1.58/0.87 % (3159573)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=2115527216:i=86:piset=equals:rtra=on:ntd=on_1798 on theBenchmark for (1798ds/86Mi) 1.58/0.87 % (3159574)lrs+10_1_si=on:cs=on:random_seed=1647892342:i=8:rtra=on:ntd=on_1798 on theBenchmark for (1798ds/8Mi) 1.58/0.87 % (3159577)WARNING Broken Constraint: if positive_literal_split_queue_ratios(1,32) has been set then positive_literal_split_queue(off) is equal to on 1.58/0.87 % (3159574)Instruction limit reached! 1.58/0.87 % (3159574)------------------------------ 1.58/0.87 % (3159574)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.58/0.87 % (3159574)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.58/0.87 % (3159574)CaDiCaL version: 2.1.3 1.58/0.87 % (3159574)Termination reason: Instruction limit 1.58/0.87 % (3159574)Termination phase: Saturation 1.58/0.87 % (3159574)Time elapsed: 0.007 s 1.58/0.87 % (3159574)Peak memory usage: 12 MB 1.58/0.87 % (3159574)Instructions burned: 8 (million) 1.58/0.87 % (3159577)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=1809895833:i=2:add=on:rtra=on_1798 on theBenchmark for (1798ds/2Mi) 1.58/0.87 % (3159577)Instruction limit reached! 1.58/0.87 % (3159577)------------------------------ 1.58/0.87 % (3159577)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.58/0.87 % (3159577)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.58/0.87 % (3159577)CaDiCaL version: 2.1.3 1.58/0.87 % (3159577)Termination reason: Instruction limit 1.58/0.87 % (3159577)Termination phase: Property scanning 1.58/0.87 % (3159577)Time elapsed: 0.001 s 1.58/0.87 % (3159577)Peak memory usage: 10 MB 1.58/0.87 % (3159577)Instructions burned: 2 (million) 1.58/0.87 % (3159578)lrs+1002_3:1_sil=128000:e2e=on:si=on:urr=on:uwa=one_side_constant:nwc=1.5:random_seed=1767926996:i=38:bd=all:rtra=on:amm=off:ss=axioms:ntd=on_1798 on theBenchmark for (1798ds/38Mi) 1.58/0.87 % (3159579)lrs+1002_1_to=lpo:sil=128000:si=on:sos=on:spb=goal_then_units:uwa=off:random_seed=1342248133:st=2:i=249:sd=1:rtra=on:ss=axioms_1798 on theBenchmark for (1798ds/249Mi) 1.58/0.87 % (3159571)Instruction limit reached! 1.58/0.87 % (3159571)------------------------------ 1.58/0.87 % (3159571)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.58/0.87 % (3159578)Refutation not found, incomplete strategy 1.58/0.87 % (3159578)------------------------------ 1.58/0.87 % (3159578)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.58/0.87 % (3159578)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.58/0.87 % (3159571)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.58/0.87 % (3159578)CaDiCaL version: 2.1.3 1.58/0.87 % (3159578)Termination reason: Refutation not found, incomplete strategy 1.58/0.87 % (3159578)Time elapsed: 0.007 s 1.58/0.87 % (3159578)Peak memory usage: 12 MB 1.58/0.87 % (3159571)CaDiCaL version: 2.1.3 1.58/0.87 % (3159578)Instructions burned: 12 (million) 1.58/0.87 % (3159571)Termination reason: Instruction limit 1.58/0.87 % (3159571)Termination phase: Saturation 1.58/0.87 % (3159571)Time elapsed: 0.031 s 1.58/0.87 % (3159571)Peak memory usage: 11 MB 1.58/0.87 % (3159571)Instructions burned: 28 (million) 1.58/0.87 % (3159578)------------------------------ 1.58/0.87 % (3159578)------------------------------ 1.58/0.87 % (3159585)lrs+10_16:1_sil=128000:si=on:lma=off:urr=on:uwa=interpreted_only:random_seed=1545921743:i=14:kws=precedence:aac=none:nm=10:rtra=on:er=filter:ntd=on_1797 on theBenchmark for (1797ds/14Mi) 1.58/0.87 % (3159585)Instruction limit reached! 1.58/0.87 % (3159585)------------------------------ 1.58/0.87 % (3159585)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 1.58/0.87 % (3159585)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 1.58/0.87 % (3159585)CaDiCaL version: 2.1.3 1.58/0.87 % (3159585)Termination reason: Instruction limit 1.58/0.87 % (3159585)Termination phase: Saturation 1.58/0.87 % (3159585)Time elapsed: 0.008 s 1.58/0.87 % (3159585)Peak memory usage: 12 MB 1.58/0.87 % (3159585)Instructions burned: 15 (million) 1.58/0.87 % (3159584)dis+1002_1_sil=128000:fde=unused:e2e=on:si=on:cbe=off:uwa=off:random_seed=702076271:hsq=on:st=2:i=25:kws=inv_frequency:rtra=on:ss=axioms:ntd=on_1797 on theBenchmark for (1797ds/25Mi) 2.02/1.03 % (3159589)dis+10_1_anc=all_dependent:to=kbo:sil=128000:si=on:chr=on:random_seed=617105945:uwa_fpi=on:i=14:aac=none:rtra=on:fe=abstraction_1797 on theBenchmark for (1797ds/14Mi) 2.02/1.03 % (3159588)dis+1010_1_sil=128000:si=on:uwa=off:random_seed=217394957:st=3:s2a=on:i=327:sd=3:rtra=on:ss=axioms_1797 on theBenchmark for (1797ds/327Mi) 2.02/1.03 % (3159584)Instruction limit reached! 2.02/1.03 % (3159584)------------------------------ 2.02/1.03 % (3159584)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159584)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.03 % (3159584)CaDiCaL version: 2.1.3 2.02/1.03 % (3159584)Termination reason: Instruction limit 2.02/1.03 % (3159584)Termination phase: Saturation 2.02/1.03 % (3159584)Time elapsed: 0.024 s 2.02/1.03 % (3159584)Peak memory usage: 12 MB 2.02/1.03 % (3159584)Instructions burned: 25 (million) 2.02/1.03 % (3159589)Instruction limit reached! 2.02/1.03 % (3159589)------------------------------ 2.02/1.03 % (3159589)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159589)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.03 % (3159589)CaDiCaL version: 2.1.3 2.02/1.03 % (3159589)Termination reason: Instruction limit 2.02/1.03 % (3159589)Termination phase: Saturation 2.02/1.03 % (3159589)Time elapsed: 0.016 s 2.02/1.03 % (3159589)Peak memory usage: 12 MB 2.02/1.03 % (3159589)Instructions burned: 14 (million) 2.02/1.03 % (3159573)Instruction limit reached! 2.02/1.03 % (3159573)------------------------------ 2.02/1.03 % (3159573)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159573)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.03 % (3159573)CaDiCaL version: 2.1.3 2.02/1.03 % (3159573)Termination reason: Instruction limit 2.02/1.03 % (3159573)Termination phase: Saturation 2.02/1.03 % (3159573)Time elapsed: 0.076 s 2.02/1.03 % (3159573)Peak memory usage: 12 MB 2.02/1.03 % (3159573)Instructions burned: 86 (million) 2.02/1.03 % (3159591)ott+21_20_to=lpo:sil=128000:tgt=ground:si=on:sp=arity:lma=off:uwa=off:foolp=on:random_seed=2446432124:st=4:i=2:add=off:sd=3:nm=16:fsr=off:rtra=on:ss=axioms:sgt=8:ntd=on_1797 on theBenchmark for (1797ds/2Mi) 2.02/1.03 % (3159591)Instruction limit reached! 2.02/1.03 % (3159591)------------------------------ 2.02/1.03 % (3159591)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159591)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.03 % (3159591)CaDiCaL version: 2.1.3 2.02/1.03 % (3159591)Termination reason: Instruction limit 2.02/1.03 % (3159591)Termination phase: Saturation 2.02/1.03 % (3159591)Time elapsed: 0.007 s 2.02/1.03 % (3159591)Peak memory usage: 12 MB 2.02/1.03 % (3159591)Instructions burned: 4 (million) 2.02/1.03 % (3159597)lrs+1002_1024_sil=128000:tgt=ground:fde=none:e2e=on:si=on:uwa=off:nwc=1:random_seed=3552617932:cond=on:i=60:rtra=on:ntd=on_1796 on theBenchmark for (1796ds/60Mi) 2.02/1.03 % (3159596)dis+1002_16_sil=128000:si=on:sp=occurrence:random_seed=7083084:cond=fast:i=23:hud=1:av=off:rtra=on:fe=abstraction:ntd=on_1797 on theBenchmark for (1797ds/23Mi) 2.02/1.03 % (3159595)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=3250437245:i=26:ep=R:rtra=on:ntd=on_1797 on theBenchmark for (1797ds/26Mi) 2.02/1.03 % (3159597)Instruction limit reached! 2.02/1.03 % (3159597)------------------------------ 2.02/1.03 % (3159597)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159597)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.03 % (3159597)CaDiCaL version: 2.1.3 2.02/1.03 % (3159597)Termination reason: Instruction limit 2.02/1.03 % (3159597)Termination phase: Saturation 2.02/1.03 % (3159597)Time elapsed: 0.031 s 2.02/1.03 % (3159597)Peak memory usage: 12 MB 2.02/1.03 % (3159597)Instructions burned: 61 (million) 2.02/1.03 % (3159579)Instruction limit reached! 2.02/1.03 % (3159579)------------------------------ 2.02/1.03 % (3159579)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.03 % (3159579)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159579)CaDiCaL version: 2.1.3 2.02/1.16 % (3159579)Termination reason: Instruction limit 2.02/1.16 % (3159579)Termination phase: Saturation 2.02/1.16 % (3159579)Time elapsed: 0.114 s 2.02/1.16 % (3159579)Peak memory usage: 12 MB 2.02/1.16 % (3159579)Instructions burned: 251 (million) 2.02/1.16 % (3159599)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 2.02/1.16 % (3159599)WARNING Broken Constraint: if lrs_weight_limit_only(on) has been set then saturation_algorithm(otter) is equal to lrs 2.02/1.16 % (3159599)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=2248721913:i=14:add=off:nm=40:rtra=on:rawr=on_1796 on theBenchmark for (1796ds/14Mi) 2.02/1.16 % (3159603)WARNING Broken Constraint: if choice_reasoning(on) has been set then choice_ax(on) is equal to off 2.02/1.16 % (3159603)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=1650142946:i=8:nm=2:rtra=on:fe=abstraction:inj=on_1796 on theBenchmark for (1796ds/8Mi) 2.02/1.16 % (3159596)Instruction limit reached! 2.02/1.16 % (3159596)------------------------------ 2.02/1.16 % (3159596)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.16 % (3159596)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159596)CaDiCaL version: 2.1.3 2.02/1.16 % (3159596)Termination reason: Instruction limit 2.02/1.16 % (3159596)Termination phase: Saturation 2.02/1.16 % (3159596)Time elapsed: 0.044 s 2.02/1.16 % (3159596)Peak memory usage: 11 MB 2.02/1.16 % (3159596)Instructions burned: 24 (million) 2.02/1.16 % (3159595)Instruction limit reached! 2.02/1.16 % (3159595)------------------------------ 2.02/1.16 % (3159595)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.16 % (3159595)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159595)CaDiCaL version: 2.1.3 2.02/1.16 % (3159595)Termination reason: Instruction limit 2.02/1.16 % (3159595)Termination phase: Saturation 2.02/1.16 % (3159595)Time elapsed: 0.041 s 2.02/1.16 % (3159595)Peak memory usage: 12 MB 2.02/1.16 % (3159595)Instructions burned: 27 (million) 2.02/1.16 % (3159604)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=1145641703:uwa_fpi=on:i=31:doe=on:bd=preordered:rtra=on:fsd=on_1796 on theBenchmark for (1796ds/31Mi) 2.02/1.16 % (3159603)Instruction limit reached! 2.02/1.16 % (3159603)------------------------------ 2.02/1.16 % (3159603)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.16 % (3159603)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159603)CaDiCaL version: 2.1.3 2.02/1.16 % (3159603)Termination reason: Instruction limit 2.02/1.16 % (3159603)Termination phase: Saturation 2.02/1.16 % (3159603)Time elapsed: 0.008 s 2.02/1.16 % (3159603)Peak memory usage: 12 MB 2.02/1.16 % (3159603)Instructions burned: 8 (million) 2.02/1.16 % (3159599)Instruction limit reached! 2.02/1.16 % (3159599)------------------------------ 2.02/1.16 % (3159599)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.16 % (3159599)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159599)CaDiCaL version: 2.1.3 2.02/1.16 % (3159599)Termination reason: Instruction limit 2.02/1.16 % (3159599)Termination phase: Saturation 2.02/1.16 % (3159599)Time elapsed: 0.024 s 2.02/1.16 % (3159599)Peak memory usage: 12 MB 2.02/1.16 % (3159599)Instructions burned: 14 (million) 2.02/1.16 % (3159604)Instruction limit reached! 2.02/1.16 % (3159604)------------------------------ 2.02/1.16 % (3159604)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 2.02/1.16 % (3159604)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 2.02/1.16 % (3159604)CaDiCaL version: 2.1.3 2.02/1.16 % (3159604)Termination reason: Instruction limit 2.02/1.16 % (3159604)Termination phase: Saturation 2.02/1.16 % (3159604)Time elapsed: 0.028 s 2.02/1.16 % (3159604)Peak memory usage: 12 MB 2.02/1.16 % (3159604)Instructions burned: 32 (million) 2.02/1.16 % (3159611)dis+1010_2:1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:slsq=on:random_seed=3376996946:i=1240:rtra=on:ixr=off_1795 on theBenchmark for (1795ds/1240Mi) 3.16/1.26 % (3159607)dis+10_1024_sil=128000:cnfonf=off:si=on:fd=off:random_seed=2841049115:i=7:hud=5:bd=preordered:rtra=on:bet=on_1796 on theBenchmark for (1796ds/7Mi) 3.16/1.26 % (3159608)lrs+10_1_plsq=on:drc=ordering:cnfonf=lazy_not_gen_be_off:bsd=on:si=on:plsqr=32,1:cs=on:random_seed=1483909664:i=23:rtra=on:ntd=on_1796 on theBenchmark for (1796ds/23Mi) 3.16/1.26 % (3159610)lrs+10_1_sil=128000:fde=unused:si=on:random_seed=1549081237:s2a=on:i=20:kws=inv_frequency:bd=all:rtra=on_1795 on theBenchmark for (1795ds/20Mi) 3.16/1.26 % (3159607)Instruction limit reached! 3.16/1.26 % (3159607)------------------------------ 3.16/1.26 % (3159607)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.16/1.26 % (3159607)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.16/1.26 % (3159607)CaDiCaL version: 2.1.3 3.16/1.26 % (3159607)Termination reason: Instruction limit 3.16/1.26 % (3159607)Termination phase: Saturation 3.16/1.26 % (3159607)Time elapsed: 0.026 s 3.16/1.26 % (3159607)Peak memory usage: 12 MB 3.16/1.26 % (3159607)Instructions burned: 7 (million) 3.16/1.26 % (3159608)Instruction limit reached! 3.16/1.26 % (3159608)------------------------------ 3.16/1.26 % (3159608)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.16/1.26 % (3159608)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.16/1.26 % (3159608)CaDiCaL version: 2.1.3 3.16/1.26 % (3159608)Termination reason: Instruction limit 3.16/1.26 % (3159608)Termination phase: Saturation 3.16/1.26 % (3159608)Time elapsed: 0.031 s 3.16/1.26 % (3159608)Peak memory usage: 11 MB 3.16/1.26 % (3159608)Instructions burned: 23 (million) 3.16/1.26 % (3159612)ott+1002_32_tgt=ground:si=on:sp=const_max:acc=on:nwc=0.5:random_seed=1514389843:i=143:fgj=on:piset=pi_sigma:rtra=on:fe=abstraction_1795 on theBenchmark for (1795ds/143Mi) 3.16/1.26 % (3159610)Instruction limit reached! 3.16/1.26 % (3159610)------------------------------ 3.16/1.26 % (3159610)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.16/1.26 % (3159610)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.16/1.26 % (3159610)CaDiCaL version: 2.1.3 3.16/1.26 % (3159610)Termination reason: Instruction limit 3.16/1.26 % (3159610)Termination phase: Saturation 3.16/1.26 % (3159610)Time elapsed: 0.036 s 3.16/1.26 % (3159610)Peak memory usage: 12 MB 3.16/1.26 % (3159610)Instructions burned: 20 (million) 3.16/1.26 % (3159617)lrs+1002_1_sil=128000:si=on:acc=on:uwa=off:random_seed=1120928320:st=5:s2a=on:i=193:sd=1:rtra=on:ss=axioms_1795 on theBenchmark for (1795ds/193Mi) 3.16/1.26 % (3159618)dis+10_1024_sil=128000:si=on:sp=unary_first:urr=on:uwa=all:fd=off:random_seed=2235533937:i=42:hud=10:rtra=on_1795 on theBenchmark for (1795ds/42Mi) 3.16/1.26 % (3159620)WARNING Broken Constraint: if forward_subsumption_demodulation_max_matches(5) has been set then forward_subsumption_demodulation(off) is equal to on 3.16/1.26 % (3159588)Instruction limit reached! 3.16/1.26 % (3159588)------------------------------ 3.16/1.26 % (3159588)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.16/1.26 % (3159588)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.16/1.26 % (3159588)CaDiCaL version: 2.1.3 3.16/1.26 % (3159588)Termination reason: Instruction limit 3.16/1.26 % (3159588)Termination phase: Saturation 3.16/1.26 % (3159588)Time elapsed: 0.286 s 3.16/1.26 % (3159588)Peak memory usage: 13 MB 3.16/1.26 % (3159588)Instructions burned: 327 (million) 3.16/1.26 % (3159620)dis+21_1_to=kbo:sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:uwa=hol:random_seed=370357449:uwa_fpi=on:i=7:fgj=on:hud=10:fsr=off:rtra=on:rawr=on:fsdmm=5_1794 on theBenchmark for (1794ds/7Mi) 3.16/1.26 % (3159555)Instruction limit reached! 3.16/1.26 % (3159555)------------------------------ 3.16/1.26 % (3159555)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.16/1.26 % (3159555)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.16/1.26 % (3159555)CaDiCaL version: 2.1.3 3.16/1.26 % (3159555)Termination reason: Instruction limit 3.16/1.26 % (3159555)Termination phase: Saturation 3.16/1.26 % (3159555)Time elapsed: 0.528 s 3.16/1.26 % (3159555)Peak memory usage: 14 MB 3.16/1.26 % (3159555)Instructions burned: 634 (million) 3.16/1.26 % (3159620)Instruction limit reached! 3.62/1.49 % (3159620)------------------------------ 3.62/1.49 % (3159620)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159620)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159620)CaDiCaL version: 2.1.3 3.62/1.49 % (3159620)Termination reason: Instruction limit 3.62/1.49 % (3159620)Termination phase: Saturation 3.62/1.49 % (3159620)Time elapsed: 0.016 s 3.62/1.49 % (3159620)Peak memory usage: 12 MB 3.62/1.49 % (3159620)Instructions burned: 7 (million) 3.62/1.49 % (3159623)lrs+10_1_to=lpo:sil=128000:si=on:sp=arity:urr=on:random_seed=377170772:i=181:sd=2:bd=preordered:rtra=on:ss=axioms_1794 on theBenchmark for (1794ds/181Mi) 3.62/1.49 % (3159618)Instruction limit reached! 3.62/1.49 % (3159618)------------------------------ 3.62/1.49 % (3159618)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159618)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159618)CaDiCaL version: 2.1.3 3.62/1.49 % (3159618)Termination reason: Instruction limit 3.62/1.49 % (3159618)Termination phase: Saturation 3.62/1.49 % (3159618)Time elapsed: 0.066 s 3.62/1.49 % (3159618)Peak memory usage: 12 MB 3.62/1.49 % (3159618)Instructions burned: 42 (million) 3.62/1.49 % (3159626)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(5) has been set then sine_level_split_queue(off) is equal to on 3.62/1.49 % (3159625)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=1929938973:st=3:avsq=on:i=169:avsqr=8,1:sd=2:kws=precedence:bd=preordered:rtra=on:ss=axioms:ntd=on_1794 on theBenchmark for (1794ds/169Mi) 3.62/1.49 % (3159626)lrs+1002_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=arity:cbe=off:uwa=all:slsqc=5:random_seed=981854280:st=4:s2a=on:i=6:add=on:doe=on:hud=10:rtra=on:bet=on:ss=axioms_1794 on theBenchmark for (1794ds/6Mi) 3.62/1.49 % (3159626)Instruction limit reached! 3.62/1.49 % (3159626)------------------------------ 3.62/1.49 % (3159626)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159626)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159626)CaDiCaL version: 2.1.3 3.62/1.49 % (3159626)Termination reason: Instruction limit 3.62/1.49 % (3159626)Termination phase: Saturation 3.62/1.49 % (3159626)Time elapsed: 0.011 s 3.62/1.49 % (3159626)Peak memory usage: 11 MB 3.62/1.49 % (3159626)Instructions burned: 7 (million) 3.62/1.49 % (3159628)ott+2_5:4_anc=none:to=lpo:si=on:lma=off:cbe=off:uwa=ground:nwc=3:random_seed=4241712393:uwa_fpi=on:i=22:add=on:doe=on:ins=1:rtra=on_1793 on theBenchmark for (1793ds/22Mi) 3.62/1.49 % (3159623)Instruction limit reached! 3.62/1.49 % (3159623)------------------------------ 3.62/1.49 % (3159623)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159623)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159623)CaDiCaL version: 2.1.3 3.62/1.49 % (3159623)Termination reason: Instruction limit 3.62/1.49 % (3159623)Termination phase: Saturation 3.62/1.49 % (3159623)Time elapsed: 0.086 s 3.62/1.49 % (3159623)Peak memory usage: 12 MB 3.62/1.49 % (3159623)Instructions burned: 182 (million) 3.62/1.49 % (3159628)Instruction limit reached! 3.62/1.49 % (3159628)------------------------------ 3.62/1.49 % (3159628)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159628)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159628)CaDiCaL version: 2.1.3 3.62/1.49 % (3159628)Termination reason: Instruction limit 3.62/1.49 % (3159628)Termination phase: Saturation 3.62/1.49 % (3159628)Time elapsed: 0.021 s 3.62/1.49 % (3159628)Peak memory usage: 12 MB 3.62/1.49 % (3159628)Instructions burned: 23 (million) 3.62/1.49 % (3159612)Instruction limit reached! 3.62/1.49 % (3159612)------------------------------ 3.62/1.49 % (3159612)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 3.62/1.49 % (3159612)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 3.62/1.49 % (3159612)CaDiCaL version: 2.1.3 3.62/1.49 % (3159612)Termination reason: Instruction limit 3.62/1.49 % (3159612)Termination phase: Saturation 3.62/1.49 % (3159612)Time elapsed: 0.204 s 3.62/1.49 % (3159612)Peak memory usage: 13 MB 3.62/1.49 % (3159612)Instructions burned: 145 (million) 3.62/1.49 % (3159633)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=2330536692:i=316:bs=unit_only:ins=25:rtra=on:ntd=on_1793 on theBenchmark for (1793ds/316Mi) 4.56/1.74 % (3159635)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=2879765342:hsq=on:hsqr=16,1:s2a=on:i=45:erml=3:slsql=off:rtra=on:gtg=exists_top:er=filter:ntd=on_1792 on theBenchmark for (1792ds/45Mi) 4.56/1.74 % (3159631)dis+1010_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:sas=cadical:si=on:sos=all:uwa=off:sac=on:random_seed=182067590:i=19:add=on:rtra=on_1793 on theBenchmark for (1793ds/19Mi) 4.56/1.74 % (3159634)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=117299056:hsq=on:hsqr=16,1:s2a=on:i=853:add=off:bd=all:nm=64:rtra=on:gtg=position:c=on:ntd=on_1793 on theBenchmark for (1793ds/853Mi) 4.56/1.74 % (3159635)Instruction limit reached! 4.56/1.74 % (3159635)------------------------------ 4.56/1.74 % (3159635)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 4.56/1.74 % (3159635)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 4.56/1.74 % (3159635)CaDiCaL version: 2.1.3 4.56/1.74 % (3159635)Termination reason: Instruction limit 4.56/1.74 % (3159635)Termination phase: Saturation 4.56/1.74 % (3159635)Time elapsed: 0.023 s 4.56/1.74 % (3159635)Peak memory usage: 13 MB 4.56/1.74 % (3159635)Instructions burned: 46 (million) 4.56/1.74 % (3159617)Instruction limit reached! 4.56/1.74 % (3159617)------------------------------ 4.56/1.74 % (3159617)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 4.56/1.74 % (3159617)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 4.56/1.74 % (3159617)CaDiCaL version: 2.1.3 4.56/1.74 % (3159617)Termination reason: Instruction limit 4.56/1.74 % (3159617)Termination phase: Saturation 4.56/1.74 % (3159617)Time elapsed: 0.241 s 4.56/1.74 % (3159617)Peak memory usage: 13 MB 4.56/1.74 % (3159617)Instructions burned: 193 (million) 4.56/1.74 % (3159631)Instruction limit reached! 4.56/1.74 % (3159631)------------------------------ 4.56/1.74 % (3159631)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 4.56/1.74 % (3159631)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 4.56/1.74 % (3159631)CaDiCaL version: 2.1.3 4.56/1.74 % (3159631)Termination reason: Instruction limit 4.56/1.74 % (3159631)Termination phase: Saturation 4.56/1.74 % (3159631)Time elapsed: 0.020 s 4.56/1.74 % (3159631)Peak memory usage: 12 MB 4.56/1.74 % (3159631)Instructions burned: 21 (million) 4.56/1.74 % (3159642)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(2) has been set then sine_level_split_queue(off) is equal to on 4.56/1.74 % (3159641)dis+1010_40_sil=128000:si=on:uwa=off:nwc=1:sac=on:chr=on:avsqc=3:random_seed=1919774359:avsq=on:i=21:avsqr=8,1:kws=frequency:fgj=on:bd=all:rtra=on:fe=axiom:ntd=on_1792 on theBenchmark for (1792ds/21Mi) 4.56/1.74 % (3159640)lrs+1002_1_sil=128000:fde=unused:e2e=on:si=on:sos=on:uwa=interpreted_only:random_seed=2145110988:i=480:rtra=on_1792 on theBenchmark for (1792ds/480Mi) 4.56/1.74 % (3159642)ott+1002_3_si=on:sp=weighted_frequency:spb=goal:cbe=off:slsqc=2:random_seed=4087841908:cts=off:uwa_fpi=on:i=200:av=off:fsr=off:rtra=on:ntd=on_1792 on theBenchmark for (1792ds/200Mi) 4.56/1.74 % (3159625)Instruction limit reached! 4.56/1.74 % (3159625)------------------------------ 4.56/1.74 % (3159625)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 4.56/1.74 % (3159625)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 4.56/1.74 % (3159625)CaDiCaL version: 2.1.3 4.56/1.74 % (3159625)Termination reason: Instruction limit 4.56/1.74 % (3159625)Termination phase: Saturation 4.56/1.74 % (3159625)Time elapsed: 0.168 s 4.56/1.74 % (3159625)Peak memory usage: 13 MB 4.56/1.74 % (3159625)Instructions burned: 169 (million) 4.56/1.74 % (3159641)Instruction limit reached! 4.56/1.74 % (3159641)------------------------------ 4.56/1.74 % (3159641)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 4.56/1.74 % (3159641)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 4.56/1.74 % (3159641)CaDiCaL version: 2.1.3 4.56/1.74 % (3159641)Termination reason: Instruction limit 5.17/1.89 % (3159641)Termination phase: Saturation 5.17/1.89 % (3159641)Time elapsed: 0.029 s 5.17/1.89 % (3159641)Peak memory usage: 12 MB 5.17/1.89 % (3159641)Instructions burned: 22 (million) 5.17/1.89 % (3159646)lrs+10_1_sil=128000:fde=unused:si=on:random_seed=3338617624:s2a=on:i=13:kws=inv_frequency:bd=all:rtra=on_1791 on theBenchmark for (1791ds/13Mi) 5.17/1.89 % (3159647)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=1083811608:i=66:s2at=3:nm=2:rtra=on:rawr=on_1791 on theBenchmark for (1791ds/66Mi) 5.17/1.89 % (3159646)Instruction limit reached! 5.17/1.89 % (3159646)------------------------------ 5.17/1.89 % (3159646)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 5.17/1.89 % (3159646)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 5.17/1.89 % (3159646)CaDiCaL version: 2.1.3 5.17/1.89 % (3159646)Termination reason: Instruction limit 5.17/1.89 % (3159646)Termination phase: Saturation 5.17/1.89 % (3159646)Time elapsed: 0.023 s 5.17/1.89 % (3159646)Peak memory usage: 12 MB 5.17/1.89 % (3159646)Instructions burned: 13 (million) 5.17/1.89 % (3159650)lrs+1004_128_si=on:sos=all:uwa=off:random_seed=194742732:i=51:fsr=off:rtra=on_1791 on theBenchmark for (1791ds/51Mi) 5.17/1.89 % (3159647)Instruction limit reached! 5.17/1.89 % (3159647)------------------------------ 5.17/1.89 % (3159647)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 5.17/1.89 % (3159647)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 5.17/1.89 % (3159647)CaDiCaL version: 2.1.3 5.17/1.89 % (3159647)Termination reason: Instruction limit 5.17/1.89 % (3159647)Termination phase: Saturation 5.17/1.89 % (3159647)Time elapsed: 0.086 s 5.17/1.89 % (3159647)Peak memory usage: 12 MB 5.17/1.89 % (3159647)Instructions burned: 67 (million) 5.17/1.89 % (3159650)Instruction limit reached! 5.17/1.89 % (3159650)------------------------------ 5.17/1.89 % (3159650)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 5.17/1.89 % (3159650)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 5.17/1.89 % (3159650)CaDiCaL version: 2.1.3 5.17/1.89 % (3159650)Termination reason: Instruction limit 5.17/1.89 % (3159650)Termination phase: Saturation 5.17/1.89 % (3159650)Time elapsed: 0.054 s 5.17/1.89 % (3159650)Peak memory usage: 12 MB 5.17/1.89 % (3159650)Instructions burned: 52 (million) 5.17/1.89 % (3159633)Instruction limit reached! 5.17/1.89 % (3159633)------------------------------ 5.17/1.89 % (3159633)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 5.17/1.89 % (3159633)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 5.17/1.89 % (3159633)CaDiCaL version: 2.1.3 5.17/1.89 % (3159633)Termination reason: Instruction limit 5.17/1.89 % (3159633)Termination phase: Saturation 5.17/1.89 % (3159633)Time elapsed: 0.278 s 5.17/1.89 % (3159633)Peak memory usage: 13 MB 5.17/1.89 % (3159633)Instructions burned: 316 (million) 5.17/1.89 % (3159652)dis+1002_64_sil=128000:cnfonf=lazy_not_gen_be_off:si=on:cbe=off:uwa=off:nwc=0.5:random_seed=3953381324:i=31:kws=inv_frequency:bd=all:rtra=on:ntd=on_1790 on theBenchmark for (1790ds/31Mi) 5.17/1.89 % (3159642)Instruction limit reached! 5.17/1.89 % (3159642)------------------------------ 5.17/1.89 % (3159642)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 5.17/1.89 % (3159642)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 5.17/1.89 % (3159642)CaDiCaL version: 2.1.3 5.17/1.89 % (3159642)Termination reason: Instruction limit 5.17/1.89 % (3159642)Termination phase: Saturation 5.17/1.89 % (3159642)Time elapsed: 0.229 s 5.17/1.89 % (3159642)Peak memory usage: 12 MB 5.17/1.89 % (3159642)Instructions burned: 201 (million) 5.17/1.89 % (3159653)dis+1010_40_to=kbo:tgt=full:fde=unused:si=on:sp=const_frequency:lma=off:cbe=off:uwa=interpreted_only:random_seed=3997206827:i=137:kws=precedence:bd=all:rtra=on:c=on:ntd=on_1790 on theBenchmark for (1790ds/137Mi) 5.17/1.89 % (3159654)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=1493116234:cond=on:i=34:hud=10:nm=10:rtra=on_1790 on theBenchmark for (1790ds/34Mi) 5.17/1.89 % (3159652)Instruction limit reached! 5.17/1.89 % (3159652)------------------------------ 5.17/1.89 % (3159652)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159652)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159652)CaDiCaL version: 2.1.3 6.82/2.04 % (3159652)Termination reason: Instruction limit 6.82/2.04 % (3159652)Termination phase: Saturation 6.82/2.04 % (3159652)Time elapsed: 0.031 s 6.82/2.04 % (3159652)Peak memory usage: 12 MB 6.82/2.04 % (3159652)Instructions burned: 31 (million) 6.82/2.04 % (3159654)Instruction limit reached! 6.82/2.04 % (3159654)------------------------------ 6.82/2.04 % (3159654)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159654)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159654)CaDiCaL version: 2.1.3 6.82/2.04 % (3159654)Termination reason: Instruction limit 6.82/2.04 % (3159654)Termination phase: Saturation 6.82/2.04 % (3159654)Time elapsed: 0.032 s 6.82/2.04 % (3159654)Peak memory usage: 12 MB 6.82/2.04 % (3159654)Instructions burned: 34 (million) 6.82/2.04 % (3159659)WARNING Broken Constraint: if sine_generality_threshold(60) has been set then sine_selection(off) is not equal to off 6.82/2.04 % (3159659)dis+21_1_to=lpo:sil=128000:cnfonf=lazy_not_gen_be_off:si=on:sp=unary_frequency:bsr=on:random_seed=1659453275:i=180:hud=16:bd=all:fsr=off:rtra=on:sgt=60:ntd=on_1789 on theBenchmark for (1789ds/180Mi) 6.82/2.04 % (3159656)lrs+1010_1_sil=128000:hsqc=4:si=on:sos=on:random_seed=3294232545:hsq=on:i=67:hsqaw=5:rtra=on:fe=abstraction:ntd=on_1789 on theBenchmark for (1789ds/67Mi) 6.82/2.04 % (3159660)lrs+1002_1_sil=128000:si=on:uwa=off:random_seed=1995384377:st=2:i=246:sd=3:rtra=on:ss=axioms_1789 on theBenchmark for (1789ds/246Mi) 6.82/2.04 % (3159656)Instruction limit reached! 6.82/2.04 % (3159656)------------------------------ 6.82/2.04 % (3159656)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159656)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159656)CaDiCaL version: 2.1.3 6.82/2.04 % (3159656)Termination reason: Instruction limit 6.82/2.04 % (3159656)Termination phase: Saturation 6.82/2.04 % (3159656)Time elapsed: 0.045 s 6.82/2.04 % (3159656)Peak memory usage: 12 MB 6.82/2.04 % (3159656)Instructions burned: 67 (million) 6.82/2.04 % (3159653)Instruction limit reached! 6.82/2.04 % (3159653)------------------------------ 6.82/2.04 % (3159653)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159653)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159653)CaDiCaL version: 2.1.3 6.82/2.04 % (3159653)Termination reason: Instruction limit 6.82/2.04 % (3159653)Termination phase: Saturation 6.82/2.04 % (3159653)Time elapsed: 0.146 s 6.82/2.04 % (3159653)Peak memory usage: 12 MB 6.82/2.04 % (3159653)Instructions burned: 139 (million) 6.82/2.04 % (3159664)lrs+10_7_sil=128000:tgt=full:si=on:lma=off:uwa=off:nwc=1:sac=on:random_seed=1495725828:cond=on:i=96:bd=all:rtra=on_1788 on theBenchmark for (1788ds/96Mi) 6.82/2.04 % (3159665)lrs+10_1_sil=128000:si=on:sos=on:urr=on:random_seed=642341320:i=427:sd=1:rtra=on:ss=axioms_1788 on theBenchmark for (1788ds/427Mi) 6.82/2.04 % (3159664)Instruction limit reached! 6.82/2.04 % (3159664)------------------------------ 6.82/2.04 % (3159664)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159664)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159664)CaDiCaL version: 2.1.3 6.82/2.04 % (3159664)Termination reason: Instruction limit 6.82/2.04 % (3159664)Termination phase: Saturation 6.82/2.04 % (3159664)Time elapsed: 0.063 s 6.82/2.04 % (3159664)Peak memory usage: 13 MB 6.82/2.04 % (3159664)Instructions burned: 96 (million) 6.82/2.04 % (3159659)Instruction limit reached! 6.82/2.04 % (3159659)------------------------------ 6.82/2.04 % (3159659)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 6.82/2.04 % (3159659)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 6.82/2.04 % (3159659)CaDiCaL version: 2.1.3 6.82/2.04 % (3159659)Termination reason: Instruction limit 6.82/2.04 % (3159659)Termination phase: Saturation 6.82/2.04 % (3159659)Time elapsed: 0.182 s 6.82/2.04 % (3159659)Peak memory usage: 12 MB 6.82/2.04 % (3159659)Instructions burned: 180 (million) 6.82/2.04 % (3159668)dis+1010_1_sil=128000:si=on:uwa=off:random_seed=573442719:st=3:s2a=on:i=874:sd=3:rtra=on:ss=axioms_1787 on theBenchmark for (1787ds/874Mi) 6.82/2.04 % (3159640)Instruction limit reached! 6.82/2.04 % (3159640)------------------------------ 8.47/2.22 % (3159640)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159640)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159640)CaDiCaL version: 2.1.3 8.47/2.22 % (3159640)Termination reason: Instruction limit 8.47/2.22 % (3159640)Termination phase: Saturation 8.47/2.22 % (3159640)Time elapsed: 0.509 s 8.47/2.22 % (3159640)Peak memory usage: 15 MB 8.47/2.22 % (3159640)Instructions burned: 480 (million) 8.47/2.22 % (3159669)dis+1010_4_sas=cadical:si=on:cbe=off:nwc=20:random_seed=1888090692:st=6:s2a=on:i=515:sd=2:nm=2:rtra=on:ss=axioms_1787 on theBenchmark for (1787ds/515Mi) 8.47/2.22 % (3159671)lrs+1002_1_cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:random_seed=3132956686:st=1.5:i=130:rtra=on:ss=axioms_1786 on theBenchmark for (1786ds/130Mi) 8.47/2.22 % (3159660)Instruction limit reached! 8.47/2.22 % (3159660)------------------------------ 8.47/2.22 % (3159660)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159660)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159660)CaDiCaL version: 2.1.3 8.47/2.22 % (3159660)Termination reason: Instruction limit 8.47/2.22 % (3159660)Termination phase: Saturation 8.47/2.22 % (3159660)Time elapsed: 0.252 s 8.47/2.22 % (3159660)Peak memory usage: 13 MB 8.47/2.22 % (3159660)Instructions burned: 246 (million) 8.47/2.22 % (3159671)Instruction limit reached! 8.47/2.22 % (3159671)------------------------------ 8.47/2.22 % (3159671)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159671)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159671)CaDiCaL version: 2.1.3 8.47/2.22 % (3159671)Termination reason: Instruction limit 8.47/2.22 % (3159671)Termination phase: Saturation 8.47/2.22 % (3159671)Time elapsed: 0.067 s 8.47/2.22 % (3159671)Peak memory usage: 12 MB 8.47/2.22 % (3159671)Instructions burned: 132 (million) 8.47/2.22 % (3159674)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=2297828829:i=44:ep=R:rtra=on:ntd=on_1786 on theBenchmark for (1786ds/44Mi) 8.47/2.22 % (3159675)lrs+1010_8:1_sil=128000:fde=unused:e2e=on:si=on:sos=on:urr=on:uwa=one_side_constant:fd=off:random_seed=2394465133:s2a=on:i=571:nm=16:rtra=on_1786 on theBenchmark for (1786ds/571Mi) 8.47/2.22 % (3159675)Refutation not found, incomplete strategy 8.47/2.22 % (3159675)------------------------------ 8.47/2.22 % (3159675)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159675)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159675)CaDiCaL version: 2.1.3 8.47/2.22 % (3159675)Termination reason: Refutation not found, incomplete strategy 8.47/2.22 % (3159675)Time elapsed: 0.006 s 8.47/2.22 % (3159675)Peak memory usage: 12 MB 8.47/2.22 % (3159675)Instructions burned: 10 (million) 8.47/2.22 % (3159675)------------------------------ 8.47/2.22 % (3159675)------------------------------ 8.47/2.22 % (3159674)Instruction limit reached! 8.47/2.22 % (3159674)------------------------------ 8.47/2.22 % (3159674)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159674)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159674)CaDiCaL version: 2.1.3 8.47/2.22 % (3159674)Termination reason: Instruction limit 8.47/2.22 % (3159674)Termination phase: Saturation 8.47/2.22 % (3159674)Time elapsed: 0.024 s 8.47/2.22 % (3159674)Peak memory usage: 12 MB 8.47/2.22 % (3159674)Instructions burned: 44 (million) 8.47/2.22 % (3159634)Instruction limit reached! 8.47/2.22 % (3159634)------------------------------ 8.47/2.22 % (3159634)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 8.47/2.22 % (3159634)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 8.47/2.22 % (3159634)CaDiCaL version: 2.1.3 8.47/2.22 % (3159634)Termination reason: Instruction limit 8.47/2.22 % (3159634)Termination phase: Saturation 8.47/2.22 % (3159634)Time elapsed: 0.684 s 8.47/2.22 % (3159634)Peak memory usage: 14 MB 8.47/2.22 % (3159634)Instructions burned: 854 (million) 8.47/2.22 % (3159678)dis+1010_8_to=lpo:sil=128000:tgt=ground:si=on:sp=reverse_frequency:cbe=off:uwa=off:random_seed=2456579140:i=450:rtra=on:ixr=off:ntd=on_1785 on theBenchmark for (1785ds/450Mi) 8.47/2.22 % (3159679)lrs+10_5:1_to=lpo:sil=128000:si=on:uwa=one_side_interpreted:random_seed=1623343881:cts=off:i=95:piset=pi_sigma:bd=all:rtra=on:ntd=on_1785 on theBenchmark for (1785ds/95Mi) 9.30/2.46 % (3159680)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=1844098873:s2a=on:i=65:add=on:bd=preordered:ins=10:rtra=on_1785 on theBenchmark for (1785ds/65Mi) 9.30/2.46 % (3159679)Instruction limit reached! 9.30/2.46 % (3159679)------------------------------ 9.30/2.46 % (3159679)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 9.30/2.46 % (3159679)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 9.30/2.46 % (3159679)CaDiCaL version: 2.1.3 9.30/2.46 % (3159679)Termination reason: Instruction limit 9.30/2.46 % (3159679)Termination phase: Saturation 9.30/2.46 % (3159679)Time elapsed: 0.045 s 9.30/2.46 % (3159679)Peak memory usage: 13 MB 9.30/2.46 % (3159679)Instructions burned: 95 (million) 9.30/2.46 % (3159611)Instruction limit reached! 9.30/2.46 % (3159611)------------------------------ 9.30/2.46 % (3159611)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 9.30/2.46 % (3159611)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 9.30/2.46 % (3159611)CaDiCaL version: 2.1.3 9.30/2.46 % (3159611)Termination reason: Instruction limit 9.30/2.46 % (3159611)Termination phase: Saturation 9.30/2.46 % (3159611)Time elapsed: 1.073 s 9.30/2.46 % (3159611)Peak memory usage: 16 MB 9.30/2.46 % (3159611)Instructions burned: 1240 (million) 9.30/2.46 % (3159680)Instruction limit reached! 9.30/2.46 % (3159680)------------------------------ 9.30/2.46 % (3159680)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 9.30/2.46 % (3159680)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 9.30/2.46 % (3159680)CaDiCaL version: 2.1.3 9.30/2.46 % (3159680)Termination reason: Instruction limit 9.30/2.46 % (3159680)Termination phase: Saturation 9.30/2.46 % (3159680)Time elapsed: 0.058 s 9.30/2.46 % (3159680)Peak memory usage: 13 MB 9.30/2.46 % (3159680)Instructions burned: 65 (million) 9.30/2.46 % (3159684)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=1200386534: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_1784 on theBenchmark for (1784ds/105Mi) 9.30/2.46 % (3159685)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=3609802261:hsq=on:hsqr=16,1:s2a=on:i=5755:piset=or:nm=32:rtra=on:ss=axioms:c=on:sgt=8:rawr=on_1784 on theBenchmark for (1784ds/5755Mi) 9.30/2.46 % (3159669)Instruction limit reached! 9.30/2.46 % (3159669)------------------------------ 9.30/2.46 % (3159669)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 9.30/2.46 % (3159669)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 9.30/2.46 % (3159669)CaDiCaL version: 2.1.3 9.30/2.46 % (3159669)Termination reason: Instruction limit 9.30/2.46 % (3159669)Termination phase: Saturation 9.30/2.46 % (3159669)Time elapsed: 0.235 s 9.30/2.46 % (3159669)Peak memory usage: 14 MB 9.30/2.46 % (3159669)Instructions burned: 516 (million) 9.30/2.46 % (3159686)lrs+10_1_sil=128000:drc=off:si=on:fs=off:urr=on:uwa=one_side_constant:random_seed=2594920312:st=10:i=375:sd=1:bd=all:fsr=off:rtra=on:ss=axioms_1784 on theBenchmark for (1784ds/375Mi) 9.30/2.46 % (3159686)Refutation not found, incomplete strategy 9.30/2.46 % (3159686)------------------------------ 9.30/2.46 % (3159686)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 9.30/2.46 % (3159686)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 9.30/2.46 % (3159686)CaDiCaL version: 2.1.3 9.30/2.46 % (3159686)Termination reason: Refutation not found, incomplete strategy 9.30/2.46 % (3159686)Time elapsed: 0.009 s 9.30/2.46 % (3159686)Peak memory usage: 12 MB 9.30/2.46 % (3159686)Instructions burned: 8 (million) 9.30/2.46 % (3159686)------------------------------ 9.30/2.46 % (3159686)------------------------------ 9.30/2.46 % (3159689)lrs+10_1_to=lpo:sil=128000:e2e=on:si=on:random_seed=4260375586:s2a=on:i=495:s2at=3:aac=none:bd=preordered:rtra=on:fe=abstraction_1784 on theBenchmark for (1784ds/495Mi) 9.30/2.46 % (3159665)Instruction limit reached! 9.30/2.46 % (3159665)------------------------------ 9.30/2.46 % (3159665)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159665)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159665)CaDiCaL version: 2.1.3 10.47/2.76 % (3159665)Termination reason: Instruction limit 10.47/2.76 % (3159665)Termination phase: Saturation 10.47/2.76 % (3159665)Time elapsed: 0.376 s 10.47/2.76 % (3159665)Peak memory usage: 13 MB 10.47/2.76 % (3159665)Instructions burned: 428 (million) 10.47/2.76 % (3159691)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=1617318615:cond=on:i=34:hud=10:nm=10:rtra=on_1784 on theBenchmark for (1784ds/34Mi) 10.47/2.76 % (3159684)Instruction limit reached! 10.47/2.76 % (3159684)------------------------------ 10.47/2.76 % (3159684)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159684)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159684)CaDiCaL version: 2.1.3 10.47/2.76 % (3159684)Termination reason: Instruction limit 10.47/2.76 % (3159684)Termination phase: Saturation 10.47/2.76 % (3159684)Time elapsed: 0.101 s 10.47/2.76 % (3159684)Peak memory usage: 12 MB 10.47/2.76 % (3159684)Instructions burned: 105 (million) 10.47/2.76 % (3159693)ott+1002_4_tgt=ground:si=on:tsa=off:nwc=1:random_seed=2103302487:s2a=on:i=91:piset=or:hud=5:rtra=on:fe=abstraction_1783 on theBenchmark for (1783ds/91Mi) 10.47/2.76 % (3159695)dis+2_1_sil=128000:tgt=ground:e2e=on:si=on:sos=on:urr=on:uwa=off:nwc=2:random_seed=1918180610:i=66:sd=50:kws=inv_arity:bd=preordered:nm=64:rtra=on:ss=axioms:c=on:ntd=on_1783 on theBenchmark for (1783ds/66Mi) 10.47/2.76 % (3159691)Instruction limit reached! 10.47/2.76 % (3159691)------------------------------ 10.47/2.76 % (3159691)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159691)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159691)CaDiCaL version: 2.1.3 10.47/2.76 % (3159691)Termination reason: Instruction limit 10.47/2.76 % (3159691)Termination phase: Saturation 10.47/2.76 % (3159691)Time elapsed: 0.056 s 10.47/2.76 % (3159691)Peak memory usage: 12 MB 10.47/2.76 % (3159691)Instructions burned: 35 (million) 10.47/2.76 % (3159698)ott+2_5:4_anc=none:to=lpo:si=on:lma=off:cbe=off:uwa=ground:nwc=3:random_seed=4196590477:uwa_fpi=on:i=22:add=on:doe=on:ins=1:rtra=on_1783 on theBenchmark for (1783ds/22Mi) 10.47/2.76 % (3159693)Instruction limit reached! 10.47/2.76 % (3159693)------------------------------ 10.47/2.76 % (3159693)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159693)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159693)CaDiCaL version: 2.1.3 10.47/2.76 % (3159693)Termination reason: Instruction limit 10.47/2.76 % (3159693)Termination phase: Saturation 10.47/2.76 % (3159693)Time elapsed: 0.103 s 10.47/2.76 % (3159693)Peak memory usage: 12 MB 10.47/2.76 % (3159693)Instructions burned: 92 (million) 10.47/2.76 % (3159695)Instruction limit reached! 10.47/2.76 % (3159695)------------------------------ 10.47/2.76 % (3159695)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159695)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159695)CaDiCaL version: 2.1.3 10.47/2.76 % (3159695)Termination reason: Instruction limit 10.47/2.76 % (3159695)Termination phase: Saturation 10.47/2.76 % (3159695)Time elapsed: 0.088 s 10.47/2.76 % (3159695)Peak memory usage: 12 MB 10.47/2.76 % (3159695)Instructions burned: 67 (million) 10.47/2.76 % (3159698)Instruction limit reached! 10.47/2.76 % (3159698)------------------------------ 10.47/2.76 % (3159698)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159698)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159698)CaDiCaL version: 2.1.3 10.47/2.76 % (3159698)Termination reason: Instruction limit 10.47/2.76 % (3159698)Termination phase: Saturation 10.47/2.76 % (3159698)Time elapsed: 0.017 s 10.47/2.76 % (3159698)Peak memory usage: 12 MB 10.47/2.76 % (3159698)Instructions burned: 22 (million) 10.47/2.76 % (3159678)Instruction limit reached! 10.47/2.76 % (3159678)------------------------------ 10.47/2.76 % (3159678)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 10.47/2.76 % (3159678)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 10.47/2.76 % (3159678)CaDiCaL version: 2.1.3 10.47/2.76 % (3159678)Termination reason: Instruction limit 11.51/2.97 % (3159678)Termination phase: Saturation 11.51/2.97 % (3159678)Time elapsed: 0.344 s 11.51/2.97 % (3159678)Peak memory usage: 14 MB 11.51/2.97 % (3159678)Instructions burned: 451 (million) 11.51/2.97 % (3159702)WARNING Broken Constraint: if avatar_split_queue_ratios(1,16) has been set then avatar_split_queue(off) is equal to on 11.51/2.97 % (3159700)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=3894306017:i=338:bd=all:ins=4:rtra=on_1782 on theBenchmark for (1782ds/338Mi) 11.51/2.97 % (3159702)lrs+1010_2:13_to=kbo:sil=128000:cnfonf=lazy_not_gen:si=on:sp=const_min:uwa=interpreted_only:random_seed=2251942462:i=137:add=off:avsqr=1,16:kws=inv_arity:bd=preordered:nm=0:rtra=on:ntd=on:rawr=on_1782 on theBenchmark for (1782ds/137Mi) 11.51/2.97 % (3159701)lrs+10_1_sil=128000:si=on:urr=on:random_seed=3854302139:i=28:sd=1:rtra=on:ss=axioms:sgt=64_1782 on theBenchmark for (1782ds/28Mi) 11.51/2.97 % (3159703)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=2198398762:hsq=on:hsqr=1,8:i=340:hsql=off:bd=preordered:av=off:rtra=on_1782 on theBenchmark for (1782ds/340Mi) 11.51/2.97 % (3159701)Instruction limit reached! 11.51/2.97 % (3159701)------------------------------ 11.51/2.97 % (3159701)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 11.51/2.97 % (3159701)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 11.51/2.97 % (3159701)CaDiCaL version: 2.1.3 11.51/2.97 % (3159701)Termination reason: Instruction limit 11.51/2.97 % (3159701)Termination phase: Saturation 11.51/2.97 % (3159701)Time elapsed: 0.026 s 11.51/2.97 % (3159701)Peak memory usage: 12 MB 11.51/2.97 % (3159701)Instructions burned: 28 (million) 11.51/2.97 % (3159689)Instruction limit reached! 11.51/2.97 % (3159689)------------------------------ 11.51/2.97 % (3159689)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 11.51/2.97 % (3159689)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 11.51/2.97 % (3159689)CaDiCaL version: 2.1.3 11.51/2.97 % (3159689)Termination reason: Instruction limit 11.51/2.97 % (3159689)Termination phase: Saturation 11.51/2.97 % (3159689)Time elapsed: 0.296 s 11.51/2.97 % (3159689)Peak memory usage: 13 MB 11.51/2.97 % (3159689)Instructions burned: 495 (million) 11.51/2.97 % (3159708)dis+1004_1_sil=128000:si=on:sos=on:uwa=one_side_interpreted:random_seed=946395620:i=227:sd=1:bd=all:rtra=on:ss=axioms_1781 on theBenchmark for (1781ds/227Mi) 11.51/2.97 % (3159709)WARNING Broken Constraint: if sine_level_split_queue_cutoffs(1) has been set then sine_level_split_queue(off) is equal to on 11.51/2.97 % (3159702)Instruction limit reached! 11.51/2.97 % (3159702)------------------------------ 11.51/2.97 % (3159702)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 11.51/2.97 % (3159702)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 11.51/2.97 % (3159702)CaDiCaL version: 2.1.3 11.51/2.97 % (3159702)Termination reason: Instruction limit 11.51/2.97 % (3159702)Termination phase: Saturation 11.51/2.97 % (3159702)Time elapsed: 0.093 s 11.51/2.97 % (3159702)Peak memory usage: 12 MB 11.51/2.97 % (3159702)Instructions burned: 138 (million) 11.51/2.97 % (3159709)dis+1010_1_sil=128000:plsq=on:plsqc=1:cnfonf=lazy_gen:si=on:plsqr=64,1:nwc=2:slsqc=1:random_seed=3093427957:i=373:hud=10:nm=16:av=off:rtra=on:ntd=on_1781 on theBenchmark for (1781ds/373Mi) 11.51/2.97 % (3159711)lrs+10_64_anc=all_dependent:sil=128000:e2e=on:si=on:cbe=off:uwa=off:random_seed=232848669:i=116:ep=RSTC:rtra=on:ntd=on_1780 on theBenchmark for (1780ds/116Mi) 11.51/2.97 % (3159711)Instruction limit reached! 11.51/2.97 % (3159711)------------------------------ 11.51/2.97 % (3159711)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 11.51/2.97 % (3159711)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 11.51/2.97 % (3159711)CaDiCaL version: 2.1.3 11.51/2.97 % (3159711)Termination reason: Instruction limit 11.51/2.97 % (3159711)Termination phase: Saturation 11.51/2.97 % (3159711)Time elapsed: 0.063 s 11.51/2.97 % (3159711)Peak memory usage: 12 MB 11.51/2.97 % (3159711)Instructions burned: 116 (million) 11.51/2.97 % (3159668)Instruction limit reached! 11.51/2.97 % (3159668)------------------------------ 11.51/2.97 % (3159668)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 14.56/3.32 % (3159668)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 14.56/3.32 % (3159668)CaDiCaL version: 2.1.3 14.56/3.32 % (3159668)Termination reason: Instruction limit 14.56/3.32 % (3159668)Termination phase: Saturation 14.56/3.32 % (3159668)Time elapsed: 0.731 s 14.56/3.32 % (3159668)Peak memory usage: 15 MB 14.56/3.32 % (3159668)Instructions burned: 874 (million) 14.56/3.32 % (3159714)lrs+10_1_sil=128000:drc=off:si=on:sos=on:erd=off:urr=on:uwa=interpreted_only:random_seed=2512206689:i=575:rtra=on_1779 on theBenchmark for (1779ds/575Mi) 14.56/3.32 % (3159715)dis+2_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:fdtod=off:sp=const_max:lma=off:random_seed=385198117:cts=off:i=270:doe=on:hud=5:bs=unit_only:bd=preordered:nm=30:ins=25:rtra=on_1779 on theBenchmark for (1779ds/270Mi) 14.56/3.32 % (3159703)Instruction limit reached! 14.56/3.32 % (3159703)------------------------------ 14.56/3.32 % (3159703)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 14.56/3.32 % (3159703)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 14.56/3.32 % (3159703)CaDiCaL version: 2.1.3 14.56/3.32 % (3159703)Termination reason: Instruction limit 14.56/3.32 % (3159703)Termination phase: Saturation 14.56/3.32 % (3159703)Time elapsed: 0.278 s 14.56/3.32 % (3159703)Peak memory usage: 13 MB 14.56/3.32 % (3159703)Instructions burned: 341 (million) 14.56/3.32 % (3159708)Instruction limit reached! 14.56/3.32 % (3159708)------------------------------ 14.56/3.32 % (3159708)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 14.56/3.32 % (3159708)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 14.56/3.32 % (3159708)CaDiCaL version: 2.1.3 14.56/3.32 % (3159708)Termination reason: Instruction limit 14.56/3.32 % (3159708)Termination phase: Saturation 14.56/3.32 % (3159708)Time elapsed: 0.232 s 14.56/3.32 % (3159708)Peak memory usage: 13 MB 14.56/3.32 % (3159708)Instructions burned: 228 (million) 14.56/3.32 % (3159718)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=3315444818: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_1778 on theBenchmark for (1778ds/9840Mi) 14.56/3.32 % (3159700)Instruction limit reached! 14.56/3.32 % (3159700)------------------------------ 14.56/3.32 % (3159700)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 14.56/3.32 % (3159700)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 14.56/3.32 % (3159700)CaDiCaL version: 2.1.3 14.56/3.32 % (3159700)Termination reason: Instruction limit 14.56/3.32 % (3159700)Termination phase: Saturation 14.56/3.32 % (3159700)Time elapsed: 0.336 s 14.56/3.32 % (3159700)Peak memory usage: 14 MB 14.56/3.32 % (3159700)Instructions burned: 340 (million) 14.56/3.32 % (3159719)lrs+1010_1_sil=128000:si=on:sos=all:uwa=off:nwc=1:random_seed=3513017278:i=421:rtra=on:ss=axioms_1778 on theBenchmark for (1778ds/421Mi) 14.56/3.32 % (3159721)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 14.56/3.32 % (3159721)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=1862778795:avsq=on:i=270:s2at=3:avsqr=1,16:rtra=on:ntd=on_1778 on theBenchmark for (1778ds/270Mi) 14.56/3.32 % (3159709)Instruction limit reached! 14.56/3.32 % (3159709)------------------------------ 14.56/3.32 % (3159709)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 14.56/3.32 % (3159709)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 14.56/3.32 % (3159709)CaDiCaL version: 2.1.3 14.56/3.32 % (3159709)Termination reason: Instruction limit 14.56/3.32 % (3159709)Termination phase: Saturation 14.56/3.32 % (3159709)Time elapsed: 0.321 s 14.56/3.32 % (3159709)Peak memory usage: 12 MB 14.56/3.32 % (3159709)Instructions burned: 373 (million) 14.56/3.32 % (3159724)dis+1002_64_sil=128000:cnfonf=lazy_not_gen_be_off:si=on:cbe=off:uwa=off:nwc=0.5:random_seed=201724992:i=31:kws=inv_frequency:bd=all:rtra=on:ntd=on_1777 on theBenchmark for (1777ds/31Mi) 14.56/3.32 % (3159715)Instruction limit reached! 14.56/3.32 % (3159715)------------------------------ 14.56/3.32 % (3159715)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159715)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159715)CaDiCaL version: 2.1.3 17.64/3.71 % (3159715)Termination reason: Instruction limit 17.64/3.71 % (3159715)Termination phase: Saturation 17.64/3.71 % (3159715)Time elapsed: 0.260 s 17.64/3.71 % (3159715)Peak memory usage: 12 MB 17.64/3.71 % (3159715)Instructions burned: 270 (million) 17.64/3.71 % (3159724)Instruction limit reached! 17.64/3.71 % (3159724)------------------------------ 17.64/3.71 % (3159724)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159724)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159724)CaDiCaL version: 2.1.3 17.64/3.71 % (3159724)Termination reason: Instruction limit 17.64/3.71 % (3159724)Termination phase: Saturation 17.64/3.71 % (3159724)Time elapsed: 0.016 s 17.64/3.71 % (3159724)Peak memory usage: 12 MB 17.64/3.71 % (3159724)Instructions burned: 31 (million) 17.64/3.71 % (3159727)dis+10_2_sil=128000:si=on:random_seed=1006557023:s2a=on:i=339:av=off:rtra=on:fe=abstraction:ss=axioms:fsd=on:ntd=on_1776 on theBenchmark for (1776ds/339Mi) 17.64/3.71 % (3159726)WARNING Broken Constraint: if ho_split_queue_ratios(1,8) has been set then ho_split_queue(off) is equal to on 17.64/3.71 % (3159726)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 17.64/3.71 % (3159726)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=1030351041:hsqr=1,8:i=1440:s2at=5:add=on:nm=2:rtra=on_1776 on theBenchmark for (1776ds/1440Mi) 17.64/3.71 % (3159714)Instruction limit reached! 17.64/3.71 % (3159714)------------------------------ 17.64/3.71 % (3159714)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159714)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159714)CaDiCaL version: 2.1.3 17.64/3.71 % (3159714)Termination reason: Instruction limit 17.64/3.71 % (3159714)Termination phase: Saturation 17.64/3.71 % (3159714)Time elapsed: 0.381 s 17.64/3.71 % (3159714)Peak memory usage: 15 MB 17.64/3.71 % (3159714)Instructions burned: 577 (million) 17.64/3.71 % (3159730)lrs+2_16:1_si=on:cbe=off:uwa=interpreted_only:random_seed=3063198732:i=111:add=on:fgj=on:rtra=on:fdi=1024_1775 on theBenchmark for (1775ds/111Mi) 17.64/3.71 % (3159721)Instruction limit reached! 17.64/3.71 % (3159721)------------------------------ 17.64/3.71 % (3159721)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159721)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159721)CaDiCaL version: 2.1.3 17.64/3.71 % (3159721)Termination reason: Instruction limit 17.64/3.71 % (3159721)Termination phase: Saturation 17.64/3.71 % (3159721)Time elapsed: 0.265 s 17.64/3.71 % (3159721)Peak memory usage: 13 MB 17.64/3.71 % (3159721)Instructions burned: 270 (million) 17.64/3.71 % (3159730)Instruction limit reached! 17.64/3.71 % (3159730)------------------------------ 17.64/3.71 % (3159730)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159730)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159730)CaDiCaL version: 2.1.3 17.64/3.71 % (3159730)Termination reason: Instruction limit 17.64/3.71 % (3159730)Termination phase: Saturation 17.64/3.71 % (3159730)Time elapsed: 0.057 s 17.64/3.71 % (3159730)Peak memory usage: 12 MB 17.64/3.71 % (3159730)Instructions burned: 111 (million) 17.64/3.71 % (3159727)Instruction limit reached! 17.64/3.71 % (3159727)------------------------------ 17.64/3.71 % (3159727)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 17.64/3.71 % (3159727)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 17.64/3.71 % (3159727)CaDiCaL version: 2.1.3 17.64/3.71 % (3159727)Termination reason: Instruction limit 17.64/3.71 % (3159727)Termination phase: Saturation 17.64/3.71 % (3159727)Time elapsed: 0.160 s 17.64/3.71 % (3159727)Peak memory usage: 12 MB 17.64/3.71 % (3159727)Instructions burned: 345 (million) 17.64/3.71 % (3159734)dis+1002_1_sil=128000:fde=unused:e2e=on:si=on:cbe=off:uwa=off:random_seed=4164025600:hsq=on:st=2:i=232:kws=inv_frequency:rtra=on:ss=axioms:ntd=on_1774 on theBenchmark for (1774ds/232Mi) 17.64/3.71 % (3159733)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=1111458274:uwa_fpi=on:avsq=on:i=136:avsqr=1,32:hud=15:nm=0:rtra=on:ntd=on_1775 on theBenchmark for (1775ds/136Mi) 18.34/3.82 % (3159732)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=2895131106:st=3:avsq=on:i=122:avsqr=8,1:sd=2:kws=precedence:bd=preordered:rtra=on:ss=axioms:ntd=on_1775 on theBenchmark for (1775ds/122Mi) 18.34/3.82 % (3159733)Instruction limit reached! 18.34/3.82 % (3159733)------------------------------ 18.34/3.82 % (3159733)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159733)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159733)CaDiCaL version: 2.1.3 18.34/3.82 % (3159733)Termination reason: Instruction limit 18.34/3.82 % (3159733)Termination phase: Saturation 18.34/3.82 % (3159733)Time elapsed: 0.063 s 18.34/3.82 % (3159733)Peak memory usage: 12 MB 18.34/3.82 % (3159733)Instructions burned: 138 (million) 18.34/3.82 % (3159719)Instruction limit reached! 18.34/3.82 % (3159719)------------------------------ 18.34/3.82 % (3159719)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159719)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159719)CaDiCaL version: 2.1.3 18.34/3.82 % (3159719)Termination reason: Instruction limit 18.34/3.82 % (3159719)Termination phase: Saturation 18.34/3.82 % (3159719)Time elapsed: 0.397 s 18.34/3.82 % (3159719)Peak memory usage: 13 MB 18.34/3.82 % (3159719)Instructions burned: 421 (million) 18.34/3.82 % (3159738)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=633117713:i=1254:kws=precedence:bd=preordered:av=off:rtra=on_1774 on theBenchmark for (1774ds/1254Mi) 18.34/3.82 % (3159732)Instruction limit reached! 18.34/3.82 % (3159732)------------------------------ 18.34/3.82 % (3159732)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159732)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159732)CaDiCaL version: 2.1.3 18.34/3.82 % (3159732)Termination reason: Instruction limit 18.34/3.82 % (3159732)Termination phase: Saturation 18.34/3.82 % (3159732)Time elapsed: 0.092 s 18.34/3.82 % (3159732)Peak memory usage: 12 MB 18.34/3.82 % (3159732)Instructions burned: 123 (million) 18.34/3.82 % (3159734)Instruction limit reached! 18.34/3.82 % (3159734)------------------------------ 18.34/3.82 % (3159734)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159734)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159734)CaDiCaL version: 2.1.3 18.34/3.82 % (3159734)Termination reason: Instruction limit 18.34/3.82 % (3159734)Termination phase: Saturation 18.34/3.82 % (3159734)Time elapsed: 0.122 s 18.34/3.82 % (3159734)Peak memory usage: 13 MB 18.34/3.82 % (3159734)Instructions burned: 232 (million) 18.34/3.82 % (3159739)WARNING Broken Constraint: if lrs_weight_limit_only(on) has been set then saturation_algorithm(discount) is equal to lrs 18.34/3.82 % (3159742)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=2805627064:i=865:bs=unit_only:ins=25:rtra=on:ntd=on_1773 on theBenchmark for (1773ds/865Mi) 18.34/3.82 % (3159739)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=646202593:s2a=on:i=281:add=on:rtra=on:fe=axiom:fdi=1024_1773 on theBenchmark for (1773ds/281Mi) 18.34/3.82 % (3159741)dis+1010_1_to=lpo:sil=128000:cnfonf=lazy_pi_sigma_gen:sas=cadical:si=on:sos=all:uwa=off:sac=on:random_seed=202624375:i=619:add=on:rtra=on_1773 on theBenchmark for (1773ds/619Mi) 18.34/3.82 % (3159739)Instruction limit reached! 18.34/3.82 % (3159739)------------------------------ 18.34/3.82 % (3159739)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159739)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159739)CaDiCaL version: 2.1.3 18.34/3.82 % (3159739)Termination reason: Instruction limit 18.34/3.82 % (3159739)Termination phase: Saturation 18.34/3.82 % (3159739)Time elapsed: 0.199 s 18.34/3.82 % (3159739)Peak memory usage: 14 MB 18.34/3.82 % (3159739)Instructions burned: 281 (million) 18.34/3.82 % (3159746)lrs+10_1_sil=128000:si=on:urr=on:random_seed=72226023:i=212:sd=1:rtra=on:ss=axioms:sgt=64_1771 on theBenchmark for (1771ds/212Mi) 18.34/3.82 % (3159746)Instruction limit reached! 18.34/3.82 % (3159746)------------------------------ 18.34/3.82 % (3159746)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159746)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159746)CaDiCaL version: 2.1.3 18.34/3.82 % (3159746)Termination reason: Instruction limit 18.34/3.82 % (3159746)Termination phase: Saturation 18.34/3.82 % (3159746)Time elapsed: 0.111 s 18.34/3.82 % (3159746)Peak memory usage: 13 MB 18.34/3.82 % (3159746)Instructions burned: 212 (million) 18.34/3.82 % (3159748)lrs+1010_64_sil=128000:si=on:avsql=on:uwa=off:random_seed=2190549228:hsq=on:st=3:avsq=on:i=130:avsqr=1,16:sd=1:rtra=on:ss=axioms_1770 on theBenchmark for (1770ds/130Mi) 18.34/3.82 % (3159748)Instruction limit reached! 18.34/3.82 % (3159748)------------------------------ 18.34/3.82 % (3159748)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159748)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159748)CaDiCaL version: 2.1.3 18.34/3.82 % (3159748)Termination reason: Instruction limit 18.34/3.82 % (3159748)Termination phase: Saturation 18.34/3.82 % (3159748)Time elapsed: 0.067 s 18.34/3.82 % (3159748)Peak memory usage: 12 MB 18.34/3.82 % (3159748)Instructions burned: 130 (million) 18.34/3.82 % (3159742)Instruction limit reached! 18.34/3.82 % (3159742)------------------------------ 18.34/3.82 % (3159742)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159742)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159742)CaDiCaL version: 2.1.3 18.34/3.82 % (3159742)Termination reason: Instruction limit 18.34/3.82 % (3159742)Termination phase: Saturation 18.34/3.82 % (3159742)Time elapsed: 0.432 s 18.34/3.82 % (3159742)Peak memory usage: 17 MB 18.34/3.82 % (3159742)Instructions burned: 866 (million) 18.34/3.82 % (3159750)lrs+1002_1_cnfonf=lazy_pi_sigma_gen:si=on:uwa=off:random_seed=73125713:st=1.5:i=346:rtra=on:ss=axioms_1769 on theBenchmark for (1769ds/346Mi) 18.34/3.82 % (3159751)lrs+1010_3_sil=128000:si=on:slsq=on:random_seed=564981376:avsq=on:i=152:avsqr=8,1:hud=5:ins=1:fsr=off:rtra=on_1769 on theBenchmark for (1769ds/152Mi) 18.34/3.82 % (3159741)Instruction limit reached! 18.34/3.82 % (3159741)------------------------------ 18.34/3.82 % (3159741)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159741)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159741)CaDiCaL version: 2.1.3 18.34/3.82 % (3159741)Termination reason: Instruction limit 18.34/3.82 % (3159741)Termination phase: Saturation 18.34/3.82 % (3159741)Time elapsed: 0.489 s 18.34/3.82 % (3159741)Peak memory usage: 13 MB 18.34/3.82 % (3159741)Instructions burned: 619 (million) 18.34/3.82 % (3159751)Instruction limit reached! 18.34/3.82 % (3159751)------------------------------ 18.34/3.82 % (3159751)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159751)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159751)CaDiCaL version: 2.1.3 18.34/3.82 % (3159751)Termination reason: Instruction limit 18.34/3.82 % (3159751)Termination phase: Saturation 18.34/3.82 % (3159751)Time elapsed: 0.090 s 18.34/3.82 % (3159751)Peak memory usage: 13 MB 18.34/3.82 % (3159751)Instructions burned: 153 (million) 18.34/3.82 % (3159754)ott+1004_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:sp=unary_frequency:cbe=off:uwa=off:nwc=1:random_seed=3146945676:i=75:ep=R:rtra=on:ntd=on_1768 on theBenchmark for (1768ds/75Mi) 18.34/3.82 % (3159755)dis+10_1_sil=128000:cnfonf=lazy_pi_sigma_gen:si=on:uwa=one_side_interpreted:nwc=5:random_seed=9730638:st=2.5:i=387:sd=2:rtra=on:ss=axioms_1767 on theBenchmark for (1767ds/387Mi) 18.34/3.82 % (3159754)Instruction limit reached! 18.34/3.82 % (3159754)------------------------------ 18.34/3.82 % (3159754)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159754)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159754)CaDiCaL version: 2.1.3 18.34/3.82 % (3159754)Termination reason: Instruction limit 18.34/3.82 % (3159754)Termination phase: Saturation 18.34/3.82 % (3159754)Time elapsed: 0.039 s 18.34/3.82 % (3159754)Peak memory usage: 12 MB 18.34/3.82 % (3159754)Instructions burned: 77 (million) 18.34/3.82 % (3159685) found proof, printing to "/export/starexec/sandbox/tmp/vampire-proof-3159547-3159685"... 18.34/3.82 % (3159758)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=1910295320:uwa_fpi=on:i=148:doe=on:bd=preordered:rtra=on:fsd=on_1767 on theBenchmark for (1767ds/148Mi) 18.34/3.82 % (3159750)Instruction limit reached! 18.34/3.82 % (3159750)------------------------------ 18.34/3.82 % (3159750)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159750)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159750)CaDiCaL version: 2.1.3 18.34/3.82 % (3159750)Termination reason: Instruction limit 18.34/3.82 % (3159750)Termination phase: Saturation 18.34/3.82 % (3159750)Time elapsed: 0.171 s 18.34/3.82 % (3159750)Peak memory usage: 14 MB 18.34/3.82 % (3159750)Instructions burned: 346 (million) 18.34/3.82 % (3159760)dis+1010_3_si=on:uwa=one_side_interpreted:random_seed=1148365351:i=161:piset=and:rtra=on:ntd=on_1767 on theBenchmark for (1767ds/161Mi) 18.34/3.82 % (3159758)Instruction limit reached! 18.34/3.82 % (3159758)------------------------------ 18.34/3.82 % (3159758)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.82 % (3159758)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.82 % (3159758)CaDiCaL version: 2.1.3 18.34/3.82 % (3159758)Termination reason: Instruction limit 18.34/3.82 % (3159758)Termination phase: Saturation 18.34/3.82 % (3159758)Time elapsed: 0.085 s 18.34/3.82 % (3159758)Peak memory usage: 13 MB 18.34/3.82 % (3159758)Instructions burned: 150 (million) 18.34/3.82 % (3159685)...printing done. 18.34/3.82 % (3159685)Refutation found. Thanks to Tanya! 18.34/3.82 % SZS status Theorem for theBenchmark 18.34/3.82 % SZS output start Proof for theBenchmark 18.34/3.82 thf(type_def_5, type, sTfun: ($tType * $tType) > $tType). 18.34/3.82 thf(func_def_1, type, g: ($i > $i > $i)). 18.34/3.82 thf(func_def_6, type, s: ($i > $i)). 18.34/3.82 thf(f1,conjecture,( 18.34/3.82 ~(! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c1) <=> (((g @ (s @ X0) @ X1)) = c3)) & ! [X1 : $i,X0 : $i] : ((((g @ X0 @ (s @ X1))) = c4) <=> (((g @ X0 @ X1)) = c2)) & (c2 = ((s @ c1))) & (c4 = ((s @ c3))) & ! [X1 : $i,X0 : $i] : ((((g @ X0 @ c1)) != c4) & (((g @ X0 @ c8)) != c2) & (((g @ c1 @ X1)) != c3) & (((g @ c8 @ X1)) != c1)) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c5) | (((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c1)) & ! [X0 : $i,X1 : $i] : ((((X0 = c8) & (X1 = c8)) | ((X0 = c1) & (X1 = c1))) <=> (((g @ X0 @ X1)) = c5)) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & (c1 = ((s @ c8))))), 18.34/3.82 file('/export/starexec/sandbox/benchmark/theBenchmark.p',cTOUGHNUT2)). 18.34/3.82 thf(f2,negated_conjecture,( 18.34/3.82 ~ ~(! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c1) <=> (((g @ (s @ X0) @ X1)) = c3)) & ! [X1 : $i,X0 : $i] : ((((g @ X0 @ (s @ X1))) = c4) <=> (((g @ X0 @ X1)) = c2)) & (c2 = ((s @ c1))) & (c4 = ((s @ c3))) & ! [X1 : $i,X0 : $i] : ((((g @ X0 @ c1)) != c4) & (((g @ X0 @ c8)) != c2) & (((g @ c1 @ X1)) != c3) & (((g @ c8 @ X1)) != c1)) & ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c5) | (((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c1)) & ! [X0 : $i,X1 : $i] : ((((X0 = c8) & (X1 = c8)) | ((X0 = c1) & (X1 = c1))) <=> (((g @ X0 @ X1)) = c5)) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & (c1 = ((s @ c8))))), 18.34/3.82 inference(negated_conjecture,[status(cth)],[f1])). 18.34/3.82 thf(f3,plain,( 18.34/3.82 ~ ~(! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & ! [X1 : $i,X2 : $i] : ((c1 = ((g @ X1 @ X2))) <=> (c3 = ((g @ (s @ X1) @ X2)))) & ! [X3 : $i,X4 : $i] : ((c4 = ((g @ X4 @ (s @ X3)))) <=> (c2 = ((g @ X4 @ X3)))) & (c2 = ((s @ c1))) & (c4 = ((s @ c3))) & ! [X5 : $i,X6 : $i] : ((c4 != ((g @ X6 @ c1))) & (c2 != ((g @ X6 @ c8))) & (c3 != ((g @ c1 @ X5))) & (c1 != ((g @ c8 @ X5)))) & ! [X7 : $i,X8 : $i] : ((c2 = ((g @ X7 @ X8))) | (c5 = ((g @ X7 @ X8))) | (c3 = ((g @ X7 @ X8))) | (c4 = ((g @ X7 @ X8))) | (c1 = ((g @ X7 @ X8)))) & ! [X9 : $i,X10 : $i] : ((((c8 = X9) & (c8 = X10)) | ((c1 = X9) & (c1 = X10))) <=> (c5 = ((g @ X9 @ X10)))) & (c5 = ((s @ c4))) & (c3 = ((s @ c2))) & (((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) = c8) & (c1 = ((s @ c8))))), 18.34/3.82 inference(rectify,[],[f2])). 18.34/3.82 thf(f4,plain,( 18.34/3.82 ~ ~(! [X9 : $i,X10 : $i] : ((c5 = ((g @ X9 @ X10))) <=> (((c8 = X9) & (c8 = X10)) | ((c1 = X10) & (c1 = X9)))) & (c4 = ((s @ c3))) & ! [X4 : $i,X3 : $i] : ((c2 = ((g @ X4 @ X3))) <=> (c4 = ((g @ X4 @ (s @ X3))))) & ! [X8 : $i,X7 : $i] : ((c5 = ((g @ X7 @ X8))) | (c3 = ((g @ X7 @ X8))) | (c4 = ((g @ X7 @ X8))) | (c1 = ((g @ X7 @ X8))) | (c2 = ((g @ X7 @ X8)))) & ! [X1 : $i,X2 : $i] : ((c1 = ((g @ X1 @ X2))) <=> (c3 = ((g @ (s @ X1) @ X2)))) & (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & (c3 = ((s @ c2))) & ! [X6 : $i,X5 : $i] : ((c4 != ((g @ X6 @ c1))) & (c3 != ((g @ c1 @ X5))) & (c1 != ((g @ c8 @ X5))) & (c2 != ((g @ X6 @ c8)))) & (c1 = ((s @ c8))) & (c2 = ((s @ c1))) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & (c5 = ((s @ c4))))), 18.34/3.82 inference(fool_elimination,[],[f3])). 18.34/3.82 thf(f5,plain,( 18.34/3.82 ! [X9 : $i,X10 : $i] : ((c5 = ((g @ X9 @ X10))) <=> (((c8 = X9) & (c8 = X10)) | ((c1 = X10) & (c1 = X9)))) & (c4 = ((s @ c3))) & ! [X4 : $i,X3 : $i] : ((c2 = ((g @ X4 @ X3))) <=> (c4 = ((g @ X4 @ (s @ X3))))) & ! [X8 : $i,X7 : $i] : ((c5 = ((g @ X7 @ X8))) | (c3 = ((g @ X7 @ X8))) | (c4 = ((g @ X7 @ X8))) | (c1 = ((g @ X7 @ X8))) | (c2 = ((g @ X7 @ X8)))) & ! [X1 : $i,X2 : $i] : ((c1 = ((g @ X1 @ X2))) <=> (c3 = ((g @ (s @ X1) @ X2)))) & (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & (c3 = ((s @ c2))) & ! [X6 : $i,X5 : $i] : ((c4 != ((g @ X6 @ c1))) & (c3 != ((g @ c1 @ X5))) & (c1 != ((g @ c8 @ X5))) & (c2 != ((g @ X6 @ c8)))) & (c1 = ((s @ c8))) & (c2 = ((s @ c1))) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & (c5 = ((s @ c4)))), 18.34/3.82 inference(flattening,[],[f4])). 18.34/3.82 thf(f6,plain,( 18.34/3.82 ! [X9 : $i,X10 : $i] : (((c5 = ((g @ X9 @ X10))) | (((c8 != X9) | (c8 != X10)) & ((c1 != X10) | (c1 != X9)))) & ((((c8 = X9) & (c8 = X10)) | ((c1 = X10) & (c1 = X9))) | (c5 != ((g @ X9 @ X10))))) & (c4 = ((s @ c3))) & ! [X4 : $i,X3 : $i] : (((c2 = ((g @ X4 @ X3))) | (c4 != ((g @ X4 @ (s @ X3))))) & ((c4 = ((g @ X4 @ (s @ X3)))) | (c2 != ((g @ X4 @ X3))))) & ! [X8 : $i,X7 : $i] : ((c5 = ((g @ X7 @ X8))) | (c3 = ((g @ X7 @ X8))) | (c4 = ((g @ X7 @ X8))) | (c1 = ((g @ X7 @ X8))) | (c2 = ((g @ X7 @ X8)))) & ! [X1 : $i,X2 : $i] : (((c1 = ((g @ X1 @ X2))) | (c3 != ((g @ (s @ X1) @ X2)))) & ((c3 = ((g @ (s @ X1) @ X2))) | (c1 != ((g @ X1 @ X2))))) & (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & (c3 = ((s @ c2))) & ! [X6 : $i,X5 : $i] : ((c4 != ((g @ X6 @ c1))) & (c3 != ((g @ c1 @ X5))) & (c1 != ((g @ c8 @ X5))) & (c2 != ((g @ X6 @ c8)))) & (c1 = ((s @ c8))) & (c2 = ((s @ c1))) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & (c5 = ((s @ c4)))), 18.34/3.82 inference(nnf_transformation,[],[f5])). 18.34/3.82 thf(f7,plain,( 18.34/3.82 ! [X9 : $i,X10 : $i] : (((c5 = ((g @ X9 @ X10))) | (((c8 != X9) | (c8 != X10)) & ((c1 != X10) | (c1 != X9)))) & (((c8 = X9) & (c8 = X10)) | ((c1 = X10) & (c1 = X9)) | (c5 != ((g @ X9 @ X10))))) & (c4 = ((s @ c3))) & ! [X4 : $i,X3 : $i] : (((c2 = ((g @ X4 @ X3))) | (c4 != ((g @ X4 @ (s @ X3))))) & ((c4 = ((g @ X4 @ (s @ X3)))) | (c2 != ((g @ X4 @ X3))))) & ! [X8 : $i,X7 : $i] : ((c5 = ((g @ X7 @ X8))) | (c3 = ((g @ X7 @ X8))) | (c4 = ((g @ X7 @ X8))) | (c1 = ((g @ X7 @ X8))) | (c2 = ((g @ X7 @ X8)))) & ! [X1 : $i,X2 : $i] : (((c1 = ((g @ X1 @ X2))) | (c3 != ((g @ (s @ X1) @ X2)))) & ((c3 = ((g @ (s @ X1) @ X2))) | (c1 != ((g @ X1 @ X2))))) & (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & (c3 = ((s @ c2))) & ! [X6 : $i,X5 : $i] : ((c4 != ((g @ X6 @ c1))) & (c3 != ((g @ c1 @ X5))) & (c1 != ((g @ c8 @ X5))) & (c2 != ((g @ X6 @ c8)))) & (c1 = ((s @ c8))) & (c2 = ((s @ c1))) & ! [X0 : $i] : (((s @ (s @ (s @ (s @ X0))))) != X0) & (c5 = ((s @ c4)))), 18.34/3.82 inference(flattening,[],[f6])). 18.34/3.82 thf(f8,plain,( 18.34/3.82 ! [X0 : $i,X1 : $i] : (((((g @ X0 @ X1)) = c5) | (((c8 != X0) | (c8 != X1)) & ((c1 != X1) | (c1 != X0)))) & (((c8 = X0) & (c8 = X1)) | ((c1 = X1) & (c1 = X0)) | (((g @ X0 @ X1)) != c5))) & (c4 = ((s @ c3))) & ! [X2 : $i,X3 : $i] : (((c2 = ((g @ X2 @ X3))) | (c4 != ((g @ X2 @ (s @ X3))))) & ((c4 = ((g @ X2 @ (s @ X3)))) | (c2 != ((g @ X2 @ X3))))) & ! [X4 : $i,X5 : $i] : ((c5 = ((g @ X5 @ X4))) | (c3 = ((g @ X5 @ X4))) | (c4 = ((g @ X5 @ X4))) | (c1 = ((g @ X5 @ X4))) | (c2 = ((g @ X5 @ X4)))) & ! [X6 : $i,X7 : $i] : (((c1 = ((g @ X6 @ X7))) | (c3 != ((g @ (s @ X6) @ X7)))) & ((c3 = ((g @ (s @ X6) @ X7))) | (c1 != ((g @ X6 @ X7))))) & (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) & (c3 = ((s @ c2))) & ! [X8 : $i,X9 : $i] : ((c4 != ((g @ X8 @ c1))) & (c3 != ((g @ c1 @ X9))) & (c1 != ((g @ c8 @ X9))) & (c2 != ((g @ X8 @ c8)))) & (c1 = ((s @ c8))) & (c2 = ((s @ c1))) & ! [X10 : $i] : (((s @ (s @ (s @ (s @ X10))))) != X10) & (c5 = ((s @ c4)))), 18.34/3.82 inference(rectify,[],[f7])). 18.34/3.82 thf(f9,plain,( 18.34/3.82 (c5 = ((s @ c4)))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f10,plain,( 18.34/3.82 ( ! [X10 : $i] : ((((s @ (s @ (s @ (s @ X10))))) != X10)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f11,plain,( 18.34/3.82 (c2 = ((s @ c1)))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f12,plain,( 18.34/3.82 (c1 = ((s @ c8)))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f13,plain,( 18.34/3.82 ( ! [X8 : $i] : ((c2 != ((g @ X8 @ c8)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f14,plain,( 18.34/3.82 ( ! [X9 : $i] : ((c1 != ((g @ c8 @ X9)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f15,plain,( 18.34/3.82 ( ! [X9 : $i] : ((c3 != ((g @ c1 @ X9)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f16,plain,( 18.34/3.82 ( ! [X8 : $i] : ((c4 != ((g @ X8 @ c1)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f17,plain,( 18.34/3.82 (c3 = ((s @ c2)))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f18,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f19,plain,( 18.34/3.82 ( ! [X6 : $i,X7 : $i] : ((c1 != ((g @ X6 @ X7))) | (c3 = ((g @ (s @ X6) @ X7)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f20,plain,( 18.34/3.82 ( ! [X6 : $i,X7 : $i] : ((c3 != ((g @ (s @ X6) @ X7))) | (c1 = ((g @ X6 @ X7)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f21,plain,( 18.34/3.82 ( ! [X4 : $i,X5 : $i] : ((c5 = ((g @ X5 @ X4))) | (c3 = ((g @ X5 @ X4))) | (c2 = ((g @ X5 @ X4))) | (c1 = ((g @ X5 @ X4))) | (c4 = ((g @ X5 @ X4)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f22,plain,( 18.34/3.82 ( ! [X2 : $i,X3 : $i] : ((c2 != ((g @ X2 @ X3))) | (c4 = ((g @ X2 @ (s @ X3))))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f23,plain,( 18.34/3.82 ( ! [X2 : $i,X3 : $i] : ((c4 != ((g @ X2 @ (s @ X3)))) | (c2 = ((g @ X2 @ X3)))) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f24,plain,( 18.34/3.82 (c4 = ((s @ c3)))), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f25,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) != c5) | (c1 = X0) | (c8 = X1)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f26,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) != c5) | (c8 = X1) | (c1 = X1)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f27,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) != c5) | (c8 = X0) | (c1 = X0)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f28,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) != c5) | (c1 = X1) | (c8 = X0)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f29,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c5) | (c1 != X1) | (c1 != X0)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f30,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c5) | (c8 != X0) | (c8 != X1)) )), 18.34/3.82 inference(cnf_transformation,[],[f8])). 18.34/3.82 thf(f31,plain,( 18.34/3.82 ( ! [X1 : $i] : ((((g @ c8 @ X1)) = c5) | (c8 != X1)) )), 18.34/3.82 inference(equality_resolution,[],[f30])). 18.34/3.82 thf(f32,plain,( 18.34/3.82 (c5 = ((g @ c8 @ c8)))), 18.34/3.82 inference(equality_resolution,[],[f31])). 18.34/3.82 thf(f33,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((g @ X0 @ c1)) = c5) | (c1 != X0)) )), 18.34/3.82 inference(equality_resolution,[],[f29])). 18.34/3.82 thf(f34,plain,( 18.34/3.82 (c5 = ((g @ c1 @ c1)))), 18.34/3.82 inference(equality_resolution,[],[f33])). 18.34/3.82 thf(f36,definition,( 18.34/3.82 spl0_1 <=> (c3 = ((s @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_1])],[avatar_definition])). 18.34/3.82 thf(f38,plain,( 18.34/3.82 (c3 = ((s @ c2))) | ~spl0_1), 18.34/3.82 inference(avatar_component_clause,[],[f36])). 18.34/3.82 thf(f39,plain,( 18.34/3.82 spl0_1), 18.34/3.82 inference(avatar_split_clause,[],[f17,f36])). 18.34/3.82 thf(f41,definition,( 18.34/3.82 spl0_2 <=> (c5 = ((s @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_2])],[avatar_definition])). 18.34/3.82 thf(f43,plain,( 18.34/3.82 (c5 = ((s @ c4))) | ~spl0_2), 18.34/3.82 inference(avatar_component_clause,[],[f41])). 18.34/3.82 thf(f44,plain,( 18.34/3.82 spl0_2), 18.34/3.82 inference(avatar_split_clause,[],[f9,f41])). 18.34/3.82 thf(f46,definition,( 18.34/3.82 spl0_3 <=> (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_3])],[avatar_definition])). 18.34/3.82 thf(f48,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | ~spl0_3), 18.34/3.82 inference(avatar_component_clause,[],[f46])). 18.34/3.82 thf(f49,plain,( 18.34/3.82 spl0_3), 18.34/3.82 inference(avatar_split_clause,[],[f18,f46])). 18.34/3.82 thf(f51,definition,( 18.34/3.82 spl0_4 <=> (c4 = ((s @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_4])],[avatar_definition])). 18.34/3.82 thf(f53,plain,( 18.34/3.82 (c4 = ((s @ c3))) | ~spl0_4), 18.34/3.82 inference(avatar_component_clause,[],[f51])). 18.34/3.82 thf(f54,plain,( 18.34/3.82 spl0_4), 18.34/3.82 inference(avatar_split_clause,[],[f24,f51])). 18.34/3.82 thf(f56,definition,( 18.34/3.82 spl0_5 <=> (c5 = ((g @ c8 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_5])],[avatar_definition])). 18.34/3.82 thf(f58,plain,( 18.34/3.82 (c5 = ((g @ c8 @ c8))) | ~spl0_5), 18.34/3.82 inference(avatar_component_clause,[],[f56])). 18.34/3.82 thf(f59,plain,( 18.34/3.82 spl0_5), 18.34/3.82 inference(avatar_split_clause,[],[f32,f56])). 18.34/3.82 thf(f61,definition,( 18.34/3.82 spl0_6 <=> (c2 = ((s @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_6])],[avatar_definition])). 18.34/3.82 thf(f63,plain,( 18.34/3.82 (c2 = ((s @ c1))) | ~spl0_6), 18.34/3.82 inference(avatar_component_clause,[],[f61])). 18.34/3.82 thf(f64,plain,( 18.34/3.82 spl0_6), 18.34/3.82 inference(avatar_split_clause,[],[f11,f61])). 18.34/3.82 thf(f66,definition,( 18.34/3.82 spl0_7 <=> (c5 = ((g @ c1 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_7])],[avatar_definition])). 18.34/3.82 thf(f68,plain,( 18.34/3.82 (c5 = ((g @ c1 @ c1))) | ~spl0_7), 18.34/3.82 inference(avatar_component_clause,[],[f66])). 18.34/3.82 thf(f69,plain,( 18.34/3.82 spl0_7), 18.34/3.82 inference(avatar_split_clause,[],[f34,f66])). 18.34/3.82 thf(f71,definition,( 18.34/3.82 spl0_8 <=> (c1 = ((s @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_8])],[avatar_definition])). 18.34/3.82 thf(f73,plain,( 18.34/3.82 (c1 = ((s @ c8))) | ~spl0_8), 18.34/3.82 inference(avatar_component_clause,[],[f71])). 18.34/3.82 thf(f74,plain,( 18.34/3.82 spl0_8), 18.34/3.82 inference(avatar_split_clause,[],[f12,f71])). 18.34/3.82 thf(f75,plain,( 18.34/3.82 (c2 != c5) | ~spl0_5), 18.34/3.82 inference(superposition,[],[f13,f58])). 18.34/3.82 thf(f76,plain,( 18.34/3.82 (c1 != c5) | ~spl0_5), 18.34/3.82 inference(superposition,[],[f14,f58])). 18.34/3.82 thf(f78,definition,( 18.34/3.82 spl0_9 <=> (c1 = c5)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_9])],[avatar_definition])). 18.34/3.82 thf(f80,plain,( 18.34/3.82 (c1 != c5) | spl0_9), 18.34/3.82 inference(avatar_component_clause,[],[f78])). 18.34/3.82 thf(f81,plain,( 18.34/3.82 ~spl0_9 | ~spl0_5), 18.34/3.82 inference(avatar_split_clause,[],[f76,f56,f78])). 18.34/3.82 thf(f83,definition,( 18.34/3.82 spl0_10 <=> (c2 = c5)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_10])],[avatar_definition])). 18.34/3.82 thf(f85,plain,( 18.34/3.82 (c2 != c5) | spl0_10), 18.34/3.82 inference(avatar_component_clause,[],[f83])). 18.34/3.82 thf(f86,plain,( 18.34/3.82 ~spl0_10 | ~spl0_5), 18.34/3.82 inference(avatar_split_clause,[],[f75,f56,f83])). 18.34/3.82 thf(f87,plain,( 18.34/3.82 (c4 != c5) | ~spl0_7), 18.34/3.82 inference(superposition,[],[f16,f68])). 18.34/3.82 thf(f88,plain,( 18.34/3.82 (c3 != c5) | ~spl0_7), 18.34/3.82 inference(superposition,[],[f15,f68])). 18.34/3.82 thf(f90,definition,( 18.34/3.82 spl0_11 <=> (c3 = c5)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_11])],[avatar_definition])). 18.34/3.82 thf(f92,plain,( 18.34/3.82 (c3 != c5) | spl0_11), 18.34/3.82 inference(avatar_component_clause,[],[f90])). 18.34/3.82 thf(f93,plain,( 18.34/3.82 ~spl0_11 | ~spl0_7), 18.34/3.82 inference(avatar_split_clause,[],[f88,f66,f90])). 18.34/3.82 thf(f95,definition,( 18.34/3.82 spl0_12 <=> (c4 = c5)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_12])],[avatar_definition])). 18.34/3.82 thf(f98,plain,( 18.34/3.82 ~spl0_12 | ~spl0_7), 18.34/3.82 inference(avatar_split_clause,[],[f87,f66,f95])). 18.34/3.82 thf(f101,plain,( 18.34/3.82 (c3 != ((s @ (s @ (s @ c4))))) | ~spl0_4), 18.34/3.82 inference(superposition,[],[f10,f53])). 18.34/3.82 thf(f102,plain,( 18.34/3.82 (c2 != ((s @ (s @ (s @ c3))))) | ~spl0_1), 18.34/3.82 inference(superposition,[],[f10,f38])). 18.34/3.82 thf(f104,plain,( 18.34/3.82 (c8 != ((s @ (s @ (s @ c1))))) | ~spl0_8), 18.34/3.82 inference(superposition,[],[f10,f73])). 18.34/3.82 thf(f106,plain,( 18.34/3.82 (c3 != ((s @ (s @ c5)))) | (~spl0_2 | ~spl0_4)), 18.34/3.82 inference(forward_demodulation,[],[f101,f43])). 18.34/3.82 thf(f112,plain,( 18.34/3.82 (c2 != ((s @ (s @ c4)))) | (~spl0_1 | ~spl0_4)), 18.34/3.82 inference(forward_demodulation,[],[f102,f53])). 18.34/3.82 thf(f113,plain,( 18.34/3.82 (c8 != ((s @ (s @ c2)))) | (~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f104,f63])). 18.34/3.82 thf(f116,definition,( 18.34/3.82 spl0_14 <=> (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_14])],[avatar_definition])). 18.34/3.82 thf(f119,plain,( 18.34/3.82 ~spl0_14 | ~spl0_2 | ~spl0_4), 18.34/3.82 inference(avatar_split_clause,[],[f106,f51,f41,f116])). 18.34/3.82 thf(f120,plain,( 18.34/3.82 (c2 != ((s @ c5))) | (~spl0_1 | ~spl0_2 | ~spl0_4)), 18.34/3.82 inference(forward_demodulation,[],[f112,f43])). 18.34/3.82 thf(f121,plain,( 18.34/3.82 (c8 != ((s @ c3))) | (~spl0_1 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f113,f38])). 18.34/3.82 thf(f124,definition,( 18.34/3.82 spl0_15 <=> (c2 = ((s @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_15])],[avatar_definition])). 18.34/3.82 thf(f127,plain,( 18.34/3.82 ~spl0_15 | ~spl0_1 | ~spl0_2 | ~spl0_4), 18.34/3.82 inference(avatar_split_clause,[],[f120,f51,f41,f36,f124])). 18.34/3.82 thf(f128,plain,( 18.34/3.82 (c4 != c8) | (~spl0_1 | ~spl0_4 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f121,f53])). 18.34/3.82 thf(f131,definition,( 18.34/3.82 spl0_16 <=> (c4 = c8)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_16])],[avatar_definition])). 18.34/3.82 thf(f133,plain,( 18.34/3.82 (c4 != c8) | spl0_16), 18.34/3.82 inference(avatar_component_clause,[],[f131])). 18.34/3.82 thf(f134,plain,( 18.34/3.82 ~spl0_16 | ~spl0_1 | ~spl0_4 | ~spl0_6 | ~spl0_8), 18.34/3.82 inference(avatar_split_clause,[],[f128,f71,f61,f51,f36,f131])). 18.34/3.82 thf(f137,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != ((g @ c5 @ X0))) | (c1 = ((g @ c4 @ X0)))) ) | ~spl0_2), 18.34/3.82 inference(superposition,[],[f20,f43])). 18.34/3.82 thf(f138,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != ((g @ c4 @ X0))) | (c1 = ((g @ c3 @ X0)))) ) | ~spl0_4), 18.34/3.82 inference(superposition,[],[f20,f53])). 18.34/3.82 thf(f139,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != ((g @ c3 @ X0))) | (c1 = ((g @ c2 @ X0)))) ) | ~spl0_1), 18.34/3.82 inference(superposition,[],[f20,f38])). 18.34/3.82 thf(f140,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != ((g @ c2 @ X0))) | (c1 = ((g @ c1 @ X0)))) ) | ~spl0_6), 18.34/3.82 inference(superposition,[],[f20,f63])). 18.34/3.82 thf(f144,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4)))) ) | ~spl0_2), 18.34/3.82 inference(superposition,[],[f23,f43])). 18.34/3.82 thf(f145,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_4), 18.34/3.82 inference(superposition,[],[f23,f53])). 18.34/3.82 thf(f146,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_1), 18.34/3.82 inference(superposition,[],[f23,f38])). 18.34/3.82 thf(f147,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c2))) | (((g @ X0 @ c1)) = c2)) ) | ~spl0_6), 18.34/3.82 inference(superposition,[],[f23,f63])). 18.34/3.82 thf(f149,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ (s @ c1))))))))) | (~spl0_3 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f48,f73])). 18.34/3.82 thf(f150,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ (s @ (s @ c2)))))))) | (~spl0_3 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f149,f63])). 18.34/3.82 thf(f151,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ (s @ c3))))))) | (~spl0_1 | ~spl0_3 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f150,f38])). 18.34/3.82 thf(f152,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ (s @ c4)))))) | (~spl0_1 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f151,f53])). 18.34/3.82 thf(f153,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8)), 18.34/3.82 inference(forward_demodulation,[],[f152,f43])). 18.34/3.82 thf(f155,definition,( 18.34/3.82 spl0_17 <=> (c8 = ((s @ (s @ (s @ c5)))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_17])],[avatar_definition])). 18.34/3.82 thf(f157,plain,( 18.34/3.82 (c8 = ((s @ (s @ (s @ c5))))) | ~spl0_17), 18.34/3.82 inference(avatar_component_clause,[],[f155])). 18.34/3.82 thf(f158,plain,( 18.34/3.82 spl0_17 | ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8), 18.34/3.82 inference(avatar_split_clause,[],[f153,f71,f61,f51,f46,f41,f36,f155])). 18.34/3.82 thf(f161,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 != ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_17), 18.34/3.82 inference(superposition,[],[f23,f157])). 18.34/3.82 thf(f162,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != ((g @ c8 @ X0))) | (c1 = ((g @ (s @ (s @ c5)) @ X0)))) ) | ~spl0_17), 18.34/3.82 inference(superposition,[],[f20,f157])). 18.34/3.82 thf(f176,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c2) | (c8 = X1) | (c1 = X0) | (((g @ X0 @ X1)) = c4) | (c5 != c5)) )), 18.34/3.82 inference(superposition,[],[f25,f21])). 18.34/3.82 thf(f177,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c3) | (c1 = X1) | (c5 != c5) | (((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c1) | (c8 = X1)) )), 18.34/3.82 inference(superposition,[],[f26,f21])). 18.34/3.82 thf(f178,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = X0) | (((g @ X0 @ X1)) = c3) | (c5 != c5) | (c8 = X0) | (((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c4)) )), 18.34/3.82 inference(superposition,[],[f27,f21])). 18.34/3.82 thf(f179,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c5 != c5) | (c8 = X0) | (((g @ X0 @ X1)) = c4) | (c1 = X1) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c2)) )), 18.34/3.82 inference(superposition,[],[f28,f21])). 18.34/3.82 thf(f188,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c4) | (c8 = X0) | (((g @ X0 @ X1)) = c3) | (c1 = X1) | (((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c1)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f179])). 18.34/3.82 thf(f189,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c2) | (c8 = X1) | (c1 = X1) | (((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c1)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f177])). 18.34/3.82 thf(f190,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c4) | (((g @ X0 @ X1)) = c2) | (c1 = X0) | (((g @ X0 @ X1)) = c1) | (((g @ X0 @ X1)) = c3) | (c8 = X1)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f176])). 18.34/3.82 thf(f191,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((((g @ X0 @ X1)) = c4) | (c8 = X0) | (((g @ X0 @ X1)) = c3) | (((g @ X0 @ X1)) = c2) | (((g @ X0 @ X1)) = c1) | (c1 = X0)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f178])). 18.34/3.82 thf(f236,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((g @ X0 @ c8)) = c2) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = ((g @ X0 @ c8))) | (c1 = c8) | (c8 = X0) | (c4 != c4) | (c3 = ((g @ X0 @ c8)))) ) | ~spl0_17), 18.34/3.82 inference(superposition,[],[f161,f188])). 18.34/3.82 thf(f238,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c2 = ((g @ X0 @ (s @ X1)))) | (c8 = X0) | (c3 = ((g @ X0 @ (s @ X1)))) | (c1 = ((s @ X1))) | (c1 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c4 != c4)) )), 18.34/3.82 inference(superposition,[],[f23,f188])). 18.34/3.82 thf(f247,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c3 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 = ((s @ X1))) | (c8 = X0)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f238])). 18.34/3.82 thf(f248,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = c8) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c8 = X0) | (((g @ X0 @ c8)) = c2)) ) | ~spl0_17), 18.34/3.82 inference(trivial_inequality_removal,[],[f236])). 18.34/3.82 thf(f254,definition,( 18.34/3.82 spl0_21 <=> (c1 = c2)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_21])],[avatar_definition])). 18.34/3.82 thf(f255,plain,( 18.34/3.82 (c1 != c2) | spl0_21), 18.34/3.82 inference(avatar_component_clause,[],[f254])). 18.34/3.82 thf(f265,definition,( 18.34/3.82 spl0_24 <=> (c1 = c4)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_24])],[avatar_definition])). 18.34/3.82 thf(f266,plain,( 18.34/3.82 (c1 != c4) | spl0_24), 18.34/3.82 inference(avatar_component_clause,[],[f265])). 18.34/3.82 thf(f274,definition,( 18.34/3.82 spl0_26 <=> (c1 = c3)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_26])],[avatar_definition])). 18.34/3.82 thf(f275,plain,( 18.34/3.82 (c1 != c3) | spl0_26), 18.34/3.82 inference(avatar_component_clause,[],[f274])). 18.34/3.82 thf(f283,definition,( 18.34/3.82 spl0_28 <=> (c4 = c2)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_28])],[avatar_definition])). 18.34/3.82 thf(f285,plain,( 18.34/3.82 (c4 != c2) | spl0_28), 18.34/3.82 inference(avatar_component_clause,[],[f283])). 18.34/3.82 thf(f288,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c8 = X0) | (c1 = c8) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8)))) ) | ~spl0_17), 18.34/3.82 inference(forward_subsumption_resolution,[],[f248,f13])). 18.34/3.82 thf(f291,definition,( 18.34/3.82 spl0_29 <=> (c3 = c4)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_29])],[avatar_definition])). 18.34/3.82 thf(f293,plain,( 18.34/3.82 (c3 != c4) | spl0_29), 18.34/3.82 inference(avatar_component_clause,[],[f291])). 18.34/3.82 thf(f310,definition,( 18.34/3.82 spl0_32 <=> (c1 = c8)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_32])],[avatar_definition])). 18.34/3.82 thf(f311,plain,( 18.34/3.82 (c1 != c8) | spl0_32), 18.34/3.82 inference(avatar_component_clause,[],[f310])). 18.34/3.82 thf(f315,definition,( 18.34/3.82 spl0_33 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = ((g @ X0 @ c8))) | (c3 = ((g @ X0 @ c8))) | (c8 = X0))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_33])],[avatar_definition])). 18.34/3.82 thf(f316,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ c8))) | (c1 = ((g @ X0 @ c8))) | (c8 = X0)) ) | ~spl0_33), 18.34/3.82 inference(avatar_component_clause,[],[f315])). 18.34/3.82 thf(f317,plain,( 18.34/3.82 spl0_32 | spl0_33 | ~spl0_17), 18.34/3.82 inference(avatar_split_clause,[],[f288,f155,f315,f310])). 18.34/3.82 thf(f320,definition,( 18.34/3.82 spl0_34 <=> (c8 = c2)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_34])],[avatar_definition])). 18.34/3.82 thf(f321,plain,( 18.34/3.82 (c8 != c2) | spl0_34), 18.34/3.82 inference(avatar_component_clause,[],[f320])). 18.34/3.82 thf(f331,definition,( 18.34/3.82 spl0_37 <=> (c8 = c5)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_37])],[avatar_definition])). 18.34/3.82 thf(f332,plain,( 18.34/3.82 (c8 != c5) | spl0_37), 18.34/3.82 inference(avatar_component_clause,[],[f331])). 18.34/3.82 thf(f340,definition,( 18.34/3.82 spl0_39 <=> (c3 = c8)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_39])],[avatar_definition])). 18.34/3.82 thf(f341,plain,( 18.34/3.82 (c3 != c8) | spl0_39), 18.34/3.82 inference(avatar_component_clause,[],[f340])). 18.34/3.82 thf(f352,definition,( 18.34/3.82 (c1 != c4) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c2 = c5)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f367,definition,( 18.34/3.82 (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c1 != c8) | (c4 != ((s @ c3))) | (c1 != ((s @ c8))) | (c1 = c4)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f376,definition,( 18.34/3.82 (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c8 != c5) | (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c1 = c4)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f393,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c5))) | (c4 != c4) | (c2 = ((g @ X0 @ c4))) | (c8 = c5) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c1 = c5)) ) | ~spl0_2), 18.34/3.82 inference(superposition,[],[f144,f189])). 18.34/3.82 thf(f394,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = c4) | (c2 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c4))) | (c4 = c8) | (c4 != c4) | (c1 = ((g @ X0 @ c4)))) ) | ~spl0_4), 18.34/3.82 inference(superposition,[],[f145,f189])). 18.34/3.82 thf(f395,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c3))) | (c4 != c4) | (c3 = c8) | (c1 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c1 = c3) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_1), 18.34/3.82 inference(superposition,[],[f146,f189])). 18.34/3.82 thf(f396,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (((g @ X0 @ c1)) = c2) | (c1 = c2) | (c4 != c4) | (c1 = ((g @ X0 @ c2))) | (c8 = c2) | (c3 = ((g @ X0 @ c2)))) ) | ~spl0_6), 18.34/3.82 inference(superposition,[],[f147,f189])). 18.34/3.82 thf(f397,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((s @ X1))) | (c3 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c8 = ((s @ X1))) | (c1 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c4 != c4)) )), 18.34/3.82 inference(superposition,[],[f23,f189])). 18.34/3.82 thf(f401,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c4))) | (c4 = c8) | (c1 = c4) | (c3 = ((g @ X0 @ c4)))) ) | ~spl0_4), 18.34/3.82 inference(trivial_inequality_removal,[],[f394])). 18.34/3.82 thf(f402,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((g @ X0 @ (s @ X1)))) | (c8 = ((s @ X1))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 = ((s @ X1))) | (((g @ X0 @ X1)) = c2) | (c3 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f397])). 18.34/3.82 thf(f403,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c2))) | (c1 = ((g @ X0 @ c2))) | (((g @ X0 @ c1)) = c2) | (c8 = c2) | (c1 = c2) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_6), 18.34/3.82 inference(trivial_inequality_removal,[],[f396])). 18.34/3.82 thf(f407,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c8 = c5) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4))) | (c1 = c5) | (c1 = ((g @ X0 @ c5)))) ) | ~spl0_2), 18.34/3.82 inference(trivial_inequality_removal,[],[f393])). 18.34/3.82 thf(f408,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = c8) | (c3 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c3))) | (c1 = c3) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_1), 18.34/3.82 inference(trivial_inequality_removal,[],[f395])). 18.34/3.82 thf(f410,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4))) | (c1 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c1 = c4)) ) | (~spl0_4 | spl0_16)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f401,f133])). 18.34/3.82 thf(f415,definition,( 18.34/3.82 spl0_42 <=> ! [X0 : $i] : ((c3 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c2))) | (((g @ X0 @ c1)) = c2) | (c1 = ((g @ X0 @ c2))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_42])],[avatar_definition])). 18.34/3.82 thf(f416,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((g @ X0 @ c1)) = c2) | (c1 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_42), 18.34/3.82 inference(avatar_component_clause,[],[f415])). 18.34/3.82 thf(f417,plain,( 18.34/3.82 spl0_34 | spl0_21 | spl0_42 | ~spl0_6), 18.34/3.82 inference(avatar_split_clause,[],[f403,f61,f415,f254,f320])). 18.34/3.82 thf(f429,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4))) | (c8 = c5) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5)))) ) | (~spl0_2 | spl0_9)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f407,f80])). 18.34/3.82 thf(f432,definition,( 18.34/3.82 spl0_44 <=> ! [X0 : $i] : ((c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c3))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_44])],[avatar_definition])). 18.34/3.82 thf(f433,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c3)))) ) | ~spl0_44), 18.34/3.82 inference(avatar_component_clause,[],[f432])). 18.34/3.82 thf(f434,plain,( 18.34/3.82 spl0_26 | spl0_44 | spl0_39 | ~spl0_1), 18.34/3.82 inference(avatar_split_clause,[],[f408,f36,f340,f432,f274])). 18.34/3.82 thf(f437,definition,( 18.34/3.82 spl0_45 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c1 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_45])],[avatar_definition])). 18.34/3.82 thf(f438,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c4)))) ) | ~spl0_45), 18.34/3.82 inference(avatar_component_clause,[],[f437])). 18.34/3.82 thf(f439,plain,( 18.34/3.82 spl0_24 | spl0_45 | ~spl0_4 | spl0_16), 18.34/3.82 inference(avatar_split_clause,[],[f410,f131,f51,f437,f265])). 18.34/3.82 thf(f470,definition,( 18.34/3.82 spl0_53 <=> ! [X0 : $i] : ((c1 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_53])],[avatar_definition])). 18.34/3.82 thf(f471,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c5)))) ) | ~spl0_53), 18.34/3.82 inference(avatar_component_clause,[],[f470])). 18.34/3.82 thf(f472,plain,( 18.34/3.82 spl0_53 | spl0_37 | ~spl0_2 | spl0_9), 18.34/3.82 inference(avatar_split_clause,[],[f429,f78,f41,f331,f470])). 18.34/3.82 thf(f484,definition,( 18.34/3.82 (c8 != c2) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f495,definition,( 18.34/3.82 (c1 != ((s @ c8))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c1 != c2) | (c2 != ((s @ c1))) | (c1 = c4)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f517,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c1))) | (((g @ X0 @ c1)) = c2) | (c1 = c8) | (c1 = X0) | (c3 = ((g @ X0 @ c1))) | (c4 != c4)) )), 18.34/3.82 inference(superposition,[],[f16,f190])). 18.34/3.82 thf(f518,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c4 != c4) | (c3 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (((g @ X0 @ X1)) = c2) | (c8 = ((s @ X1))) | (c1 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(superposition,[],[f23,f190])). 18.34/3.82 thf(f523,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c1))) | (c1 = c8) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c1))) | (c1 = X0)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f517])). 18.34/3.82 thf(f526,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (((g @ X0 @ X1)) = c2) | (c8 = ((s @ X1))) | (c3 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f518])). 18.34/3.82 thf(f536,definition,( 18.34/3.82 spl0_57 <=> ! [X0 : $i] : ((c1 = ((g @ X0 @ c1))) | (c1 = X0) | (c3 = ((g @ X0 @ c1))) | (((g @ X0 @ c1)) = c2))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_57])],[avatar_definition])). 18.34/3.82 thf(f537,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ X0 @ c1))) | (c3 = ((g @ X0 @ c1))) | (((g @ X0 @ c1)) = c2) | (c1 = X0)) ) | ~spl0_57), 18.34/3.82 inference(avatar_component_clause,[],[f536])). 18.34/3.82 thf(f538,plain,( 18.34/3.82 spl0_57 | spl0_32), 18.34/3.82 inference(avatar_split_clause,[],[f523,f310,f536])). 18.34/3.82 thf(f599,definition,( 18.34/3.82 (c3 != c8) | (c4 != ((s @ c3))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c2 = c5)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f630,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (c8 = X0) | (((g @ X0 @ X1)) = c2) | (c2 = ((g @ X0 @ (s @ X1)))) | (c4 != c4) | (c3 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(superposition,[],[f23,f191])). 18.34/3.82 thf(f639,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (c2 = ((g @ X0 @ (s @ X1)))) | (c8 = X0) | (((g @ X0 @ X1)) = c2)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f630])). 18.34/3.82 thf(f758,definition,( 18.34/3.82 spl0_80 <=> (c1 = ((g @ c4 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_80])],[avatar_definition])). 18.34/3.82 thf(f763,definition,( 18.34/3.82 spl0_81 <=> (c1 = ((g @ c2 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_81])],[avatar_definition])). 18.34/3.82 thf(f764,plain,( 18.34/3.82 (c1 != ((g @ c2 @ c8))) | spl0_81), 18.34/3.82 inference(avatar_component_clause,[],[f763])). 18.34/3.82 thf(f765,plain,( 18.34/3.82 (c1 = ((g @ c2 @ c8))) | ~spl0_81), 18.34/3.82 inference(avatar_component_clause,[],[f763])). 18.34/3.82 thf(f769,definition,( 18.34/3.82 spl0_82 <=> (c1 = ((g @ c1 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_82])],[avatar_definition])). 18.34/3.82 thf(f770,plain,( 18.34/3.82 (c1 != ((g @ c1 @ c8))) | spl0_82), 18.34/3.82 inference(avatar_component_clause,[],[f769])). 18.34/3.82 thf(f771,plain,( 18.34/3.82 (c1 = ((g @ c1 @ c8))) | ~spl0_82), 18.34/3.82 inference(avatar_component_clause,[],[f769])). 18.34/3.82 thf(f774,definition,( 18.34/3.82 spl0_83 <=> (c1 = ((g @ c3 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_83])],[avatar_definition])). 18.34/3.82 thf(f776,plain,( 18.34/3.82 (c1 = ((g @ c3 @ c8))) | ~spl0_83), 18.34/3.82 inference(avatar_component_clause,[],[f774])). 18.34/3.82 thf(f834,definition,( 18.34/3.82 spl0_86 <=> (c3 = ((g @ c5 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_86])],[avatar_definition])). 18.34/3.82 thf(f836,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c8))) | ~spl0_86), 18.34/3.82 inference(avatar_component_clause,[],[f834])). 18.34/3.82 thf(f899,definition,( 18.34/3.82 spl0_89 <=> (c3 = c2)), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_89])],[avatar_definition])). 18.34/3.82 thf(f901,plain,( 18.34/3.82 (c3 != c2) | spl0_89), 18.34/3.82 inference(avatar_component_clause,[],[f899])). 18.34/3.82 thf(f910,definition,( 18.34/3.82 spl0_91 <=> (c2 = ((g @ c8 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_91])],[avatar_definition])). 18.34/3.82 thf(f912,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c1))) | ~spl0_91), 18.34/3.82 inference(avatar_component_clause,[],[f910])). 18.34/3.82 thf(f914,definition,( 18.34/3.82 spl0_92 <=> (c2 = ((g @ c8 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_92])],[avatar_definition])). 18.34/3.82 thf(f916,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c2))) | ~spl0_92), 18.34/3.82 inference(avatar_component_clause,[],[f914])). 18.34/3.82 thf(f919,definition,( 18.34/3.82 spl0_93 <=> (c2 = ((g @ c8 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_93])],[avatar_definition])). 18.34/3.82 thf(f923,definition,( 18.34/3.82 spl0_94 <=> (c2 = ((g @ c8 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_94])],[avatar_definition])). 18.34/3.82 thf(f924,plain,( 18.34/3.82 (c2 != ((g @ c8 @ c5))) | spl0_94), 18.34/3.82 inference(avatar_component_clause,[],[f923])). 18.34/3.82 thf(f925,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c5))) | ~spl0_94), 18.34/3.82 inference(avatar_component_clause,[],[f923])). 18.34/3.82 thf(f928,definition,( 18.34/3.82 spl0_95 <=> (c2 = ((g @ c8 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_95])],[avatar_definition])). 18.34/3.82 thf(f930,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c3))) | ~spl0_95), 18.34/3.82 inference(avatar_component_clause,[],[f928])). 18.34/3.82 thf(f996,plain,( 18.34/3.82 (c3 = ((g @ (s @ c1) @ c8))) | (c1 != c1) | ~spl0_82), 18.34/3.82 inference(superposition,[],[f19,f771])). 18.34/3.82 thf(f1000,plain,( 18.34/3.82 (c3 = ((g @ (s @ c1) @ c8))) | ~spl0_82), 18.34/3.82 inference(trivial_inequality_removal,[],[f996])). 18.34/3.82 thf(f1002,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c8))) | (~spl0_6 | ~spl0_82)), 18.34/3.82 inference(forward_demodulation,[],[f1000,f63])). 18.34/3.82 thf(f1005,definition,( 18.34/3.82 spl0_98 <=> (c3 = ((g @ c2 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_98])],[avatar_definition])). 18.34/3.82 thf(f1007,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c8))) | ~spl0_98), 18.34/3.82 inference(avatar_component_clause,[],[f1005])). 18.34/3.82 thf(f1008,plain,( 18.34/3.82 spl0_98 | ~spl0_6 | ~spl0_82), 18.34/3.82 inference(avatar_split_clause,[],[f1002,f769,f61,f1005])). 18.34/3.82 thf(f1036,definition,( 18.34/3.82 spl0_100 <=> (c2 = ((g @ c2 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_100])],[avatar_definition])). 18.34/3.82 thf(f1038,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c1))) | ~spl0_100), 18.34/3.82 inference(avatar_component_clause,[],[f1036])). 18.34/3.82 thf(f1117,plain,( 18.34/3.82 (c1 != c1) | (c3 = ((g @ (s @ c2) @ c8))) | ~spl0_81), 18.34/3.82 inference(superposition,[],[f19,f765])). 18.34/3.82 thf(f1121,plain,( 18.34/3.82 (c3 = ((g @ (s @ c2) @ c8))) | ~spl0_81), 18.34/3.82 inference(trivial_inequality_removal,[],[f1117])). 18.34/3.82 thf(f1123,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c8))) | (~spl0_1 | ~spl0_81)), 18.34/3.82 inference(forward_demodulation,[],[f1121,f38])). 18.34/3.82 thf(f1126,definition,( 18.34/3.82 spl0_104 <=> (c3 = ((g @ c3 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_104])],[avatar_definition])). 18.34/3.82 thf(f1127,plain,( 18.34/3.82 (c3 != ((g @ c3 @ c8))) | spl0_104), 18.34/3.82 inference(avatar_component_clause,[],[f1126])). 18.34/3.82 thf(f1128,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c8))) | ~spl0_104), 18.34/3.82 inference(avatar_component_clause,[],[f1126])). 18.34/3.82 thf(f1129,plain,( 18.34/3.82 spl0_104 | ~spl0_1 | ~spl0_81), 18.34/3.82 inference(avatar_split_clause,[],[f1123,f763,f36,f1126])). 18.34/3.82 thf(f1170,plain,( 18.34/3.82 (c3 = ((g @ (s @ c3) @ c8))) | (c1 != c1) | ~spl0_83), 18.34/3.82 inference(superposition,[],[f19,f776])). 18.34/3.82 thf(f1174,plain,( 18.34/3.82 (c3 = ((g @ (s @ c3) @ c8))) | ~spl0_83), 18.34/3.82 inference(trivial_inequality_removal,[],[f1170])). 18.34/3.82 thf(f1175,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c8))) | (~spl0_4 | ~spl0_83)), 18.34/3.82 inference(forward_demodulation,[],[f1174,f53])). 18.34/3.82 thf(f1178,definition,( 18.34/3.82 spl0_106 <=> (c3 = ((g @ c4 @ c8)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_106])],[avatar_definition])). 18.34/3.82 thf(f1180,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c8))) | ~spl0_106), 18.34/3.82 inference(avatar_component_clause,[],[f1178])). 18.34/3.82 thf(f1181,plain,( 18.34/3.82 spl0_106 | ~spl0_4 | ~spl0_83), 18.34/3.82 inference(avatar_split_clause,[],[f1175,f774,f51,f1178])). 18.34/3.82 thf(f1239,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 != c1) | (c3 = ((g @ (s @ X0) @ c1))) | (((g @ X0 @ c1)) = c2) | (c1 = X0) | (c3 = ((g @ X0 @ c1)))) ) | ~spl0_57), 18.34/3.82 inference(superposition,[],[f19,f537])). 18.34/3.82 thf(f1251,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c1))) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c1))) | (c1 = X0)) ) | ~spl0_57), 18.34/3.82 inference(trivial_inequality_removal,[],[f1239])). 18.34/3.82 thf(f1269,definition,( 18.34/3.82 spl0_110 <=> (c1 = ((g @ c3 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_110])],[avatar_definition])). 18.34/3.82 thf(f1273,definition,( 18.34/3.82 spl0_111 <=> (c2 = ((g @ c4 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_111])],[avatar_definition])). 18.34/3.82 thf(f1275,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c1))) | ~spl0_111), 18.34/3.82 inference(avatar_component_clause,[],[f1273])). 18.34/3.82 thf(f1278,definition,( 18.34/3.82 spl0_112 <=> (c1 = ((g @ c4 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_112])],[avatar_definition])). 18.34/3.82 thf(f1280,plain,( 18.34/3.82 (c1 = ((g @ c4 @ c1))) | ~spl0_112), 18.34/3.82 inference(avatar_component_clause,[],[f1278])). 18.34/3.82 thf(f1282,definition,( 18.34/3.82 spl0_113 <=> (c2 = ((g @ c5 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_113])],[avatar_definition])). 18.34/3.82 thf(f1283,plain,( 18.34/3.82 (c2 != ((g @ c5 @ c1))) | spl0_113), 18.34/3.82 inference(avatar_component_clause,[],[f1282])). 18.34/3.82 thf(f1433,plain,( 18.34/3.82 (c4 = ((g @ c8 @ (s @ c1)))) | (c2 != c2) | ~spl0_91), 18.34/3.82 inference(superposition,[],[f22,f912])). 18.34/3.82 thf(f1436,plain,( 18.34/3.82 (c4 = ((g @ c8 @ (s @ c1)))) | ~spl0_91), 18.34/3.82 inference(trivial_inequality_removal,[],[f1433])). 18.34/3.82 thf(f1438,plain,( 18.34/3.82 (c4 = ((g @ c8 @ c2))) | (~spl0_6 | ~spl0_91)), 18.34/3.82 inference(forward_demodulation,[],[f1436,f63])). 18.34/3.82 thf(f1440,definition,( 18.34/3.82 spl0_118 <=> (c1 = ((g @ (s @ (s @ c5)) @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_118])],[avatar_definition])). 18.34/3.82 thf(f1445,definition,( 18.34/3.82 spl0_119 <=> (c4 = ((g @ c8 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_119])],[avatar_definition])). 18.34/3.82 thf(f1448,plain,( 18.34/3.82 spl0_119 | ~spl0_6 | ~spl0_91), 18.34/3.82 inference(avatar_split_clause,[],[f1438,f910,f61,f1445])). 18.34/3.82 thf(f1457,plain,( 18.34/3.82 (c2 != c2) | (c4 = ((g @ c8 @ (s @ c5)))) | ~spl0_94), 18.34/3.82 inference(superposition,[],[f22,f925])). 18.34/3.82 thf(f1460,plain,( 18.34/3.82 (c4 = ((g @ c8 @ (s @ c5)))) | ~spl0_94), 18.34/3.82 inference(trivial_inequality_removal,[],[f1457])). 18.34/3.82 thf(f1462,definition,( 18.34/3.82 spl0_120 <=> (c1 = ((g @ (s @ (s @ c5)) @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_120])],[avatar_definition])). 18.34/3.82 thf(f1464,plain,( 18.34/3.82 (c1 = ((g @ (s @ (s @ c5)) @ c5))) | ~spl0_120), 18.34/3.82 inference(avatar_component_clause,[],[f1462])). 18.34/3.82 thf(f1467,definition,( 18.34/3.82 spl0_121 <=> (c4 = ((g @ c8 @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_121])],[avatar_definition])). 18.34/3.82 thf(f1469,plain,( 18.34/3.82 (c4 = ((g @ c8 @ (s @ c5)))) | ~spl0_121), 18.34/3.82 inference(avatar_component_clause,[],[f1467])). 18.34/3.82 thf(f1470,plain,( 18.34/3.82 spl0_121 | ~spl0_94), 18.34/3.82 inference(avatar_split_clause,[],[f1460,f923,f1467])). 18.34/3.82 thf(f1701,plain,( 18.34/3.82 (c2 != c2) | (c4 = ((g @ c8 @ (s @ c3)))) | ~spl0_95), 18.34/3.82 inference(superposition,[],[f22,f930])). 18.34/3.82 thf(f1704,plain,( 18.34/3.82 (c4 = ((g @ c8 @ (s @ c3)))) | ~spl0_95), 18.34/3.82 inference(trivial_inequality_removal,[],[f1701])). 18.34/3.82 thf(f1705,plain,( 18.34/3.82 (c4 = ((g @ c8 @ c4))) | (~spl0_4 | ~spl0_95)), 18.34/3.82 inference(forward_demodulation,[],[f1704,f53])). 18.34/3.82 thf(f1707,definition,( 18.34/3.82 spl0_136 <=> (c1 = ((g @ (s @ (s @ c5)) @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_136])],[avatar_definition])). 18.34/3.82 thf(f1709,plain,( 18.34/3.82 (c1 = ((g @ (s @ (s @ c5)) @ c3))) | ~spl0_136), 18.34/3.82 inference(avatar_component_clause,[],[f1707])). 18.34/3.82 thf(f1712,definition,( 18.34/3.82 spl0_137 <=> (c4 = ((g @ c8 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_137])],[avatar_definition])). 18.34/3.82 thf(f1715,plain,( 18.34/3.82 spl0_137 | ~spl0_4 | ~spl0_95), 18.34/3.82 inference(avatar_split_clause,[],[f1705,f928,f51,f1712])). 18.34/3.82 thf(f1796,definition,( 18.34/3.82 (c1 != c3) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1822,definition,( 18.34/3.82 (c3 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1823,definition,( 18.34/3.82 (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1827,definition,( 18.34/3.82 (c3 != ((g @ c2 @ c8))) | (c1 != ((g @ c2 @ c8))) | (c1 = c3)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1837,definition,( 18.34/3.82 (c1 != ((g @ c3 @ c8))) | (c3 != ((g @ c3 @ c8))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1842,definition,( 18.34/3.82 (c1 != ((g @ c3 @ c8))) | (c3 != ((g @ c3 @ c8))) | (c1 = c3)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1848,definition,( 18.34/3.82 (c2 != ((g @ c8 @ c4))) | (c4 != ((g @ c8 @ c4))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = c5)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1851,definition,( 18.34/3.82 (c2 != ((g @ c8 @ c4))) | (c4 != ((g @ c8 @ c4))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1852,definition,( 18.34/3.82 (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c2 != ((g @ c8 @ c4))) | (c4 != ((g @ c8 @ c4))) | (c4 != ((s @ c3))) | (c2 = ((s @ c5)))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1859,definition,( 18.34/3.82 (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c2 != ((g @ c8 @ c2))) | (c4 != ((g @ c8 @ c2))) | (c5 != ((g @ c8 @ c8))) | (c4 = c5)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f1866,definition,( 18.34/3.82 (c2 != ((g @ c8 @ c2))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c4 != ((g @ c8 @ c2))) | (c5 != ((g @ c8 @ c8))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = c8)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f2058,definition,( 18.34/3.82 spl0_142 <=> (c3 = ((g @ c8 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_142])],[avatar_definition])). 18.34/3.82 thf(f2060,plain,( 18.34/3.82 (c3 = ((g @ c8 @ c3))) | ~spl0_142), 18.34/3.82 inference(avatar_component_clause,[],[f2058])). 18.34/3.82 thf(f2374,definition,( 18.34/3.82 spl0_144 <=> (c3 = ((g @ c8 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_144])],[avatar_definition])). 18.34/3.82 thf(f2383,definition,( 18.34/3.82 spl0_146 <=> (c2 = ((g @ c1 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_146])],[avatar_definition])). 18.34/3.82 thf(f2401,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 != c1) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2))) | (c3 = ((g @ (s @ X0) @ c3)))) ) | ~spl0_44), 18.34/3.82 inference(superposition,[],[f19,f433])). 18.34/3.82 thf(f2410,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c3))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c2)))) ) | ~spl0_44), 18.34/3.82 inference(trivial_inequality_removal,[],[f2401])). 18.34/3.82 thf(f2427,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c4))) | (c1 != c1) | (c2 = ((g @ X0 @ c4))) | (c2 = ((g @ X0 @ c3))) | (c3 = ((g @ X0 @ c4)))) ) | ~spl0_45), 18.34/3.82 inference(superposition,[],[f19,f438])). 18.34/3.82 thf(f2436,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c4))) | (c2 = ((g @ X0 @ c3))) | (c2 = ((g @ X0 @ c4))) | (c3 = ((g @ X0 @ c4)))) ) | ~spl0_45), 18.34/3.82 inference(trivial_inequality_removal,[],[f2427])). 18.34/3.82 thf(f2442,definition,( 18.34/3.82 spl0_147 <=> (c3 = ((g @ c8 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_147])],[avatar_definition])). 18.34/3.82 thf(f2459,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c5))) | (c2 = ((g @ X0 @ c4))) | (c1 != c1) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5)))) ) | ~spl0_53), 18.34/3.82 inference(superposition,[],[f19,f471])). 18.34/3.82 thf(f2470,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c5))) | (c3 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c5))) | (c2 = ((g @ X0 @ c4)))) ) | ~spl0_53), 18.34/3.82 inference(trivial_inequality_removal,[],[f2459])). 18.34/3.82 thf(f2506,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 = X0) | (((g @ X0 @ X1)) = c2) | (c1 != c1) | (c8 = X0) | (c3 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ (s @ X0) @ (s @ X1))))) )), 18.34/3.82 inference(superposition,[],[f19,f639])). 18.34/3.82 thf(f2516,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c3 = ((g @ (s @ X0) @ (s @ X1)))) | (c8 = X0) | (c3 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (((g @ X0 @ X1)) = c2)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f2506])). 18.34/3.82 thf(f2545,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c3 = ((g @ X0 @ (s @ X1)))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c1 != c1) | (c1 = ((s @ X1))) | (c3 = ((g @ (s @ X0) @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c8 = X0)) )), 18.34/3.82 inference(superposition,[],[f19,f247])). 18.34/3.82 thf(f2555,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c3 = ((g @ (s @ X0) @ (s @ X1)))) | (c1 = ((s @ X1))) | (c3 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c2 = ((g @ X0 @ (s @ X1)))) | (c8 = X0)) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f2545])). 18.34/3.82 thf(f2580,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c8 @ (s @ X0)))) | (c1 != c1) | (c2 = ((g @ c8 @ X0))) | (c1 = c8) | (c2 = ((g @ c8 @ (s @ X0)))) | (((s @ X0)) = c8)) )), 18.34/3.82 inference(superposition,[],[f14,f526])). 18.34/3.82 thf(f2581,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c1 != c1) | (c2 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ X0 @ (s @ X1)))) | (c1 = X0) | (c8 = ((s @ X1))) | (c3 = ((g @ (s @ X0) @ (s @ X1)))) | (((g @ X0 @ X1)) = c2)) )), 18.34/3.82 inference(superposition,[],[f19,f526])). 18.34/3.82 thf(f2596,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((s @ X0)) = c8) | (c2 = ((g @ c8 @ X0))) | (c3 = ((g @ c8 @ (s @ X0)))) | (c1 = c8) | (c2 = ((g @ c8 @ (s @ X0))))) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f2580])). 18.34/3.82 thf(f2598,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c3 = ((g @ (s @ X0) @ (s @ X1)))) | (c8 = ((s @ X1))) | (c3 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c1 = X0) | (c2 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f2581])). 18.34/3.82 thf(f2599,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c8 @ (s @ X0)))) | (((s @ X0)) = c8) | (c2 = ((g @ c8 @ X0))) | (c2 = ((g @ c8 @ (s @ X0))))) ) | spl0_32), 18.34/3.82 inference(forward_subsumption_resolution,[],[f2596,f311])). 18.34/3.82 thf(f2618,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c8 = ((s @ X1))) | (c3 = ((g @ (s @ X0) @ (s @ X1)))) | (c1 = ((s @ X1))) | (((g @ X0 @ X1)) = c2) | (c1 != c1) | (c2 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ X0 @ (s @ X1))))) )), 18.34/3.82 inference(superposition,[],[f19,f402])). 18.34/3.82 thf(f2628,plain,( 18.34/3.82 ( ! [X0 : $i,X1 : $i] : ((c3 = ((g @ (s @ X0) @ (s @ X1)))) | (c8 = ((s @ X1))) | (c2 = ((g @ X0 @ (s @ X1)))) | (c3 = ((g @ X0 @ (s @ X1)))) | (((g @ X0 @ X1)) = c2) | (c1 = ((s @ X1)))) )), 18.34/3.82 inference(trivial_inequality_removal,[],[f2618])). 18.34/3.82 thf(f2670,definition,( 18.34/3.82 spl0_149 <=> (c4 = ((g @ c1 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_149])],[avatar_definition])). 18.34/3.82 thf(f2727,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c1 = c4) | (c3 = ((g @ c5 @ c1))) | (~spl0_2 | ~spl0_57)), 18.34/3.82 inference(superposition,[],[f1251,f43])). 18.34/3.82 thf(f2729,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c1))) | (c2 = ((g @ c2 @ c1))) | (c1 = c2) | (c3 = ((g @ c3 @ c1))) | (~spl0_1 | ~spl0_57)), 18.34/3.82 inference(superposition,[],[f1251,f38])). 18.34/3.82 thf(f2732,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c2))) | (c1 = X0) | (c3 = c2) | (c1 = ((g @ (s @ X0) @ c2))) | (c3 = ((g @ X0 @ c1))) | (((g @ X0 @ c1)) = c2) | (c2 = ((g @ (s @ X0) @ c2)))) ) | (~spl0_42 | ~spl0_57)), 18.34/3.82 inference(superposition,[],[f1251,f416])). 18.34/3.82 thf(f2745,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ (s @ X0) @ c2))) | (c1 = X0) | (c3 = ((g @ (s @ X0) @ c2))) | (c2 = ((g @ (s @ X0) @ c2))) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c1)))) ) | (~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f2732,f901])). 18.34/3.82 thf(f2747,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c2 = ((g @ c4 @ c1))) | (~spl0_2 | spl0_24 | ~spl0_57)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f2727,f266])). 18.34/3.82 thf(f2748,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c1))) | (c2 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (~spl0_1 | spl0_21 | ~spl0_57)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f2729,f255])). 18.34/3.82 thf(f2751,definition,( 18.34/3.82 spl0_151 <=> (c3 = ((g @ c5 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_151])],[avatar_definition])). 18.34/3.82 thf(f2753,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c1))) | ~spl0_151), 18.34/3.82 inference(avatar_component_clause,[],[f2751])). 18.34/3.82 thf(f2755,definition,( 18.34/3.82 spl0_152 <=> (c3 = ((g @ c4 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_152])],[avatar_definition])). 18.34/3.82 thf(f2757,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c1))) | ~spl0_152), 18.34/3.82 inference(avatar_component_clause,[],[f2755])). 18.34/3.82 thf(f2758,plain,( 18.34/3.82 spl0_111 | spl0_151 | spl0_152 | ~spl0_2 | spl0_24 | ~spl0_57), 18.34/3.82 inference(avatar_split_clause,[],[f2747,f536,f265,f41,f2755,f2751,f1273])). 18.34/3.82 thf(f2760,definition,( 18.34/3.82 spl0_153 <=> (c3 = ((g @ c2 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_153])],[avatar_definition])). 18.34/3.82 thf(f2762,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c1))) | ~spl0_153), 18.34/3.82 inference(avatar_component_clause,[],[f2760])). 18.34/3.82 thf(f2764,definition,( 18.34/3.82 spl0_154 <=> (c3 = ((g @ c3 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_154])],[avatar_definition])). 18.34/3.82 thf(f2766,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c1))) | ~spl0_154), 18.34/3.82 inference(avatar_component_clause,[],[f2764])). 18.34/3.82 thf(f2767,plain,( 18.34/3.82 spl0_153 | spl0_100 | spl0_154 | ~spl0_1 | spl0_21 | ~spl0_57), 18.34/3.82 inference(avatar_split_clause,[],[f2748,f536,f254,f36,f2764,f1036,f2760])). 18.34/3.82 thf(f2769,definition,( 18.34/3.82 spl0_155 <=> (c2 = ((g @ c3 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_155])],[avatar_definition])). 18.34/3.82 thf(f2805,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 != c3) | (c2 = ((g @ c8 @ X0))) | (((s @ X0)) = c8) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ c8 @ (s @ X0))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f162,f2599])). 18.34/3.82 thf(f2814,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ c8 @ X0))) | (((s @ X0)) = c8) | (c2 = ((g @ c8 @ (s @ X0))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(trivial_inequality_removal,[],[f2805])). 18.34/3.82 thf(f2826,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c2))) | (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c3 = ((g @ c5 @ c3))) | (~spl0_2 | ~spl0_44)), 18.34/3.82 inference(superposition,[],[f2410,f43])). 18.34/3.82 thf(f2828,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c2))) | (c3 = ((g @ c3 @ c3))) | (~spl0_1 | ~spl0_44)), 18.34/3.82 inference(superposition,[],[f2410,f38])). 18.34/3.82 thf(f2848,definition,( 18.34/3.82 spl0_156 <=> (c2 = ((g @ (s @ (s @ c5)) @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_156])],[avatar_definition])). 18.34/3.82 thf(f2850,plain,( 18.34/3.82 (c2 = ((g @ (s @ (s @ c5)) @ c3))) | ~spl0_156), 18.34/3.82 inference(avatar_component_clause,[],[f2848])). 18.34/3.82 thf(f2852,definition,( 18.34/3.82 spl0_157 <=> (c3 = ((g @ (s @ (s @ c5)) @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_157])],[avatar_definition])). 18.34/3.82 thf(f2853,plain,( 18.34/3.82 (c3 != ((g @ (s @ (s @ c5)) @ c3))) | spl0_157), 18.34/3.82 inference(avatar_component_clause,[],[f2852])). 18.34/3.82 thf(f2856,definition,( 18.34/3.82 spl0_158 <=> (c2 = ((g @ (s @ (s @ c5)) @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_158])],[avatar_definition])). 18.34/3.82 thf(f2858,plain,( 18.34/3.82 (c2 = ((g @ (s @ (s @ c5)) @ c2))) | ~spl0_158), 18.34/3.82 inference(avatar_component_clause,[],[f2856])). 18.34/3.82 thf(f2861,definition,( 18.34/3.82 spl0_159 <=> (c3 = ((g @ c4 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_159])],[avatar_definition])). 18.34/3.82 thf(f2863,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c3))) | ~spl0_159), 18.34/3.82 inference(avatar_component_clause,[],[f2861])). 18.34/3.82 thf(f2865,definition,( 18.34/3.82 spl0_160 <=> (c2 = ((g @ c4 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_160])],[avatar_definition])). 18.34/3.82 thf(f2869,definition,( 18.34/3.82 spl0_161 <=> (c3 = ((g @ c5 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_161])],[avatar_definition])). 18.34/3.82 thf(f2871,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c3))) | ~spl0_161), 18.34/3.82 inference(avatar_component_clause,[],[f2869])). 18.34/3.82 thf(f2873,definition,( 18.34/3.82 spl0_162 <=> (c2 = ((g @ c4 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_162])],[avatar_definition])). 18.34/3.82 thf(f2875,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c3))) | ~spl0_162), 18.34/3.82 inference(avatar_component_clause,[],[f2873])). 18.34/3.82 thf(f2876,plain,( 18.34/3.82 spl0_159 | spl0_160 | spl0_161 | spl0_162 | ~spl0_2 | ~spl0_44), 18.34/3.82 inference(avatar_split_clause,[],[f2826,f432,f41,f2873,f2869,f2865,f2861])). 18.34/3.82 thf(f2878,definition,( 18.34/3.82 spl0_163 <=> (c2 = ((g @ c3 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_163])],[avatar_definition])). 18.34/3.82 thf(f2880,plain,( 18.34/3.82 (c2 = ((g @ c3 @ c2))) | ~spl0_163), 18.34/3.82 inference(avatar_component_clause,[],[f2878])). 18.34/3.82 thf(f2882,definition,( 18.34/3.82 spl0_164 <=> (c3 = ((g @ c3 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_164])],[avatar_definition])). 18.34/3.82 thf(f2886,definition,( 18.34/3.82 spl0_165 <=> (c2 = ((g @ c3 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_165])],[avatar_definition])). 18.34/3.82 thf(f2892,definition,( 18.34/3.82 spl0_166 <=> (c2 = ((g @ c2 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_166])],[avatar_definition])). 18.34/3.82 thf(f2894,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c3))) | ~spl0_166), 18.34/3.82 inference(avatar_component_clause,[],[f2892])). 18.34/3.82 thf(f2896,definition,( 18.34/3.82 spl0_167 <=> (c3 = ((g @ c2 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_167])],[avatar_definition])). 18.34/3.82 thf(f2898,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c3))) | ~spl0_167), 18.34/3.82 inference(avatar_component_clause,[],[f2896])). 18.34/3.82 thf(f2900,definition,( 18.34/3.82 spl0_168 <=> (c2 = ((g @ c2 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_168])],[avatar_definition])). 18.34/3.82 thf(f2902,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c2))) | ~spl0_168), 18.34/3.82 inference(avatar_component_clause,[],[f2900])). 18.34/3.82 thf(f2903,plain,( 18.34/3.82 spl0_164 | spl0_166 | spl0_167 | spl0_168 | ~spl0_1 | ~spl0_44), 18.34/3.82 inference(avatar_split_clause,[],[f2828,f432,f36,f2900,f2896,f2892,f2882])). 18.34/3.82 thf(f2907,plain,( 18.34/3.82 (c2 = ((g @ c3 @ c4))) | (c3 = ((g @ c4 @ c4))) | (c2 = ((g @ c3 @ c3))) | (c3 = ((g @ c3 @ c4))) | (~spl0_4 | ~spl0_45)), 18.34/3.82 inference(superposition,[],[f2436,f53])). 18.34/3.82 thf(f2928,definition,( 18.34/3.82 spl0_169 <=> (c3 = ((g @ c3 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_169])],[avatar_definition])). 18.34/3.82 thf(f2930,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c4))) | ~spl0_169), 18.34/3.82 inference(avatar_component_clause,[],[f2928])). 18.34/3.82 thf(f2932,definition,( 18.34/3.82 spl0_170 <=> (c3 = ((g @ c2 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_170])],[avatar_definition])). 18.34/3.82 thf(f2936,definition,( 18.34/3.82 spl0_171 <=> (c2 = ((g @ c2 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_171])],[avatar_definition])). 18.34/3.82 thf(f2938,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c4))) | ~spl0_171), 18.34/3.82 inference(avatar_component_clause,[],[f2936])). 18.34/3.82 thf(f2942,definition,( 18.34/3.82 spl0_172 <=> (c3 = ((g @ c5 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_172])],[avatar_definition])). 18.34/3.82 thf(f2943,plain,( 18.34/3.82 (c3 != ((g @ c5 @ c4))) | spl0_172), 18.34/3.82 inference(avatar_component_clause,[],[f2942])). 18.34/3.82 thf(f2944,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c4))) | ~spl0_172), 18.34/3.82 inference(avatar_component_clause,[],[f2942])). 18.34/3.82 thf(f2946,definition,( 18.34/3.82 spl0_173 <=> (c2 = ((g @ c4 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_173])],[avatar_definition])). 18.34/3.82 thf(f2950,definition,( 18.34/3.82 spl0_174 <=> (c3 = ((g @ c4 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_174])],[avatar_definition])). 18.34/3.82 thf(f2955,definition,( 18.34/3.82 spl0_175 <=> (c2 = ((g @ c3 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_175])],[avatar_definition])). 18.34/3.82 thf(f2957,plain,( 18.34/3.82 (c2 = ((g @ c3 @ c4))) | ~spl0_175), 18.34/3.82 inference(avatar_component_clause,[],[f2955])). 18.34/3.82 thf(f2958,plain,( 18.34/3.82 spl0_169 | spl0_174 | spl0_165 | spl0_175 | ~spl0_4 | ~spl0_45), 18.34/3.82 inference(avatar_split_clause,[],[f2907,f437,f51,f2955,f2886,f2950,f2928])). 18.34/3.82 thf(f2964,definition,( 18.34/3.82 spl0_177 <=> (c2 = ((g @ c1 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_177])],[avatar_definition])). 18.34/3.82 thf(f2973,definition,( 18.34/3.82 (c4 != ((g @ c1 @ c3))) | (c2 != ((g @ c1 @ c3))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = ((s @ (s @ c5))))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f2974,definition,( 18.34/3.82 (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 != ((g @ c1 @ c3))) | (c2 != ((g @ c1 @ c3))) | (c2 = ((s @ c5)))), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f2979,definition,( 18.34/3.82 (c4 != ((g @ c1 @ c3))) | (c2 != ((g @ c1 @ c3))) | (c4 = c2)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f2986,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c5))) | (c2 = ((g @ c4 @ c4))) | (c3 = ((g @ c5 @ c5))) | (c3 = ((g @ c4 @ c5))) | (~spl0_2 | ~spl0_53)), 18.34/3.82 inference(superposition,[],[f2470,f43])). 18.34/3.82 thf(f2988,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c5))) | (c3 = ((g @ c2 @ c5))) | (c3 = ((g @ c3 @ c5))) | (c2 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_53)), 18.34/3.82 inference(superposition,[],[f2470,f38])). 18.34/3.82 thf(f3008,definition,( 18.34/3.82 spl0_178 <=> (c3 = ((g @ c2 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_178])],[avatar_definition])). 18.34/3.82 thf(f3010,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c5))) | ~spl0_178), 18.34/3.82 inference(avatar_component_clause,[],[f3008])). 18.34/3.82 thf(f3012,definition,( 18.34/3.82 spl0_179 <=> (c2 = ((g @ c2 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_179])],[avatar_definition])). 18.34/3.82 thf(f3014,plain,( 18.34/3.82 (c2 = ((g @ c2 @ c5))) | ~spl0_179), 18.34/3.82 inference(avatar_component_clause,[],[f3012])). 18.34/3.82 thf(f3016,definition,( 18.34/3.82 spl0_180 <=> (c3 = ((g @ c3 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_180])],[avatar_definition])). 18.34/3.82 thf(f3019,plain,( 18.34/3.82 spl0_178 | spl0_179 | spl0_180 | spl0_171 | ~spl0_1 | ~spl0_53), 18.34/3.82 inference(avatar_split_clause,[],[f2988,f470,f36,f2936,f3016,f3012,f3008])). 18.34/3.82 thf(f3021,definition,( 18.34/3.82 spl0_181 <=> (c3 = ((g @ c4 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_181])],[avatar_definition])). 18.34/3.82 thf(f3023,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c5))) | ~spl0_181), 18.34/3.82 inference(avatar_component_clause,[],[f3021])). 18.34/3.82 thf(f3025,definition,( 18.34/3.82 spl0_182 <=> (c2 = ((g @ c3 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_182])],[avatar_definition])). 18.34/3.82 thf(f3027,plain,( 18.34/3.82 (c2 = ((g @ c3 @ c5))) | ~spl0_182), 18.34/3.82 inference(avatar_component_clause,[],[f3025])). 18.34/3.82 thf(f3031,definition,( 18.34/3.82 spl0_183 <=> (c3 = ((g @ c5 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_183])],[avatar_definition])). 18.34/3.82 thf(f3035,definition,( 18.34/3.82 spl0_184 <=> (c2 = ((g @ c4 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_184])],[avatar_definition])). 18.34/3.82 thf(f3037,plain,( 18.34/3.82 (c2 = ((g @ c4 @ c5))) | ~spl0_184), 18.34/3.82 inference(avatar_component_clause,[],[f3035])). 18.34/3.82 thf(f3038,plain,( 18.34/3.82 spl0_173 | spl0_181 | spl0_183 | spl0_184 | ~spl0_2 | ~spl0_53), 18.34/3.82 inference(avatar_split_clause,[],[f2986,f470,f41,f3035,f3031,f3021,f2946])). 18.34/3.82 thf(f3040,definition,( 18.34/3.82 spl0_185 <=> (c2 = ((g @ c1 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_185])],[avatar_definition])). 18.34/3.82 thf(f3041,plain,( 18.34/3.82 (c2 != ((g @ c1 @ c5))) | spl0_185), 18.34/3.82 inference(avatar_component_clause,[],[f3040])). 18.34/3.82 thf(f3050,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 = c8) | (c2 = ((g @ c4 @ (s @ X0)))) | (c1 = c4) | (c2 = ((g @ c4 @ X0))) | (c3 = ((g @ c5 @ (s @ X0)))) | (c3 = ((g @ c4 @ (s @ X0))))) ) | ~spl0_2), 18.34/3.82 inference(superposition,[],[f2516,f43])). 18.34/3.82 thf(f3051,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c3 @ (s @ X0)))) | (c2 = ((g @ c3 @ (s @ X0)))) | (c3 = ((g @ c4 @ (s @ X0)))) | (c3 = c8) | (c1 = c3) | (c2 = ((g @ c3 @ X0)))) ) | ~spl0_4), 18.34/3.82 inference(superposition,[],[f2516,f53])). 18.34/3.82 thf(f3052,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c2 @ (s @ X0)))) | (c1 = c2) | (c3 = ((g @ c3 @ (s @ X0)))) | (c3 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ X0))) | (c8 = c2)) ) | ~spl0_1), 18.34/3.82 inference(superposition,[],[f2516,f38])). 18.34/3.82 thf(f3053,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c3 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c1 = ((s @ (s @ c5))))) ) | ~spl0_17), 18.34/3.82 inference(superposition,[],[f2516,f157])). 18.34/3.82 thf(f3075,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c3 @ X0))) | (c3 = ((g @ c4 @ (s @ X0)))) | (c2 = ((g @ c3 @ (s @ X0)))) | (c1 = c3) | (c3 = ((g @ c3 @ (s @ X0))))) ) | (~spl0_4 | spl0_39)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3051,f341])). 18.34/3.82 thf(f3076,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c5 @ (s @ X0)))) | (c3 = ((g @ c4 @ (s @ X0)))) | (c2 = ((g @ c4 @ (s @ X0)))) | (c1 = c4) | (c2 = ((g @ c4 @ X0)))) ) | (~spl0_2 | spl0_16)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3050,f133])). 18.34/3.82 thf(f3079,definition,( 18.34/3.82 spl0_186 <=> (c1 = ((s @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_186])],[avatar_definition])). 18.34/3.82 thf(f3083,definition,( 18.34/3.82 spl0_187 <=> ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0))) | (c3 = ((g @ c8 @ (s @ X0)))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_187])],[avatar_definition])). 18.34/3.82 thf(f3084,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c3 = ((g @ c8 @ (s @ X0))))) ) | ~spl0_187), 18.34/3.82 inference(avatar_component_clause,[],[f3083])). 18.34/3.82 thf(f3086,definition,( 18.34/3.82 spl0_188 <=> (c8 = ((s @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_188])],[avatar_definition])). 18.34/3.82 thf(f3087,plain,( 18.34/3.82 (c8 != ((s @ (s @ c5)))) | spl0_188), 18.34/3.82 inference(avatar_component_clause,[],[f3086])). 18.34/3.82 thf(f3089,plain,( 18.34/3.82 spl0_186 | spl0_187 | spl0_188 | ~spl0_17), 18.34/3.82 inference(avatar_split_clause,[],[f3053,f155,f3086,f3083,f3079])). 18.34/3.82 thf(f3091,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c2 @ (s @ X0)))) | (c3 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ X0))) | (c3 = ((g @ c3 @ (s @ X0)))) | (c8 = c2)) ) | (~spl0_1 | spl0_21)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3052,f255])). 18.34/3.82 thf(f3092,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c4 @ (s @ X0)))) | (c2 = ((g @ c3 @ X0))) | (c3 = ((g @ c3 @ (s @ X0)))) | (c2 = ((g @ c3 @ (s @ X0))))) ) | (~spl0_4 | spl0_26 | spl0_39)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3075,f275])). 18.34/3.82 thf(f3093,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c5 @ (s @ X0)))) | (c3 = ((g @ c4 @ (s @ X0)))) | (c2 = ((g @ c4 @ X0))) | (c2 = ((g @ c4 @ (s @ X0))))) ) | (~spl0_2 | spl0_16 | spl0_24)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3076,f266])). 18.34/3.82 thf(f3094,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c3 @ (s @ X0)))) | (c2 = ((g @ c2 @ X0))) | (c3 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ (s @ X0))))) ) | (~spl0_1 | spl0_21 | spl0_34)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3091,f321])). 18.34/3.82 thf(f3099,definition,( 18.34/3.82 (c8 != ((s @ (s @ c5)))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c1 = c2)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f3109,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ c8))) | (c1 = c8) | (((g @ X0 @ c8)) = c2) | (c8 = X0) | (c3 = ((g @ (s @ X0) @ c8)))) ) | ~spl0_17), 18.34/3.82 inference(superposition,[],[f2555,f157])). 18.34/3.82 thf(f3113,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c1 @ (s @ X0)))) | (c1 = c8) | (c3 = ((g @ c2 @ (s @ X0)))) | (((s @ X0)) = c1) | (c2 = ((g @ c1 @ X0))) | (c2 = ((g @ c1 @ (s @ X0))))) ) | ~spl0_6), 18.34/3.82 inference(superposition,[],[f2555,f63])). 18.34/3.82 thf(f3144,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c1 @ (s @ X0)))) | (((s @ X0)) = c1) | (c2 = ((g @ c1 @ X0))) | (c3 = ((g @ c1 @ (s @ X0)))) | (c3 = ((g @ c2 @ (s @ X0))))) ) | (~spl0_6 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3113,f311])). 18.34/3.82 thf(f3148,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((g @ X0 @ c8)) = c2) | (c3 = ((g @ (s @ X0) @ c8))) | (c8 = X0) | (c3 = ((g @ X0 @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3109,f311])). 18.34/3.82 thf(f3155,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c1 @ (s @ X0)))) | (c2 = ((g @ c1 @ X0))) | (((s @ X0)) = c1) | (c3 = ((g @ c2 @ (s @ X0))))) ) | (~spl0_6 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3144,f15])). 18.34/3.82 thf(f3156,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ c8))) | (c3 = ((g @ (s @ X0) @ c8))) | (c8 = X0)) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3148,f13])). 18.34/3.82 thf(f3208,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (c1 = c2) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ (s @ X0) @ c2))) | (c8 = c2) | (c3 = ((g @ X0 @ c2)))) ) | ~spl0_6), 18.34/3.82 inference(superposition,[],[f2628,f63])). 18.34/3.82 thf(f3226,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ X0) @ c8))) | (((s @ X0)) = c8) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ X0) @ c8))) | (c3 = c2) | (c2 = ((g @ X0 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c1 = ((s @ (s @ c5))))) ) | ~spl0_33), 18.34/3.82 inference(superposition,[],[f316,f2628])). 18.34/3.82 thf(f3246,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c2 = ((g @ X0 @ (s @ c5)))) | (((s @ X0)) = c8) | (c3 = ((g @ (s @ X0) @ c8))) | (c1 = ((s @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c1 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_33 | spl0_89)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3226,f901])). 18.34/3.82 thf(f3247,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ X0 @ c2))) | (c3 = ((g @ (s @ X0) @ c2))) | (c8 = c2) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c2)))) ) | (~spl0_6 | spl0_21)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3208,f255])). 18.34/3.82 thf(f3249,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c1 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (((s @ X0)) = c8) | (c1 = ((g @ (s @ X0) @ c8))) | (c3 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_33 | spl0_89 | spl0_188)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3246,f3087])). 18.34/3.82 thf(f3250,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c2))) | (c3 = ((g @ X0 @ c2))) | (c2 = ((g @ X0 @ c2))) | (((g @ X0 @ c1)) = c2)) ) | (~spl0_6 | spl0_21 | spl0_34)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3247,f321])). 18.34/3.82 thf(f3252,definition,( 18.34/3.82 spl0_191 <=> ! [X0 : $i] : ((c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ X0 @ (s @ c5)))) | (((s @ X0)) = c8) | (c1 = ((g @ (s @ X0) @ c8))) | (c3 = ((g @ X0 @ (s @ (s @ c5))))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_191])],[avatar_definition])). 18.34/3.82 thf(f3253,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ (s @ c5))))) | (((s @ X0)) = c8) | (c2 = ((g @ X0 @ (s @ c5)))) | (c1 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ X0) @ c8)))) ) | ~spl0_191), 18.34/3.82 inference(avatar_component_clause,[],[f3252])). 18.34/3.82 thf(f3255,plain,( 18.34/3.82 spl0_191 | spl0_186 | ~spl0_33 | spl0_89 | spl0_188), 18.34/3.82 inference(avatar_split_clause,[],[f3249,f3086,f899,f315,f3079,f3252])). 18.34/3.82 thf(f3284,plain,( 18.34/3.82 (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 != c3) | (~spl0_17 | ~spl0_142)), 18.34/3.82 inference(superposition,[],[f162,f2060])). 18.34/3.82 thf(f3290,plain,( 18.34/3.82 (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_17 | ~spl0_142)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3284])). 18.34/3.82 thf(f3291,plain,( 18.34/3.82 spl0_136 | ~spl0_17 | ~spl0_142), 18.34/3.82 inference(avatar_split_clause,[],[f3290,f2058,f155,f1707])). 18.34/3.82 thf(f3306,definition,( 18.34/3.82 spl0_192 <=> (c1 = ((g @ (s @ (s @ c5)) @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_192])],[avatar_definition])). 18.34/3.82 thf(f3327,plain,( 18.34/3.82 (c3 != c3) | (c1 = ((g @ c3 @ c1))) | (~spl0_4 | ~spl0_152)), 18.34/3.82 inference(superposition,[],[f138,f2757])). 18.34/3.82 thf(f3332,plain,( 18.34/3.82 (c1 = ((g @ c3 @ c1))) | (~spl0_4 | ~spl0_152)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3327])). 18.34/3.82 thf(f3335,plain,( 18.34/3.82 spl0_110 | ~spl0_4 | ~spl0_152), 18.34/3.82 inference(avatar_split_clause,[],[f3332,f2755,f51,f1269])). 18.34/3.82 thf(f3337,definition,( 18.34/3.82 spl0_193 <=> (c3 = ((g @ c4 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_193])],[avatar_definition])). 18.34/3.82 thf(f3339,plain,( 18.34/3.82 (c3 = ((g @ c4 @ c2))) | ~spl0_193), 18.34/3.82 inference(avatar_component_clause,[],[f3337])). 18.34/3.82 thf(f3341,definition,( 18.34/3.82 spl0_194 <=> (c1 = ((g @ c4 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_194])],[avatar_definition])). 18.34/3.82 thf(f3343,plain,( 18.34/3.82 (c1 = ((g @ c4 @ c2))) | ~spl0_194), 18.34/3.82 inference(avatar_component_clause,[],[f3341])). 18.34/3.82 thf(f3353,plain,( 18.34/3.82 (c1 = ((g @ c4 @ c1))) | (c3 != c3) | (~spl0_2 | ~spl0_151)), 18.34/3.82 inference(superposition,[],[f137,f2753])). 18.34/3.82 thf(f3358,plain,( 18.34/3.82 (c1 = ((g @ c4 @ c1))) | (~spl0_2 | ~spl0_151)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3353])). 18.34/3.82 thf(f3361,plain,( 18.34/3.82 spl0_112 | ~spl0_2 | ~spl0_151), 18.34/3.82 inference(avatar_split_clause,[],[f3358,f2751,f41,f1278])). 18.34/3.82 thf(f3363,definition,( 18.34/3.82 spl0_195 <=> (c2 = ((g @ c5 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_195])],[avatar_definition])). 18.34/3.82 thf(f3365,plain,( 18.34/3.82 (c2 = ((g @ c5 @ c2))) | ~spl0_195), 18.34/3.82 inference(avatar_component_clause,[],[f3363])). 18.34/3.82 thf(f3367,definition,( 18.34/3.82 spl0_196 <=> (c3 = ((g @ c5 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_196])],[avatar_definition])). 18.34/3.82 thf(f3368,plain,( 18.34/3.82 (c3 != ((g @ c5 @ c2))) | spl0_196), 18.34/3.82 inference(avatar_component_clause,[],[f3367])). 18.34/3.82 thf(f3369,plain,( 18.34/3.82 (c3 = ((g @ c5 @ c2))) | ~spl0_196), 18.34/3.82 inference(avatar_component_clause,[],[f3367])). 18.34/3.82 thf(f3371,definition,( 18.34/3.82 spl0_197 <=> (c1 = ((g @ c5 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_197])],[avatar_definition])). 18.34/3.82 thf(f3373,plain,( 18.34/3.82 (c1 = ((g @ c5 @ c2))) | ~spl0_197), 18.34/3.82 inference(avatar_component_clause,[],[f3371])). 18.34/3.82 thf(f3414,definition,( 18.34/3.82 spl0_198 <=> (c1 = ((g @ c3 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_198])],[avatar_definition])). 18.34/3.82 thf(f3416,plain,( 18.34/3.82 (c1 = ((g @ c3 @ c2))) | ~spl0_198), 18.34/3.82 inference(avatar_component_clause,[],[f3414])). 18.34/3.82 thf(f3418,definition,( 18.34/3.82 spl0_199 <=> (c3 = ((g @ c3 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_199])],[avatar_definition])). 18.34/3.82 thf(f3420,plain,( 18.34/3.82 (c3 = ((g @ c3 @ c2))) | ~spl0_199), 18.34/3.82 inference(avatar_component_clause,[],[f3418])). 18.34/3.82 thf(f3430,plain,( 18.34/3.82 (c3 != c3) | (c1 = ((g @ c1 @ c1))) | (~spl0_6 | ~spl0_153)), 18.34/3.82 inference(superposition,[],[f140,f2762])). 18.34/3.82 thf(f3435,plain,( 18.34/3.82 (c1 = ((g @ c1 @ c1))) | (~spl0_6 | ~spl0_153)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3430])). 18.34/3.82 thf(f3437,definition,( 18.34/3.82 spl0_200 <=> (c1 = ((g @ c1 @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_200])],[avatar_definition])). 18.34/3.82 thf(f3440,plain,( 18.34/3.82 spl0_200 | ~spl0_6 | ~spl0_153), 18.34/3.82 inference(avatar_split_clause,[],[f3435,f2760,f61,f3437])). 18.34/3.82 thf(f3444,definition,( 18.34/3.82 spl0_201 <=> (c1 = ((g @ c2 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_201])],[avatar_definition])). 18.34/3.82 thf(f3448,definition,( 18.34/3.82 spl0_202 <=> (c3 = ((g @ c2 @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_202])],[avatar_definition])). 18.34/3.82 thf(f3453,definition,( 18.34/3.82 (c5 != ((g @ c1 @ c1))) | (c1 != ((g @ c1 @ c1))) | (c1 = c5)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f3511,plain,( 18.34/3.82 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c3)))) | ~spl0_162), 18.34/3.82 inference(superposition,[],[f22,f2875])). 18.34/3.82 thf(f3516,plain,( 18.34/3.82 (c4 = ((g @ c4 @ (s @ c3)))) | ~spl0_162), 18.34/3.82 inference(trivial_inequality_removal,[],[f3511])). 18.34/3.82 thf(f3517,plain,( 18.34/3.82 (c4 = ((g @ c4 @ c4))) | (~spl0_4 | ~spl0_162)), 18.34/3.82 inference(forward_demodulation,[],[f3516,f53])). 18.34/3.82 thf(f3519,definition,( 18.34/3.82 spl0_203 <=> (c4 = ((g @ c4 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_203])],[avatar_definition])). 18.34/3.82 thf(f3522,plain,( 18.34/3.82 spl0_203 | ~spl0_4 | ~spl0_162), 18.34/3.82 inference(avatar_split_clause,[],[f3517,f2873,f51,f3519])). 18.34/3.82 thf(f3540,definition,( 18.34/3.82 spl0_204 <=> (c4 = ((g @ c3 @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_204])],[avatar_definition])). 18.34/3.82 thf(f3541,plain,( 18.34/3.82 (c4 != ((g @ c3 @ c4))) | spl0_204), 18.34/3.82 inference(avatar_component_clause,[],[f3540])). 18.34/3.82 thf(f3542,plain,( 18.34/3.82 (c4 = ((g @ c3 @ c4))) | ~spl0_204), 18.34/3.82 inference(avatar_component_clause,[],[f3540])). 18.34/3.82 thf(f3553,plain,( 18.34/3.82 (c4 = ((g @ c2 @ (s @ c2)))) | (c2 != c2) | ~spl0_168), 18.34/3.82 inference(superposition,[],[f22,f2902])). 18.34/3.82 thf(f3558,plain,( 18.34/3.82 (c4 = ((g @ c2 @ (s @ c2)))) | ~spl0_168), 18.34/3.82 inference(trivial_inequality_removal,[],[f3553])). 18.34/3.82 thf(f3559,plain,( 18.34/3.82 (c4 = ((g @ c2 @ c3))) | (~spl0_1 | ~spl0_168)), 18.34/3.82 inference(forward_demodulation,[],[f3558,f38])). 18.34/3.82 thf(f3561,definition,( 18.34/3.82 spl0_205 <=> (c4 = ((g @ c2 @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_205])],[avatar_definition])). 18.34/3.82 thf(f3564,plain,( 18.34/3.82 spl0_205 | ~spl0_1 | ~spl0_168), 18.34/3.82 inference(avatar_split_clause,[],[f3559,f2900,f36,f3561])). 18.34/3.82 thf(f3599,definition,( 18.34/3.82 spl0_207 <=> (c4 = ((g @ c1 @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_207])],[avatar_definition])). 18.34/3.82 thf(f3601,plain,( 18.34/3.82 (c4 = ((g @ c1 @ c5))) | ~spl0_207), 18.34/3.82 inference(avatar_component_clause,[],[f3599])). 18.34/3.82 thf(f3620,definition,( 18.34/3.82 spl0_208 <=> (c4 = ((g @ c3 @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_208])],[avatar_definition])). 18.34/3.82 thf(f3621,plain,( 18.34/3.82 (c4 != ((g @ c3 @ (s @ c5)))) | spl0_208), 18.34/3.82 inference(avatar_component_clause,[],[f3620])). 18.34/3.82 thf(f3622,plain,( 18.34/3.82 (c4 = ((g @ c3 @ (s @ c5)))) | ~spl0_208), 18.34/3.82 inference(avatar_component_clause,[],[f3620])). 18.34/3.82 thf(f3633,plain,( 18.34/3.82 (c2 != c2) | (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_184), 18.34/3.82 inference(superposition,[],[f22,f3037])). 18.34/3.82 thf(f3638,plain,( 18.34/3.82 (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_184), 18.34/3.82 inference(trivial_inequality_removal,[],[f3633])). 18.34/3.82 thf(f3640,definition,( 18.34/3.82 spl0_209 <=> (c4 = ((g @ c4 @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_209])],[avatar_definition])). 18.34/3.82 thf(f3642,plain,( 18.34/3.82 (c4 = ((g @ c4 @ (s @ c5)))) | ~spl0_209), 18.34/3.82 inference(avatar_component_clause,[],[f3640])). 18.34/3.82 thf(f3643,plain,( 18.34/3.82 spl0_209 | ~spl0_184), 18.34/3.82 inference(avatar_split_clause,[],[f3638,f3035,f3640])). 18.34/3.82 thf(f3664,definition,( 18.34/3.82 spl0_210 <=> (c3 = ((g @ (s @ (s @ c5)) @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_210])],[avatar_definition])). 18.34/3.82 thf(f3669,definition,( 18.34/3.82 spl0_211 <=> (c2 = ((g @ (s @ c5) @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_211])],[avatar_definition])). 18.34/3.82 thf(f3671,plain,( 18.34/3.82 (c2 = ((g @ (s @ c5) @ c1))) | ~spl0_211), 18.34/3.82 inference(avatar_component_clause,[],[f3669])). 18.34/3.82 thf(f3673,definition,( 18.34/3.82 spl0_212 <=> (c3 = ((g @ (s @ c5) @ c1)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_212])],[avatar_definition])). 18.34/3.82 thf(f3675,plain,( 18.34/3.82 (c3 = ((g @ (s @ c5) @ c1))) | ~spl0_212), 18.34/3.82 inference(avatar_component_clause,[],[f3673])). 18.34/3.82 thf(f3677,definition,( 18.34/3.82 spl0_213 <=> (c1 = ((s @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_213])],[avatar_definition])). 18.34/3.82 thf(f3678,plain,( 18.34/3.82 (c1 != ((s @ c5))) | spl0_213), 18.34/3.82 inference(avatar_component_clause,[],[f3677])). 18.34/3.82 thf(f3685,definition,( 18.34/3.82 (c1 != ((s @ c5))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c3 != ((s @ c2))) | (c3 = c8)), 18.34/3.82 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.82 thf(f3706,definition,( 18.34/3.82 spl0_214 <=> (c3 = ((g @ (s @ c5) @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_214])],[avatar_definition])). 18.34/3.82 thf(f3708,plain,( 18.34/3.82 (c3 = ((g @ (s @ c5) @ c5))) | ~spl0_214), 18.34/3.82 inference(avatar_component_clause,[],[f3706])). 18.34/3.82 thf(f3710,definition,( 18.34/3.82 spl0_215 <=> (c2 = ((g @ (s @ c5) @ c5)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_215])],[avatar_definition])). 18.34/3.82 thf(f3711,plain,( 18.34/3.82 (c2 != ((g @ (s @ c5) @ c5))) | spl0_215), 18.34/3.82 inference(avatar_component_clause,[],[f3710])). 18.34/3.82 thf(f3712,plain,( 18.34/3.82 (c2 = ((g @ (s @ c5) @ c5))) | ~spl0_215), 18.34/3.82 inference(avatar_component_clause,[],[f3710])). 18.34/3.82 thf(f3714,definition,( 18.34/3.82 spl0_216 <=> (c2 = ((g @ (s @ c5) @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_216])],[avatar_definition])). 18.34/3.82 thf(f3715,plain,( 18.34/3.82 (c2 != ((g @ (s @ c5) @ c4))) | spl0_216), 18.34/3.82 inference(avatar_component_clause,[],[f3714])). 18.34/3.82 thf(f3716,plain,( 18.34/3.82 (c2 = ((g @ (s @ c5) @ c4))) | ~spl0_216), 18.34/3.82 inference(avatar_component_clause,[],[f3714])). 18.34/3.82 thf(f3739,definition,( 18.34/3.82 spl0_217 <=> (c2 = ((g @ (s @ c5) @ c2)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_217])],[avatar_definition])). 18.34/3.82 thf(f3740,plain,( 18.34/3.82 (c2 != ((g @ (s @ c5) @ c2))) | spl0_217), 18.34/3.82 inference(avatar_component_clause,[],[f3739])). 18.34/3.82 thf(f3743,definition,( 18.34/3.82 spl0_218 <=> (c3 = ((g @ (s @ c5) @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_218])],[avatar_definition])). 18.34/3.82 thf(f3744,plain,( 18.34/3.82 (c3 != ((g @ (s @ c5) @ c3))) | spl0_218), 18.34/3.82 inference(avatar_component_clause,[],[f3743])). 18.34/3.82 thf(f3745,plain,( 18.34/3.82 (c3 = ((g @ (s @ c5) @ c3))) | ~spl0_218), 18.34/3.82 inference(avatar_component_clause,[],[f3743])). 18.34/3.82 thf(f3747,definition,( 18.34/3.82 spl0_219 <=> (c2 = ((g @ (s @ c5) @ c3)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_219])],[avatar_definition])). 18.34/3.82 thf(f3749,plain,( 18.34/3.82 (c2 = ((g @ (s @ c5) @ c3))) | ~spl0_219), 18.34/3.82 inference(avatar_component_clause,[],[f3747])). 18.34/3.82 thf(f3774,definition,( 18.34/3.82 spl0_220 <=> (c3 = ((g @ (s @ c5) @ c4)))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_220])],[avatar_definition])). 18.34/3.82 thf(f3775,plain,( 18.34/3.82 (c3 != ((g @ (s @ c5) @ c4))) | spl0_220), 18.34/3.82 inference(avatar_component_clause,[],[f3774])). 18.34/3.82 thf(f3783,plain,( 18.34/3.82 (c2 = ((g @ c1 @ c8))) | (c1 = c8) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (c3 = ((g @ c2 @ c8))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f3155,f157])). 18.34/3.82 thf(f3792,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c1 @ X0))) | (c4 = ((g @ c1 @ (s @ (s @ X0))))) | (c2 != c2) | (((s @ X0)) = c1)) ) | (~spl0_6 | spl0_32)), 18.34/3.82 inference(superposition,[],[f22,f3155])). 18.34/3.82 thf(f3796,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 = ((g @ c1 @ (s @ (s @ X0))))) | (c2 = ((g @ c1 @ X0))) | (c3 = ((g @ c2 @ (s @ X0)))) | (((s @ X0)) = c1)) ) | (~spl0_6 | spl0_32)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3792])). 18.34/3.82 thf(f3803,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c8))) | (c1 = c8) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3783,f13])). 18.34/3.82 thf(f3804,plain,( 18.34/3.82 (c3 = ((g @ c2 @ c8))) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3803,f311])). 18.34/3.82 thf(f3806,definition,( 18.34/3.82 spl0_221 <=> (c2 = ((g @ c1 @ (s @ (s @ c5)))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_221])],[avatar_definition])). 18.34/3.82 thf(f3808,plain,( 18.34/3.82 (c2 = ((g @ c1 @ (s @ (s @ c5))))) | ~spl0_221), 18.34/3.82 inference(avatar_component_clause,[],[f3806])). 18.34/3.82 thf(f3809,plain,( 18.34/3.82 spl0_98 | spl0_221 | ~spl0_6 | ~spl0_17 | spl0_32), 18.34/3.82 inference(avatar_split_clause,[],[f3804,f310,f155,f61,f3806,f1005])). 18.34/3.82 thf(f3824,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((s @ X0)) = c8) | (c3 = ((g @ (s @ (s @ X0)) @ c8))) | (c3 = c2) | (c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ X0) @ c8))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ c5)))) | (c1 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2628,f3156])). 18.34/3.82 thf(f3834,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c4 = ((g @ X0 @ (s @ (s @ (s @ c5)))))) | (c2 != c2) | (c3 = ((g @ X0 @ c8))) | (c8 = X0) | (c3 = ((g @ (s @ X0) @ c8)))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f22,f3156])). 18.34/3.82 thf(f3845,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ c8))) | (c8 = X0) | (c4 = ((g @ X0 @ (s @ (s @ (s @ c5)))))) | (c3 = ((g @ (s @ X0) @ c8)))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(trivial_inequality_removal,[],[f3834])). 18.34/3.82 thf(f3853,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ X0) @ c8))) | (c4 = ((g @ X0 @ c8))) | (c8 = X0) | (c3 = ((g @ X0 @ c8)))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(forward_demodulation,[],[f3845,f157])). 18.34/3.82 thf(f3855,plain,( 18.34/3.82 ( ! [X0 : $i] : ((((s @ X0)) = c8) | (c2 = ((g @ X0 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ X0)) @ c8))) | (c3 = ((g @ (s @ X0) @ c8))) | (c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c1 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_17 | spl0_32 | spl0_89)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3824,f901])). 18.34/3.82 thf(f3864,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ X0) @ c8))) | (c3 = ((g @ (s @ (s @ X0)) @ c8))) | (c1 = ((s @ (s @ c5)))) | (c2 = ((g @ X0 @ (s @ c5)))) | (((s @ X0)) = c8) | (c2 = ((g @ X0 @ (s @ (s @ c5)))))) ) | (~spl0_17 | spl0_32 | spl0_89 | spl0_188)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3855,f3087])). 18.34/3.82 thf(f3866,definition,( 18.34/3.82 spl0_223 <=> ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c8))) | (c3 = ((g @ X0 @ (s @ (s @ c5))))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c2 = ((g @ X0 @ (s @ c5)))) | (((s @ X0)) = c8) | (c3 = ((g @ (s @ X0) @ c8))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_223])],[avatar_definition])). 18.34/3.82 thf(f3867,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c8))) | (((s @ X0)) = c8) | (c2 = ((g @ X0 @ (s @ c5)))) | (c3 = ((g @ (s @ X0) @ c8))) | (c2 = ((g @ X0 @ (s @ (s @ c5))))) | (c3 = ((g @ X0 @ (s @ (s @ c5)))))) ) | ~spl0_223), 18.34/3.82 inference(avatar_component_clause,[],[f3866])). 18.34/3.82 thf(f3869,plain,( 18.34/3.82 spl0_186 | spl0_223 | ~spl0_17 | spl0_32 | spl0_89 | spl0_188), 18.34/3.82 inference(avatar_split_clause,[],[f3864,f3086,f899,f310,f155,f3866,f3079])). 18.34/3.82 thf(f3871,plain,( 18.34/3.82 (c2 = ((g @ c3 @ c1))) | (c3 = ((g @ c4 @ c2))) | (c2 = ((g @ c3 @ c2))) | (c3 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_6 | spl0_21 | spl0_34)), 18.34/3.82 inference(superposition,[],[f3250,f53])). 18.34/3.82 thf(f3873,plain,( 18.34/3.82 (c3 = ((g @ c1 @ c2))) | (c2 = ((g @ c1 @ c1))) | (c2 = ((g @ c1 @ c2))) | (c3 = ((g @ c2 @ c2))) | (~spl0_6 | spl0_21 | spl0_34)), 18.34/3.82 inference(superposition,[],[f3250,f63])). 18.34/3.82 thf(f3916,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c5))) | (c8 = c5) | (c1 = ((g @ (s @ (s @ c5)) @ c5))) | (c2 = ((g @ c8 @ c4))) | (~spl0_2 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2814,f43])). 18.34/3.82 thf(f3918,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c2))) | (c3 = c8) | (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_1 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2814,f38])). 18.34/3.82 thf(f3919,plain,( 18.34/3.82 (c2 = ((g @ c8 @ c2))) | (c1 = ((g @ (s @ (s @ c5)) @ c2))) | (c2 = ((g @ c8 @ c1))) | (c8 = c2) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2814,f63])). 18.34/3.82 thf(f3920,plain,( 18.34/3.82 (c1 = c8) | (c2 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ c1))) | (c1 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_8 | ~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2814,f73])). 18.34/3.82 thf(f3925,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c1 = c2) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2814,f3156])). 18.34/3.82 thf(f3933,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ c8 @ (s @ X0)))) | (((s @ X0)) = c8) | (c2 = ((g @ c8 @ X0))) | (c1 = c3) | (c1 = ((s @ c5))) | (c3 = ((g @ (s @ c5) @ (s @ X0)))) | (((s @ X0)) = c8) | (c2 = ((g @ (s @ c5) @ X0))) | (c2 = ((g @ (s @ c5) @ (s @ X0))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f2598,f2814])). 18.34/3.82 thf(f3937,plain,( 18.34/3.82 (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c1 = c2) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(superposition,[],[f3156,f2814])). 18.34/3.82 thf(f3951,plain,( 18.34/3.82 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c2) | (c2 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(duplicate_literal_removal,[],[f3937])). 18.34/3.82 thf(f3956,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c3 = ((g @ (s @ c5) @ (s @ X0)))) | (((s @ X0)) = c8) | (c1 = c3) | (c1 = ((s @ c5))) | (c2 = ((g @ (s @ c5) @ X0))) | (c2 = ((g @ c8 @ X0))) | (c2 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ c5) @ (s @ X0))))) ) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(duplicate_literal_removal,[],[f3933])). 18.34/3.82 thf(f3958,plain,( 18.34/3.82 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c2) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_32)), 18.34/3.82 inference(duplicate_literal_removal,[],[f3925])). 18.34/3.82 thf(f3964,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (~spl0_17 | spl0_21 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3951,f255])). 18.34/3.82 thf(f3969,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ (s @ c5) @ (s @ X0)))) | (c3 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ c5) @ X0))) | (c2 = ((g @ c8 @ X0))) | (c1 = ((s @ c5))) | (((s @ X0)) = c8)) ) | (~spl0_17 | spl0_26 | spl0_32)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3956,f275])). 18.34/3.82 thf(f3972,plain,( 18.34/3.82 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c1 = c2) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (~spl0_17 | spl0_32 | spl0_188)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3958,f3087])). 18.34/3.82 thf(f3983,plain,( 18.34/3.82 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3964,f3087])). 18.34/3.82 thf(f3988,plain,( 18.34/3.82 ( ! [X0 : $i] : ((c2 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ c8 @ (s @ X0)))) | (c3 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ c8 @ X0))) | (((s @ X0)) = c8) | (c2 = ((g @ (s @ c5) @ X0)))) ) | (~spl0_17 | spl0_26 | spl0_32 | spl0_213)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3969,f3678])). 18.34/3.82 thf(f3991,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.82 inference(forward_subsumption_resolution,[],[f3972,f255])). 18.34/3.82 thf(f3992,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.82 inference(forward_demodulation,[],[f3983,f157])). 18.34/3.82 thf(f3998,definition,( 18.34/3.82 spl0_227 <=> (c2 = ((g @ c8 @ (s @ (s @ c5)))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_227])],[avatar_definition])). 18.34/3.82 thf(f4000,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ (s @ c5))))) | ~spl0_227), 18.34/3.82 inference(avatar_component_clause,[],[f3998])). 18.34/3.82 thf(f4002,definition,( 18.34/3.82 spl0_228 <=> (c2 = ((g @ c8 @ (s @ c5))))), 18.34/3.82 introduced(definition,[new_symbols(definition,[spl0_228])],[avatar_definition])). 18.34/3.82 thf(f4004,plain,( 18.34/3.82 (c2 = ((g @ c8 @ (s @ c5)))) | ~spl0_228), 18.34/3.82 inference(avatar_component_clause,[],[f4002])). 18.34/3.82 thf(f4006,definition,( 18.34/3.82 spl0_229 <=> (c3 = ((g @ (s @ (s @ c5)) @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_229])],[avatar_definition])). 18.34/3.83 thf(f4007,plain,( 18.34/3.83 (c3 != ((g @ (s @ (s @ c5)) @ c8))) | spl0_229), 18.34/3.83 inference(avatar_component_clause,[],[f4006])). 18.34/3.83 thf(f4008,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | ~spl0_229), 18.34/3.83 inference(avatar_component_clause,[],[f4006])). 18.34/3.83 thf(f4013,definition,( 18.34/3.83 spl0_230 <=> ! [X0 : $i] : ((c2 = ((g @ c8 @ X0))) | (c2 = ((g @ (s @ c5) @ X0))) | (c2 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ c8 @ (s @ X0)))) | (((s @ X0)) = c8) | (c3 = ((g @ (s @ c5) @ (s @ X0)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_230])],[avatar_definition])). 18.34/3.83 thf(f4014,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c3 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ c8 @ X0))) | (c2 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ (s @ c5) @ X0))) | (((s @ X0)) = c8)) ) | ~spl0_230), 18.34/3.83 inference(avatar_component_clause,[],[f4013])). 18.34/3.83 thf(f4016,plain,( 18.34/3.83 spl0_230 | ~spl0_17 | spl0_26 | spl0_32 | spl0_213), 18.34/3.83 inference(avatar_split_clause,[],[f3988,f3677,f310,f274,f155,f4013])). 18.34/3.83 thf(f4018,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_demodulation,[],[f3991,f157])). 18.34/3.83 thf(f4019,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = c5) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_demodulation,[],[f3992,f58])). 18.34/3.83 thf(f4021,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = c5) | (~spl0_5 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_demodulation,[],[f4018,f58])). 18.34/3.83 thf(f4022,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4019,f92])). 18.34/3.83 thf(f4024,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4021,f92])). 18.34/3.83 thf(f4025,plain,( 18.34/3.83 spl0_229 | spl0_228 | spl0_227 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188), 18.34/3.83 inference(avatar_split_clause,[],[f4022,f3086,f310,f254,f155,f90,f56,f3998,f4002,f4006])). 18.34/3.83 thf(f4026,plain,( 18.34/3.83 spl0_227 | spl0_228 | spl0_229 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188), 18.34/3.83 inference(avatar_split_clause,[],[f4024,f3086,f310,f254,f155,f90,f56,f4006,f4002,f3998])). 18.34/3.83 thf(f4034,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c4 @ c2))) | (~spl0_2 | ~spl0_196)), 18.34/3.83 inference(superposition,[],[f137,f3369])). 18.34/3.83 thf(f4041,plain,( 18.34/3.83 (c1 = ((g @ c4 @ c2))) | (~spl0_2 | ~spl0_196)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4034])). 18.34/3.83 thf(f4043,plain,( 18.34/3.83 (c3 = ((g @ c4 @ c4))) | (c2 = ((g @ c3 @ c3))) | (c3 = ((g @ c3 @ c4))) | (c2 = ((g @ c3 @ c4))) | (~spl0_4 | spl0_26 | spl0_39)), 18.34/3.83 inference(superposition,[],[f3092,f53])). 18.34/3.83 thf(f4045,plain,( 18.34/3.83 (c3 = ((g @ c3 @ c2))) | (c2 = ((g @ c3 @ c2))) | (c2 = ((g @ c3 @ c1))) | (c3 = ((g @ c4 @ c2))) | (~spl0_4 | ~spl0_6 | spl0_26 | spl0_39)), 18.34/3.83 inference(superposition,[],[f3092,f63])). 18.34/3.83 thf(f4047,plain,( 18.34/3.83 (c3 = ((g @ c3 @ c8))) | (c2 = ((g @ c3 @ (s @ (s @ c5))))) | (c2 = ((g @ c3 @ c8))) | (c3 = ((g @ c4 @ c8))) | (~spl0_4 | ~spl0_17 | spl0_26 | spl0_39)), 18.34/3.83 inference(superposition,[],[f3092,f157])). 18.34/3.83 thf(f4072,plain,( 18.34/3.83 (c3 = ((g @ c3 @ c2))) | (c3 = ((g @ c4 @ c2))) | (c3 = c2) | (c2 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | ~spl0_154)), 18.34/3.83 inference(forward_demodulation,[],[f4045,f2766])). 18.34/3.83 thf(f4078,plain,( 18.34/3.83 (c3 = ((g @ c3 @ c2))) | (c3 = ((g @ c4 @ c2))) | (c2 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4072,f901])). 18.34/3.83 thf(f4083,definition,( 18.34/3.83 spl0_231 <=> (c2 = ((g @ c3 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_231])],[avatar_definition])). 18.34/3.83 thf(f4084,plain,( 18.34/3.83 (c2 != ((g @ c3 @ (s @ (s @ c5))))) | spl0_231), 18.34/3.83 inference(avatar_component_clause,[],[f4083])). 18.34/3.83 thf(f4085,plain,( 18.34/3.83 (c2 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_231), 18.34/3.83 inference(avatar_component_clause,[],[f4083])). 18.34/3.83 thf(f4088,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c2))) | (c3 = ((g @ c3 @ c2))) | (c1 = c3) | (~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154 | ~spl0_194)), 18.34/3.83 inference(forward_demodulation,[],[f4078,f3343])). 18.34/3.83 thf(f4093,definition,( 18.34/3.83 spl0_232 <=> (c2 = ((g @ c3 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_232])],[avatar_definition])). 18.34/3.83 thf(f4095,plain,( 18.34/3.83 (c2 = ((g @ c3 @ (s @ c5)))) | ~spl0_232), 18.34/3.83 inference(avatar_component_clause,[],[f4093])). 18.34/3.83 thf(f4097,definition,( 18.34/3.83 spl0_233 <=> (c3 = ((g @ c3 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_233])],[avatar_definition])). 18.34/3.83 thf(f4101,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c2))) | (c3 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154 | ~spl0_194)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4088,f275])). 18.34/3.83 thf(f4105,plain,( 18.34/3.83 spl0_199 | spl0_163 | ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154 | ~spl0_194), 18.34/3.83 inference(avatar_split_clause,[],[f4101,f3341,f2764,f899,f340,f274,f61,f51,f2878,f3418])). 18.34/3.83 thf(f4106,plain,( 18.34/3.83 (c2 = ((g @ c4 @ c4))) | (c3 = ((g @ c4 @ c5))) | (c3 = ((g @ c5 @ c5))) | (c2 = ((g @ c4 @ c5))) | (~spl0_2 | spl0_16 | spl0_24)), 18.34/3.83 inference(superposition,[],[f3093,f43])). 18.34/3.83 thf(f4108,plain,( 18.34/3.83 (c2 = ((g @ c4 @ c3))) | (c3 = ((g @ c5 @ c3))) | (c3 = ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c2))) | (~spl0_1 | ~spl0_2 | spl0_16 | spl0_24)), 18.34/3.83 inference(superposition,[],[f3093,f38])). 18.34/3.83 thf(f4110,plain,( 18.34/3.83 (c2 = ((g @ c4 @ c8))) | (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c5 @ c1))) | (c3 = ((g @ c4 @ c1))) | (~spl0_2 | ~spl0_8 | spl0_16 | spl0_24)), 18.34/3.83 inference(superposition,[],[f3093,f73])). 18.34/3.83 thf(f4112,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c8))) | (c8 = c5) | (c3 = ((g @ c5 @ c8))) | (c3 = c2) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ c5)))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (~spl0_2 | spl0_16 | ~spl0_17 | spl0_24 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3093,f3156])). 18.34/3.83 thf(f4137,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c8))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c3 = c2) | (c3 = ((g @ c5 @ c8))) | (c2 = ((g @ c4 @ (s @ c5)))) | (~spl0_2 | spl0_16 | ~spl0_17 | spl0_24 | spl0_32 | spl0_37)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4112,f332])). 18.34/3.83 thf(f4142,definition,( 18.34/3.83 spl0_234 <=> (c2 = ((g @ c4 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_234])],[avatar_definition])). 18.34/3.83 thf(f4143,plain,( 18.34/3.83 (c2 != ((g @ c4 @ (s @ (s @ c5))))) | spl0_234), 18.34/3.83 inference(avatar_component_clause,[],[f4142])). 18.34/3.83 thf(f4144,plain,( 18.34/3.83 (c2 = ((g @ c4 @ (s @ (s @ c5))))) | ~spl0_234), 18.34/3.83 inference(avatar_component_clause,[],[f4142])). 18.34/3.83 thf(f4146,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c8))) | (c2 = ((g @ c4 @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c3 = ((g @ c5 @ c8))) | (~spl0_2 | spl0_16 | ~spl0_17 | spl0_24 | spl0_32 | spl0_37 | spl0_89)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4137,f901])). 18.34/3.83 thf(f4149,definition,( 18.34/3.83 spl0_235 <=> (c3 = ((g @ c4 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_235])],[avatar_definition])). 18.34/3.83 thf(f4151,plain,( 18.34/3.83 (c3 = ((g @ c4 @ (s @ (s @ c5))))) | ~spl0_235), 18.34/3.83 inference(avatar_component_clause,[],[f4149])). 18.34/3.83 thf(f4153,definition,( 18.34/3.83 spl0_236 <=> (c2 = ((g @ c4 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_236])],[avatar_definition])). 18.34/3.83 thf(f4162,definition,( 18.34/3.83 spl0_238 <=> (c3 = ((g @ (s @ c5) @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_238])],[avatar_definition])). 18.34/3.83 thf(f4166,plain,( 18.34/3.83 spl0_86 | spl0_238 | spl0_234 | spl0_235 | spl0_236 | ~spl0_2 | spl0_16 | ~spl0_17 | spl0_24 | spl0_32 | spl0_37 | spl0_89), 18.34/3.83 inference(avatar_split_clause,[],[f4146,f899,f331,f310,f265,f155,f131,f41,f4153,f4149,f4142,f4162,f834])). 18.34/3.83 thf(f4168,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c5))) | (c3 = ((g @ c3 @ c5))) | (c2 = ((g @ c2 @ c4))) | (c2 = ((g @ c2 @ c5))) | (~spl0_1 | ~spl0_2 | spl0_21 | spl0_34)), 18.34/3.83 inference(superposition,[],[f3094,f43])). 18.34/3.83 thf(f4170,plain,( 18.34/3.83 (c2 = ((g @ c2 @ c3))) | (c2 = ((g @ c2 @ c2))) | (c3 = ((g @ c3 @ c3))) | (c3 = ((g @ c2 @ c3))) | (~spl0_1 | spl0_21 | spl0_34)), 18.34/3.83 inference(superposition,[],[f3094,f38])). 18.34/3.83 thf(f4172,plain,( 18.34/3.83 (c2 = ((g @ c2 @ c1))) | (c2 = ((g @ c2 @ c8))) | (c3 = ((g @ c3 @ c1))) | (c3 = ((g @ c2 @ c1))) | (~spl0_1 | ~spl0_8 | spl0_21 | spl0_34)), 18.34/3.83 inference(superposition,[],[f3094,f73])). 18.34/3.83 thf(f4188,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c2 = ((g @ c2 @ X0))) | (c1 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ (s @ X0)))) | (c3 = ((g @ c2 @ (s @ X0)))) | (c3 != c3)) ) | (~spl0_1 | spl0_21 | spl0_34)), 18.34/3.83 inference(superposition,[],[f139,f3094])). 18.34/3.83 thf(f4195,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c1 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ X0))) | (c3 = ((g @ c2 @ (s @ X0)))) | (c2 = ((g @ c2 @ (s @ X0))))) ) | (~spl0_1 | spl0_21 | spl0_34)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4188])). 18.34/3.83 thf(f4213,definition,( 18.34/3.83 spl0_239 <=> (c2 = ((g @ c2 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_239])],[avatar_definition])). 18.34/3.83 thf(f4214,plain,( 18.34/3.83 (c2 != ((g @ c2 @ (s @ (s @ c5))))) | spl0_239), 18.34/3.83 inference(avatar_component_clause,[],[f4213])). 18.34/3.83 thf(f4215,plain,( 18.34/3.83 (c2 = ((g @ c2 @ (s @ (s @ c5))))) | ~spl0_239), 18.34/3.83 inference(avatar_component_clause,[],[f4213])). 18.34/3.83 thf(f4222,definition,( 18.34/3.83 spl0_240 <=> (c2 = ((g @ c2 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_240])],[avatar_definition])). 18.34/3.83 thf(f4223,plain,( 18.34/3.83 (c2 != ((g @ c2 @ (s @ c5)))) | spl0_240), 18.34/3.83 inference(avatar_component_clause,[],[f4222])). 18.34/3.83 thf(f4226,definition,( 18.34/3.83 spl0_241 <=> (c3 = ((g @ c2 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_241])],[avatar_definition])). 18.34/3.83 thf(f4227,plain,( 18.34/3.83 (c3 != ((g @ c2 @ (s @ (s @ c5))))) | spl0_241), 18.34/3.83 inference(avatar_component_clause,[],[f4226])). 18.34/3.83 thf(f4228,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | ~spl0_241), 18.34/3.83 inference(avatar_component_clause,[],[f4226])). 18.34/3.83 thf(f4240,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c2 @ c2))) | (~spl0_1 | ~spl0_199)), 18.34/3.83 inference(superposition,[],[f139,f3420])). 18.34/3.83 thf(f4247,plain,( 18.34/3.83 (c1 = ((g @ c2 @ c2))) | (~spl0_1 | ~spl0_199)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4240])). 18.34/3.83 thf(f4248,plain,( 18.34/3.83 (c1 = c2) | (~spl0_1 | ~spl0_168 | ~spl0_199)), 18.34/3.83 inference(forward_demodulation,[],[f4247,f2902])). 18.34/3.83 thf(f4249,plain,( 18.34/3.83 $false | (~spl0_1 | spl0_21 | ~spl0_168 | ~spl0_199)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4248,f255])). 18.34/3.83 thf(f4250,plain,( 18.34/3.83 ~spl0_1 | spl0_21 | ~spl0_168 | ~spl0_199), 18.34/3.83 inference(avatar_contradiction_clause,[],[f4249])). 18.34/3.83 thf(f4251,plain,( 18.34/3.83 spl0_193 | spl0_163 | spl0_199 | ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154), 18.34/3.83 inference(avatar_split_clause,[],[f4078,f2764,f899,f340,f274,f61,f51,f3418,f2878,f3337])). 18.34/3.83 thf(f4262,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_193)), 18.34/3.83 inference(superposition,[],[f138,f3339])). 18.34/3.83 thf(f4269,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c2))) | (~spl0_4 | ~spl0_193)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4262])). 18.34/3.83 thf(f4270,plain,( 18.34/3.83 spl0_198 | ~spl0_4 | ~spl0_193), 18.34/3.83 inference(avatar_split_clause,[],[f4269,f3337,f51,f3414])). 18.34/3.83 thf(f4271,plain,( 18.34/3.83 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c1 = c4) | (~spl0_2 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f2745,f43])). 18.34/3.83 thf(f4273,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c1))) | (c1 = ((g @ c3 @ c2))) | (c2 = ((g @ c3 @ c2))) | (c2 = ((g @ c2 @ c1))) | (c3 = ((g @ c3 @ c2))) | (c1 = c2) | (~spl0_1 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f2745,f38])). 18.34/3.83 thf(f4285,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c2))) | (c1 = X0) | (c3 = ((g @ (s @ X0) @ c2))) | (c2 = ((g @ (s @ X0) @ c2))) | (c1 != c1) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c1)))) ) | (~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f19,f2745])). 18.34/3.83 thf(f4294,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c3 = ((g @ (s @ (s @ X0)) @ c2))) | (c3 = ((g @ (s @ X0) @ c2))) | (((g @ X0 @ c1)) = c2) | (c3 = ((g @ X0 @ c1))) | (c1 = X0) | (c2 = ((g @ (s @ X0) @ c2)))) ) | (~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4285])). 18.34/3.83 thf(f4295,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c2 = ((g @ c5 @ c2))) | (c1 = ((g @ c5 @ c2))) | (~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4271,f266])). 18.34/3.83 thf(f4296,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c1))) | (c3 = ((g @ c3 @ c2))) | (c2 = ((g @ c3 @ c2))) | (c2 = ((g @ c2 @ c1))) | (c1 = ((g @ c3 @ c2))) | (~spl0_1 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4273,f255])). 18.34/3.83 thf(f4297,plain,( 18.34/3.83 (c1 = ((g @ c5 @ c2))) | (c1 = c2) | (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c4 @ c1))) | (~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112)), 18.34/3.83 inference(forward_demodulation,[],[f4295,f1280])). 18.34/3.83 thf(f4299,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (c1 = ((g @ c5 @ c2))) | (c3 = ((g @ c4 @ c1))) | (~spl0_2 | spl0_21 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4297,f255])). 18.34/3.83 thf(f4301,plain,( 18.34/3.83 (c1 = c3) | (c2 = ((g @ c5 @ c2))) | (c1 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (~spl0_2 | spl0_21 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112)), 18.34/3.83 inference(forward_demodulation,[],[f4299,f1280])). 18.34/3.83 thf(f4327,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c3 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c1 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0))) | (c3 != c3)) ) | ~spl0_187), 18.34/3.83 inference(superposition,[],[f20,f3084])). 18.34/3.83 thf(f4340,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c2 = ((g @ (s @ (s @ c5)) @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0))) | (c3 = ((g @ c8 @ (s @ X0)))) | (c1 = ((g @ (s @ c5) @ (s @ X0))))) ) | ~spl0_187), 18.34/3.83 inference(trivial_inequality_removal,[],[f4327])). 18.34/3.83 thf(f4345,definition,( 18.34/3.83 spl0_242 <=> (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_242])],[avatar_definition])). 18.34/3.83 thf(f4347,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | ~spl0_242), 18.34/3.83 inference(avatar_component_clause,[],[f4345])). 18.34/3.83 thf(f4368,plain,( 18.34/3.83 (c1 = ((g @ (s @ c2) @ c8))) | (c8 = ((s @ c2))) | (c2 = ((g @ c2 @ (s @ c5)))) | (c3 != c3) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ c2) @ c8))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_191)), 18.34/3.83 inference(superposition,[],[f140,f3253])). 18.34/3.83 thf(f4370,plain,( 18.34/3.83 (c8 = ((s @ c8))) | (c1 = ((g @ (s @ c8) @ c8))) | (c3 != c3) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ c8) @ c8))) | (~spl0_17 | ~spl0_191)), 18.34/3.83 inference(superposition,[],[f162,f3253])). 18.34/3.83 thf(f4383,plain,( 18.34/3.83 (c1 = ((g @ (s @ c8) @ c8))) | (c8 = ((s @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ c8) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_17 | ~spl0_191)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4370])). 18.34/3.83 thf(f4386,plain,( 18.34/3.83 (c3 = ((g @ (s @ c2) @ c8))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ c2) @ c8))) | (c2 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c8 = ((s @ c2))) | (~spl0_6 | ~spl0_191)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4368])). 18.34/3.83 thf(f4396,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c1 = ((g @ c1 @ c8))) | (c8 = ((s @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ c8) @ c8))) | (~spl0_8 | ~spl0_17 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f4383,f73])). 18.34/3.83 thf(f4397,plain,( 18.34/3.83 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ (s @ c2) @ c8))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c8 = ((s @ c2))) | (~spl0_1 | ~spl0_6 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f4386,f38])). 18.34/3.83 thf(f4400,definition,( 18.34/3.83 spl0_243 <=> (c2 = ((g @ c5 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_243])],[avatar_definition])). 18.34/3.83 thf(f4401,plain,( 18.34/3.83 (c2 != ((g @ c5 @ (s @ (s @ c5))))) | spl0_243), 18.34/3.83 inference(avatar_component_clause,[],[f4400])). 18.34/3.83 thf(f4402,plain,( 18.34/3.83 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_243), 18.34/3.83 inference(avatar_component_clause,[],[f4400])). 18.34/3.83 thf(f4404,definition,( 18.34/3.83 spl0_244 <=> (c1 = ((g @ (s @ c5) @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_244])],[avatar_definition])). 18.34/3.83 thf(f4406,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | ~spl0_244), 18.34/3.83 inference(avatar_component_clause,[],[f4404])). 18.34/3.83 thf(f4408,definition,( 18.34/3.83 spl0_245 <=> (c2 = ((g @ c5 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_245])],[avatar_definition])). 18.34/3.83 thf(f4410,plain,( 18.34/3.83 (c2 = ((g @ c5 @ (s @ c5)))) | ~spl0_245), 18.34/3.83 inference(avatar_component_clause,[],[f4408])). 18.34/3.83 thf(f4412,definition,( 18.34/3.83 spl0_246 <=> (c1 = ((g @ c4 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_246])],[avatar_definition])). 18.34/3.83 thf(f4413,plain,( 18.34/3.83 (c1 != ((g @ c4 @ (s @ (s @ c5))))) | spl0_246), 18.34/3.83 inference(avatar_component_clause,[],[f4412])). 18.34/3.83 thf(f4414,plain,( 18.34/3.83 (c1 = ((g @ c4 @ (s @ (s @ c5))))) | ~spl0_246), 18.34/3.83 inference(avatar_component_clause,[],[f4412])). 18.34/3.83 thf(f4418,plain,( 18.34/3.83 (c3 = ((g @ (s @ c8) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ c8))) | (~spl0_8 | ~spl0_17 | spl0_82 | ~spl0_191)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4396,f770])). 18.34/3.83 thf(f4419,plain,( 18.34/3.83 (c8 = ((s @ c2))) | (c1 = ((g @ (s @ c2) @ c8))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ c5)))) | (~spl0_1 | ~spl0_6 | spl0_104 | ~spl0_191)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4397,f1127])). 18.34/3.83 thf(f4423,plain,( 18.34/3.83 (c8 = ((s @ c8))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c3 = ((g @ c1 @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_8 | ~spl0_17 | spl0_82 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f4418,f73])). 18.34/3.83 thf(f4424,plain,( 18.34/3.83 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = ((g @ (s @ c2) @ c8))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c3 = c8) | (~spl0_1 | ~spl0_6 | spl0_104 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f4419,f38])). 18.34/3.83 thf(f4428,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ c8))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_8 | ~spl0_17 | spl0_82 | ~spl0_191)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4423,f15])). 18.34/3.83 thf(f4432,definition,( 18.34/3.83 spl0_247 <=> (c1 = ((g @ c3 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_247])],[avatar_definition])). 18.34/3.83 thf(f4434,plain,( 18.34/3.83 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_247), 18.34/3.83 inference(avatar_component_clause,[],[f4432])). 18.34/3.83 thf(f4437,plain,( 18.34/3.83 (c1 = c8) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_8 | ~spl0_17 | spl0_82 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f4428,f73])). 18.34/3.83 thf(f4441,definition,( 18.34/3.83 spl0_248 <=> (c1 = ((g @ c2 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_248])],[avatar_definition])). 18.34/3.83 thf(f4442,plain,( 18.34/3.83 (c1 != ((g @ c2 @ (s @ (s @ c5))))) | spl0_248), 18.34/3.83 inference(avatar_component_clause,[],[f4441])). 18.34/3.83 thf(f4443,plain,( 18.34/3.83 (c1 = ((g @ c2 @ (s @ (s @ c5))))) | ~spl0_248), 18.34/3.83 inference(avatar_component_clause,[],[f4441])). 18.34/3.83 thf(f4453,definition,( 18.34/3.83 spl0_250 <=> (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_250])],[avatar_definition])). 18.34/3.83 thf(f4454,plain,( 18.34/3.83 (c1 != ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | spl0_250), 18.34/3.83 inference(avatar_component_clause,[],[f4453])). 18.34/3.83 thf(f4455,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | ~spl0_250), 18.34/3.83 inference(avatar_component_clause,[],[f4453])). 18.34/3.83 thf(f4458,definition,( 18.34/3.83 spl0_251 <=> (c1 = ((g @ c1 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_251])],[avatar_definition])). 18.34/3.83 thf(f4460,plain,( 18.34/3.83 (c1 = ((g @ c1 @ (s @ (s @ c5))))) | ~spl0_251), 18.34/3.83 inference(avatar_component_clause,[],[f4458])). 18.34/3.83 thf(f4474,plain,( 18.34/3.83 (c1 != c1) | (c3 = ((g @ (s @ c5) @ c2))) | ~spl0_197), 18.34/3.83 inference(superposition,[],[f19,f3373])). 18.34/3.83 thf(f4480,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c2))) | ~spl0_197), 18.34/3.83 inference(trivial_inequality_removal,[],[f4474])). 18.34/3.83 thf(f4482,definition,( 18.34/3.83 spl0_252 <=> (c3 = ((g @ (s @ c5) @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_252])],[avatar_definition])). 18.34/3.83 thf(f4483,plain,( 18.34/3.83 (c3 != ((g @ (s @ c5) @ c2))) | spl0_252), 18.34/3.83 inference(avatar_component_clause,[],[f4482])). 18.34/3.83 thf(f4485,plain,( 18.34/3.83 spl0_252 | ~spl0_197), 18.34/3.83 inference(avatar_split_clause,[],[f4480,f3371,f4482])). 18.34/3.83 thf(f4494,plain,( 18.34/3.83 (c3 = ((g @ (s @ c3) @ c2))) | (c1 != c1) | ~spl0_198), 18.34/3.83 inference(superposition,[],[f19,f3416])). 18.34/3.83 thf(f4500,plain,( 18.34/3.83 (c3 = ((g @ (s @ c3) @ c2))) | ~spl0_198), 18.34/3.83 inference(trivial_inequality_removal,[],[f4494])). 18.34/3.83 thf(f4501,plain,( 18.34/3.83 (c3 = ((g @ c4 @ c2))) | (~spl0_4 | ~spl0_198)), 18.34/3.83 inference(forward_demodulation,[],[f4500,f53])). 18.34/3.83 thf(f4518,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c3))) | (c4 != c4) | (~spl0_4 | ~spl0_204)), 18.34/3.83 inference(superposition,[],[f145,f3542])). 18.34/3.83 thf(f4526,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c3))) | (~spl0_4 | ~spl0_204)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4518])). 18.34/3.83 thf(f4572,plain,( 18.34/3.83 (c4 != c4) | (c2 = ((g @ c3 @ c5))) | ~spl0_208), 18.34/3.83 inference(superposition,[],[f23,f3622])). 18.34/3.83 thf(f4588,definition,( 18.34/3.83 spl0_253 <=> (c3 = ((g @ c2 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_253])],[avatar_definition])). 18.34/3.83 thf(f4590,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | ~spl0_253), 18.34/3.83 inference(avatar_component_clause,[],[f4588])). 18.34/3.83 thf(f4624,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c5 @ c1))) | ~spl0_212), 18.34/3.83 inference(superposition,[],[f20,f3675])). 18.34/3.83 thf(f4629,plain,( 18.34/3.83 (c1 = ((g @ c5 @ c1))) | ~spl0_212), 18.34/3.83 inference(trivial_inequality_removal,[],[f4624])). 18.34/3.83 thf(f4631,plain,( 18.34/3.83 (c1 = c3) | (~spl0_151 | ~spl0_212)), 18.34/3.83 inference(forward_demodulation,[],[f4629,f2753])). 18.34/3.83 thf(f4634,definition,( 18.34/3.83 spl0_254 <=> (c1 = ((g @ (s @ c5) @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_254])],[avatar_definition])). 18.34/3.83 thf(f4638,plain,( 18.34/3.83 $false | (spl0_26 | ~spl0_151 | ~spl0_212)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4631,f275])). 18.34/3.83 thf(f4639,plain,( 18.34/3.83 spl0_26 | ~spl0_151 | ~spl0_212), 18.34/3.83 inference(avatar_contradiction_clause,[],[f4638])). 18.34/3.83 thf(f4650,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c1)))) | (c2 != c2) | ~spl0_211), 18.34/3.83 inference(superposition,[],[f22,f3671])). 18.34/3.83 thf(f4653,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c1)))) | ~spl0_211), 18.34/3.83 inference(trivial_inequality_removal,[],[f4650])). 18.34/3.83 thf(f4654,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ c2))) | (~spl0_6 | ~spl0_211)), 18.34/3.83 inference(forward_demodulation,[],[f4653,f63])). 18.34/3.83 thf(f4656,definition,( 18.34/3.83 spl0_255 <=> (c4 = ((g @ (s @ c5) @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_255])],[avatar_definition])). 18.34/3.83 thf(f4659,plain,( 18.34/3.83 spl0_255 | ~spl0_6 | ~spl0_211), 18.34/3.83 inference(avatar_split_clause,[],[f4654,f3669,f61,f4656])). 18.34/3.83 thf(f4660,definition,( 18.34/3.83 (c4 != ((g @ (s @ c5) @ c2))) | (c3 != ((g @ (s @ c5) @ c2))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f4663,plain,( 18.34/3.83 (c1 = c3) | (~spl0_2 | ~spl0_193 | ~spl0_196)), 18.34/3.83 inference(forward_demodulation,[],[f4041,f3339])). 18.34/3.83 thf(f4664,plain,( 18.34/3.83 $false | (~spl0_2 | spl0_26 | ~spl0_193 | ~spl0_196)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4663,f275])). 18.34/3.83 thf(f4665,plain,( 18.34/3.83 ~spl0_2 | spl0_26 | ~spl0_193 | ~spl0_196), 18.34/3.83 inference(avatar_contradiction_clause,[],[f4664])). 18.34/3.83 thf(f4675,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ c2)))) | (c2 != c2) | ~spl0_195), 18.34/3.83 inference(superposition,[],[f22,f3365])). 18.34/3.83 thf(f4680,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ c2)))) | ~spl0_195), 18.34/3.83 inference(trivial_inequality_removal,[],[f4675])). 18.34/3.83 thf(f4681,plain,( 18.34/3.83 (c4 = ((g @ c5 @ c3))) | (~spl0_1 | ~spl0_195)), 18.34/3.83 inference(forward_demodulation,[],[f4680,f38])). 18.34/3.83 thf(f4683,definition,( 18.34/3.83 spl0_256 <=> (c4 = ((g @ c5 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_256])],[avatar_definition])). 18.34/3.83 thf(f4685,plain,( 18.34/3.83 (c4 = ((g @ c5 @ c3))) | ~spl0_256), 18.34/3.83 inference(avatar_component_clause,[],[f4683])). 18.34/3.83 thf(f4686,plain,( 18.34/3.83 spl0_256 | ~spl0_1 | ~spl0_195), 18.34/3.83 inference(avatar_split_clause,[],[f4681,f3363,f36,f4683])). 18.34/3.83 thf(f4697,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c3 = c2) | (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c4))) | (~spl0_45 | ~spl0_216)), 18.34/3.83 inference(superposition,[],[f2436,f3716])). 18.34/3.83 thf(f4701,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c4)))) | (c2 != c2) | ~spl0_216), 18.34/3.83 inference(superposition,[],[f22,f3716])). 18.34/3.83 thf(f4706,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c4)))) | ~spl0_216), 18.34/3.83 inference(trivial_inequality_removal,[],[f4701])). 18.34/3.83 thf(f4708,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ c5))) | (~spl0_2 | ~spl0_216)), 18.34/3.83 inference(forward_demodulation,[],[f4706,f43])). 18.34/3.83 thf(f4709,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (~spl0_45 | spl0_89 | ~spl0_216)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4697,f901])). 18.34/3.83 thf(f4711,definition,( 18.34/3.83 spl0_257 <=> (c2 = ((g @ c5 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_257])],[avatar_definition])). 18.34/3.83 thf(f4715,definition,( 18.34/3.83 spl0_258 <=> (c2 = ((g @ c5 @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_258])],[avatar_definition])). 18.34/3.83 thf(f4716,plain,( 18.34/3.83 (c2 != ((g @ c5 @ c4))) | spl0_258), 18.34/3.83 inference(avatar_component_clause,[],[f4715])). 18.34/3.83 thf(f4717,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c4))) | ~spl0_258), 18.34/3.83 inference(avatar_component_clause,[],[f4715])). 18.34/3.83 thf(f4720,definition,( 18.34/3.83 spl0_259 <=> (c4 = ((g @ (s @ c5) @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_259])],[avatar_definition])). 18.34/3.83 thf(f4723,plain,( 18.34/3.83 spl0_259 | ~spl0_2 | ~spl0_216), 18.34/3.83 inference(avatar_split_clause,[],[f4708,f3714,f41,f4720])). 18.34/3.83 thf(f4724,plain,( 18.34/3.83 spl0_257 | spl0_258 | spl0_172 | ~spl0_45 | spl0_89 | ~spl0_216), 18.34/3.83 inference(avatar_split_clause,[],[f4709,f3714,f899,f437,f2942,f4715,f4711])). 18.34/3.83 thf(f4736,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ (s @ c5) @ (s @ c3)))) | ~spl0_219), 18.34/3.83 inference(superposition,[],[f22,f3749])). 18.34/3.83 thf(f4741,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c3)))) | ~spl0_219), 18.34/3.83 inference(trivial_inequality_removal,[],[f4736])). 18.34/3.83 thf(f4742,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ c4))) | (~spl0_4 | ~spl0_219)), 18.34/3.83 inference(forward_demodulation,[],[f4741,f53])). 18.34/3.83 thf(f4743,plain,( 18.34/3.83 (c4 = c2) | (~spl0_4 | ~spl0_216 | ~spl0_219)), 18.34/3.83 inference(forward_demodulation,[],[f4742,f3716])). 18.34/3.83 thf(f4744,plain,( 18.34/3.83 $false | (~spl0_4 | spl0_28 | ~spl0_216 | ~spl0_219)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4743,f285])). 18.34/3.83 thf(f4745,plain,( 18.34/3.83 ~spl0_4 | spl0_28 | ~spl0_216 | ~spl0_219), 18.34/3.83 inference(avatar_contradiction_clause,[],[f4744])). 18.34/3.83 thf(f4765,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c5 @ c3))) | ~spl0_218), 18.34/3.83 inference(superposition,[],[f20,f3745])). 18.34/3.83 thf(f4772,plain,( 18.34/3.83 (c1 = ((g @ c5 @ c3))) | ~spl0_218), 18.34/3.83 inference(trivial_inequality_removal,[],[f4765])). 18.34/3.83 thf(f4774,definition,( 18.34/3.83 spl0_260 <=> (c1 = ((g @ c5 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_260])],[avatar_definition])). 18.34/3.83 thf(f4777,plain,( 18.34/3.83 spl0_260 | ~spl0_218), 18.34/3.83 inference(avatar_split_clause,[],[f4772,f3743,f4774])). 18.34/3.83 thf(f4778,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ c5 @ c3))) | (c4 != ((g @ c5 @ c3))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f4779,definition,( 18.34/3.83 (c1 != ((g @ c5 @ c3))) | (c4 != ((g @ c5 @ c3))) | (c1 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f4783,definition,( 18.34/3.83 (c4 != ((g @ (s @ c5) @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f4786,definition,( 18.34/3.83 spl0_261 <=> (c4 = ((g @ (s @ c5) @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_261])],[avatar_definition])). 18.34/3.83 thf(f4788,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ c4))) | ~spl0_261), 18.34/3.83 inference(avatar_component_clause,[],[f4786])). 18.34/3.83 thf(f4789,plain,( 18.34/3.83 spl0_261 | ~spl0_4 | ~spl0_219), 18.34/3.83 inference(avatar_split_clause,[],[f4742,f3747,f51,f4786])). 18.34/3.83 thf(f4802,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_215), 18.34/3.83 inference(superposition,[],[f22,f3712])). 18.34/3.83 thf(f4807,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_215), 18.34/3.83 inference(trivial_inequality_removal,[],[f4802])). 18.34/3.83 thf(f4810,definition,( 18.34/3.83 spl0_262 <=> (c4 = ((g @ (s @ c5) @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_262])],[avatar_definition])). 18.34/3.83 thf(f4812,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ c5)))) | ~spl0_262), 18.34/3.83 inference(avatar_component_clause,[],[f4810])). 18.34/3.83 thf(f4813,plain,( 18.34/3.83 spl0_262 | ~spl0_215), 18.34/3.83 inference(avatar_split_clause,[],[f4807,f3710,f4810])). 18.34/3.83 thf(f4816,definition,( 18.34/3.83 spl0_263 <=> (c2 = ((g @ c5 @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_263])],[avatar_definition])). 18.34/3.83 thf(f4818,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c5))) | ~spl0_263), 18.34/3.83 inference(avatar_component_clause,[],[f4816])). 18.34/3.83 thf(f4836,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c3))) | (c3 != c3) | (~spl0_44 | spl0_218)), 18.34/3.83 inference(superposition,[],[f3744,f2410])). 18.34/3.83 thf(f4843,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c2))) | (~spl0_44 | spl0_218)), 18.34/3.83 inference(trivial_inequality_removal,[],[f4836])). 18.34/3.83 thf(f4877,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_245), 18.34/3.83 inference(superposition,[],[f22,f4410])). 18.34/3.83 thf(f4882,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_245), 18.34/3.83 inference(trivial_inequality_removal,[],[f4877])). 18.34/3.83 thf(f4884,definition,( 18.34/3.83 spl0_264 <=> (c4 = ((g @ c5 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_264])],[avatar_definition])). 18.34/3.83 thf(f4887,plain,( 18.34/3.83 spl0_264 | ~spl0_245), 18.34/3.83 inference(avatar_split_clause,[],[f4882,f4408,f4884])). 18.34/3.83 thf(f4931,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | (c3 != c3) | ~spl0_229), 18.34/3.83 inference(superposition,[],[f20,f4008])). 18.34/3.83 thf(f4936,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | ~spl0_229), 18.34/3.83 inference(trivial_inequality_removal,[],[f4931])). 18.34/3.83 thf(f4937,plain,( 18.34/3.83 spl0_244 | ~spl0_229), 18.34/3.83 inference(avatar_split_clause,[],[f4936,f4006,f4404])). 18.34/3.83 thf(f5006,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c4 @ (s @ (s @ (s @ c5)))))) | ~spl0_234), 18.34/3.83 inference(superposition,[],[f22,f4144])). 18.34/3.83 thf(f5011,plain,( 18.34/3.83 (c4 = ((g @ c4 @ (s @ (s @ (s @ c5)))))) | ~spl0_234), 18.34/3.83 inference(trivial_inequality_removal,[],[f5006])). 18.34/3.83 thf(f5012,plain,( 18.34/3.83 (c4 = ((g @ c4 @ c8))) | (~spl0_17 | ~spl0_234)), 18.34/3.83 inference(forward_demodulation,[],[f5011,f157])). 18.34/3.83 thf(f5014,definition,( 18.34/3.83 spl0_267 <=> (c4 = ((g @ c4 @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_267])],[avatar_definition])). 18.34/3.83 thf(f5017,plain,( 18.34/3.83 spl0_267 | ~spl0_17 | ~spl0_234), 18.34/3.83 inference(avatar_split_clause,[],[f5012,f4142,f155,f5014])). 18.34/3.83 thf(f5027,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ c5)))) | (c2 != c2) | ~spl0_263), 18.34/3.83 inference(superposition,[],[f22,f4818])). 18.34/3.83 thf(f5032,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ c5)))) | ~spl0_263), 18.34/3.83 inference(trivial_inequality_removal,[],[f5027])). 18.34/3.83 thf(f5034,definition,( 18.34/3.83 spl0_268 <=> (c4 = ((g @ c5 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_268])],[avatar_definition])). 18.34/3.83 thf(f5037,plain,( 18.34/3.83 spl0_268 | ~spl0_263), 18.34/3.83 inference(avatar_split_clause,[],[f5032,f4816,f5034])). 18.34/3.83 thf(f5051,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c2 @ (s @ (s @ (s @ c5)))))) | ~spl0_239), 18.34/3.83 inference(superposition,[],[f22,f4215])). 18.34/3.83 thf(f5058,plain,( 18.34/3.83 (c4 = ((g @ c2 @ (s @ (s @ (s @ c5)))))) | ~spl0_239), 18.34/3.83 inference(trivial_inequality_removal,[],[f5051])). 18.34/3.83 thf(f5059,plain,( 18.34/3.83 (c4 = ((g @ c2 @ c8))) | (~spl0_17 | ~spl0_239)), 18.34/3.83 inference(forward_demodulation,[],[f5058,f157])). 18.34/3.83 thf(f5061,definition,( 18.34/3.83 spl0_269 <=> (c4 = ((g @ c2 @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_269])],[avatar_definition])). 18.34/3.83 thf(f5064,plain,( 18.34/3.83 spl0_269 | ~spl0_17 | ~spl0_239), 18.34/3.83 inference(avatar_split_clause,[],[f5059,f4213,f155,f5061])). 18.34/3.83 thf(f5109,definition,( 18.34/3.83 spl0_270 <=> (c3 = ((g @ (s @ c5) @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_270])],[avatar_definition])). 18.34/3.83 thf(f5110,plain,( 18.34/3.83 (c3 != ((g @ (s @ c5) @ (s @ (s @ c5))))) | spl0_270), 18.34/3.83 inference(avatar_component_clause,[],[f5109])). 18.34/3.83 thf(f5111,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | ~spl0_270), 18.34/3.83 inference(avatar_component_clause,[],[f5109])). 18.34/3.83 thf(f5113,definition,( 18.34/3.83 spl0_271 <=> (c2 = ((g @ (s @ c5) @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_271])],[avatar_definition])). 18.34/3.83 thf(f5117,definition,( 18.34/3.83 spl0_272 <=> (c2 = ((g @ (s @ c5) @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_272])],[avatar_definition])). 18.34/3.83 thf(f5118,plain,( 18.34/3.83 (c2 != ((g @ (s @ c5) @ (s @ (s @ c5))))) | spl0_272), 18.34/3.83 inference(avatar_component_clause,[],[f5117])). 18.34/3.83 thf(f5119,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | ~spl0_272), 18.34/3.83 inference(avatar_component_clause,[],[f5117])). 18.34/3.83 thf(f5149,plain,( 18.34/3.83 (c4 = c8) | (c3 = ((g @ c4 @ c8))) | (c3 = ((g @ c5 @ c8))) | (c4 = ((g @ c4 @ c8))) | (~spl0_2 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3853,f43])). 18.34/3.83 thf(f5151,plain,( 18.34/3.83 (c8 = c2) | (c3 = ((g @ c3 @ c8))) | (c4 = ((g @ c2 @ c8))) | (c3 = ((g @ c2 @ c8))) | (~spl0_1 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3853,f38])). 18.34/3.83 thf(f5153,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ c8))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3853,f157])). 18.34/3.83 thf(f5168,plain,( 18.34/3.83 (c4 = ((g @ c2 @ c8))) | (c3 = ((g @ c3 @ c8))) | (c3 = ((g @ c2 @ c8))) | (~spl0_1 | ~spl0_17 | spl0_32 | spl0_34)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5151,f321])). 18.34/3.83 thf(f5172,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c8))) | (c3 = ((g @ c4 @ c8))) | (c4 = ((g @ c4 @ c8))) | (~spl0_2 | spl0_16 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5149,f133])). 18.34/3.83 thf(f5178,plain,( 18.34/3.83 spl0_267 | spl0_86 | spl0_106 | ~spl0_2 | spl0_16 | ~spl0_17 | spl0_32), 18.34/3.83 inference(avatar_split_clause,[],[f5172,f310,f155,f131,f41,f1178,f834,f5014])). 18.34/3.83 thf(f5182,definition,( 18.34/3.83 spl0_275 <=> (c4 = ((g @ c5 @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_275])],[avatar_definition])). 18.34/3.83 thf(f5184,plain,( 18.34/3.83 (c4 = ((g @ c5 @ c8))) | ~spl0_275), 18.34/3.83 inference(avatar_component_clause,[],[f5182])). 18.34/3.83 thf(f5190,plain,( 18.34/3.83 (c4 = ((g @ c1 @ (s @ c4)))) | (c1 = c4) | (c3 = ((g @ c2 @ c4))) | (c2 = ((g @ c1 @ c3))) | (~spl0_4 | ~spl0_6 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3796,f53])). 18.34/3.83 thf(f5192,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c2))) | (c2 = ((g @ c1 @ c1))) | (c1 = c2) | (c4 = ((g @ c1 @ (s @ c2)))) | (~spl0_6 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3796,f63])). 18.34/3.83 thf(f5193,plain,( 18.34/3.83 (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = c8) | (c3 = ((g @ c2 @ c8))) | (c4 = ((g @ c1 @ (s @ c8)))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3796,f157])). 18.34/3.83 thf(f5195,plain,( 18.34/3.83 (c1 = ((s @ c5))) | (c4 = c2) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_32 | ~spl0_221)), 18.34/3.83 inference(superposition,[],[f3796,f3808])). 18.34/3.83 thf(f5198,plain,( 18.34/3.83 (c3 = ((g @ (s @ c1) @ c8))) | (c1 = c8) | (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (c4 = c2) | (c3 = ((g @ c2 @ (s @ c5)))) | (c3 = ((g @ c1 @ c8))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3796,f3156])). 18.34/3.83 thf(f5206,plain,( 18.34/3.83 (c3 = ((g @ c1 @ c8))) | (c1 = ((s @ c5))) | (c4 = c2) | (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ (s @ c1) @ c8))) | (c1 = c8) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(superposition,[],[f3156,f3796])). 18.34/3.83 thf(f5207,plain,( 18.34/3.83 (c3 = ((g @ c1 @ c8))) | (c1 = ((g @ c1 @ c8))) | (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (c4 = c2) | (c3 = ((g @ c2 @ (s @ c5)))) | (c1 = c8) | (~spl0_6 | spl0_32 | ~spl0_33)), 18.34/3.83 inference(superposition,[],[f316,f3796])). 18.34/3.83 thf(f5217,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c1 = c8) | (c3 = ((g @ (s @ c1) @ c8))) | (c4 = c2) | (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5206,f15])). 18.34/3.83 thf(f5218,plain,( 18.34/3.83 (c4 = ((g @ c1 @ (s @ c2)))) | (c3 = ((g @ c2 @ c2))) | (c2 = ((g @ c1 @ c1))) | (~spl0_6 | spl0_21 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5192,f255])). 18.34/3.83 thf(f5220,plain,( 18.34/3.83 (c4 = ((g @ c1 @ (s @ c4)))) | (c2 = ((g @ c1 @ c3))) | (c3 = ((g @ c2 @ c4))) | (~spl0_4 | ~spl0_6 | spl0_24 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5190,f266])). 18.34/3.83 thf(f5221,plain,( 18.34/3.83 (c1 = c8) | (c4 = c2) | (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((s @ c5))) | (c3 = ((g @ c1 @ c8))) | (~spl0_6 | spl0_32 | ~spl0_33 | spl0_82)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5207,f770])). 18.34/3.83 thf(f5222,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c4 = c2) | (c3 = ((g @ (s @ c1) @ c8))) | (c1 = ((s @ c5))) | (c3 = ((g @ c1 @ c8))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5198,f311])). 18.34/3.83 thf(f5223,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (c4 = c2) | (~spl0_6 | spl0_32 | spl0_213 | ~spl0_221)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5195,f3678])). 18.34/3.83 thf(f5226,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c4 = c2) | (c3 = ((g @ (s @ c1) @ c8))) | (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5217,f311])). 18.34/3.83 thf(f5227,plain,( 18.34/3.83 (c4 = ((g @ c1 @ c3))) | (c3 = ((g @ c2 @ c2))) | (c2 = ((g @ c1 @ c1))) | (~spl0_1 | ~spl0_6 | spl0_21 | spl0_32)), 18.34/3.83 inference(forward_demodulation,[],[f5218,f38])). 18.34/3.83 thf(f5229,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c3))) | (c3 = ((g @ c2 @ c4))) | (c4 = ((g @ c1 @ c5))) | (~spl0_2 | ~spl0_4 | ~spl0_6 | spl0_24 | spl0_32)), 18.34/3.83 inference(forward_demodulation,[],[f5220,f43])). 18.34/3.83 thf(f5230,plain,( 18.34/3.83 (c3 = ((g @ c1 @ c8))) | (c2 = ((g @ c1 @ c5))) | (c1 = ((s @ c5))) | (c4 = c2) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_32 | ~spl0_33 | spl0_82)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5221,f311])). 18.34/3.83 thf(f5231,plain,( 18.34/3.83 (c3 = ((g @ (s @ c1) @ c8))) | (c1 = ((s @ c5))) | (c3 = ((g @ c1 @ c8))) | (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5222,f285])). 18.34/3.83 thf(f5232,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_28 | spl0_32 | spl0_213 | ~spl0_221)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5223,f285])). 18.34/3.83 thf(f5235,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ (s @ c1) @ c8))) | (c1 = ((s @ c5))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5226,f285])). 18.34/3.83 thf(f5237,plain,( 18.34/3.83 (c4 = c2) | (c2 = ((g @ c1 @ c5))) | (c1 = ((s @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_32 | ~spl0_33 | spl0_82)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5230,f15])). 18.34/3.83 thf(f5238,plain,( 18.34/3.83 (c3 = ((g @ c1 @ c8))) | (c3 = ((g @ (s @ c1) @ c8))) | (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5231,f3678])). 18.34/3.83 thf(f5239,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c4 = c2) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213 | ~spl0_221)), 18.34/3.83 inference(forward_demodulation,[],[f5232,f3601])). 18.34/3.83 thf(f5242,plain,( 18.34/3.83 (c3 = ((g @ (s @ c1) @ c8))) | (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5235,f3678])). 18.34/3.83 thf(f5243,plain,( 18.34/3.83 (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5237,f285])). 18.34/3.83 thf(f5244,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c3 = ((g @ (s @ c1) @ c8))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5238,f15])). 18.34/3.83 thf(f5245,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213 | ~spl0_221)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5239,f285])). 18.34/3.83 thf(f5249,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5243,f3678])). 18.34/3.83 thf(f5250,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c4 = c2) | (c3 = ((g @ (s @ c1) @ c8))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213)), 18.34/3.83 inference(forward_demodulation,[],[f5244,f3601])). 18.34/3.83 thf(f5251,plain,( 18.34/3.83 spl0_253 | ~spl0_6 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213 | ~spl0_221), 18.34/3.83 inference(avatar_split_clause,[],[f5245,f3806,f3677,f3599,f310,f283,f61,f4588])). 18.34/3.83 thf(f5254,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c4 = c2) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | ~spl0_207 | spl0_213)), 18.34/3.83 inference(forward_demodulation,[],[f5249,f3601])). 18.34/3.83 thf(f5255,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (c3 = ((g @ (s @ c1) @ c8))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5250,f285])). 18.34/3.83 thf(f5258,plain,( 18.34/3.83 (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | ~spl0_207 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5254,f285])). 18.34/3.83 thf(f5259,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c8))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213)), 18.34/3.83 inference(forward_demodulation,[],[f5255,f63])). 18.34/3.83 thf(f5262,plain,( 18.34/3.83 spl0_253 | ~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | ~spl0_207 | spl0_213), 18.34/3.83 inference(avatar_split_clause,[],[f5258,f3677,f3599,f769,f315,f310,f283,f61,f4588])). 18.34/3.83 thf(f5263,plain,( 18.34/3.83 spl0_98 | spl0_253 | ~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213), 18.34/3.83 inference(avatar_split_clause,[],[f5259,f3677,f3599,f310,f283,f155,f61,f4588,f1005])). 18.34/3.83 thf(f5380,plain,( 18.34/3.83 (c3 = ((g @ c4 @ c1))) | (c2 = ((g @ c5 @ c2))) | (c1 = c4) | (c3 = ((g @ c5 @ c2))) | (c3 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ c4 @ c1))) | (~spl0_2 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f4294,f43])). 18.34/3.83 thf(f5382,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c1))) | (c3 = ((g @ c3 @ c2))) | (c3 = ((g @ (s @ c3) @ c2))) | (c1 = c2) | (c2 = ((g @ c2 @ c1))) | (c2 = ((g @ c3 @ c2))) | (~spl0_1 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f4294,f38])). 18.34/3.83 thf(f5385,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c2))) | (c3 = ((g @ (s @ (s @ c5)) @ c2))) | (c1 = ((s @ c5))) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ (s @ c5)) @ c2))) | (c2 = ((g @ (s @ c5) @ c1))) | (~spl0_17 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(superposition,[],[f4294,f157])). 18.34/3.83 thf(f5404,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c2))) | (c2 = ((g @ c2 @ c1))) | (c3 = ((g @ c3 @ c2))) | (c3 = ((g @ c2 @ c1))) | (c3 = ((g @ (s @ c3) @ c2))) | (~spl0_1 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5382,f255])). 18.34/3.83 thf(f5413,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 = ((g @ c8 @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c4))) | (~spl0_4 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f4340,f53])). 18.34/3.83 thf(f5415,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c2))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (c1 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ (s @ (s @ c5)) @ c2))) | (~spl0_6 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f4340,f63])). 18.34/3.83 thf(f5444,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c3 = ((g @ c8 @ (s @ X0)))) | (c1 = ((g @ (s @ c5) @ (s @ X0)))) | (c2 != c2) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ (s @ X0))))) | (c2 = ((g @ (s @ (s @ c5)) @ X0)))) ) | ~spl0_187), 18.34/3.83 inference(superposition,[],[f22,f4340])). 18.34/3.83 thf(f5453,plain,( 18.34/3.83 ( ! [X0 : $i] : ((c4 = ((g @ (s @ (s @ c5)) @ (s @ (s @ X0))))) | (c1 = ((g @ (s @ c5) @ (s @ X0)))) | (c3 = ((g @ c8 @ (s @ X0)))) | (c2 = ((g @ (s @ (s @ c5)) @ X0)))) ) | ~spl0_187), 18.34/3.83 inference(trivial_inequality_removal,[],[f5444])). 18.34/3.83 thf(f5487,plain,( 18.34/3.83 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | (c4 != c4) | (~spl0_17 | ~spl0_275)), 18.34/3.83 inference(superposition,[],[f161,f5184])). 18.34/3.83 thf(f5494,plain,( 18.34/3.83 (c2 = ((g @ c5 @ (s @ (s @ c5))))) | (~spl0_17 | ~spl0_275)), 18.34/3.83 inference(trivial_inequality_removal,[],[f5487])). 18.34/3.83 thf(f5495,plain,( 18.34/3.83 spl0_243 | ~spl0_17 | ~spl0_275), 18.34/3.83 inference(avatar_split_clause,[],[f5494,f5182,f155,f4400])). 18.34/3.83 thf(f5518,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ c5))) | (c8 = c5) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ c8 @ c4))) | (c2 = ((g @ c8 @ c5))) | (~spl0_2 | ~spl0_230)), 18.34/3.83 inference(superposition,[],[f4014,f43])). 18.34/3.83 thf(f5520,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ c8 @ c3))) | (c2 = ((g @ c8 @ c2))) | (c3 = c8) | (~spl0_1 | ~spl0_230)), 18.34/3.83 inference(superposition,[],[f4014,f38])). 18.34/3.83 thf(f5522,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ c8 @ c8))) | (c1 = c8) | (c2 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ c5) @ c8))) | (~spl0_8 | ~spl0_230)), 18.34/3.83 inference(superposition,[],[f4014,f73])). 18.34/3.83 thf(f5558,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ c8))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | ~spl0_223)), 18.34/3.83 inference(superposition,[],[f3867,f157])). 18.34/3.83 thf(f5578,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c1))) | (c3 != c3) | (~spl0_6 | spl0_21 | spl0_34 | spl0_252)), 18.34/3.83 inference(superposition,[],[f4483,f3250])). 18.34/3.83 thf(f5585,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c1))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (~spl0_6 | spl0_21 | spl0_34 | spl0_252)), 18.34/3.83 inference(trivial_inequality_removal,[],[f5578])). 18.34/3.83 thf(f5675,plain,( 18.34/3.83 (c3 = c4) | (c2 = ((g @ c5 @ c3))) | (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (~spl0_45 | ~spl0_261)), 18.34/3.83 inference(superposition,[],[f4788,f2436])). 18.34/3.83 thf(f5679,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c3 = c4) | (c2 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (~spl0_45 | ~spl0_261)), 18.34/3.83 inference(superposition,[],[f2436,f4788])). 18.34/3.83 thf(f5691,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c4))) | (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (spl0_29 | ~spl0_45 | ~spl0_261)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5679,f293])). 18.34/3.83 thf(f5693,plain,( 18.34/3.83 (c4 = c2) | (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | ~spl0_256 | ~spl0_261)), 18.34/3.83 inference(forward_demodulation,[],[f5691,f4685])). 18.34/3.83 thf(f5695,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (spl0_28 | spl0_29 | ~spl0_45 | ~spl0_256 | ~spl0_261)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5693,f285])). 18.34/3.83 thf(f5707,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c5 @ (s @ c4)))) | ~spl0_258), 18.34/3.83 inference(superposition,[],[f22,f4717])). 18.34/3.83 thf(f5712,plain,( 18.34/3.83 (c4 = ((g @ c5 @ (s @ c4)))) | ~spl0_258), 18.34/3.83 inference(trivial_inequality_removal,[],[f5707])). 18.34/3.83 thf(f5713,plain,( 18.34/3.83 (c4 = ((g @ c5 @ c5))) | (~spl0_2 | ~spl0_258)), 18.34/3.83 inference(forward_demodulation,[],[f5712,f43])). 18.34/3.83 thf(f5715,definition,( 18.34/3.83 spl0_278 <=> (c4 = ((g @ c5 @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_278])],[avatar_definition])). 18.34/3.83 thf(f5718,plain,( 18.34/3.83 spl0_278 | ~spl0_2 | ~spl0_258), 18.34/3.83 inference(avatar_split_clause,[],[f5713,f4715,f41,f5715])). 18.34/3.83 thf(f5787,definition,( 18.34/3.83 spl0_279 <=> (c3 = ((g @ c5 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_279])],[avatar_definition])). 18.34/3.83 thf(f5789,plain,( 18.34/3.83 (c3 = ((g @ c5 @ (s @ c5)))) | ~spl0_279), 18.34/3.83 inference(avatar_component_clause,[],[f5787])). 18.34/3.83 thf(f5860,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ (s @ (s @ c5)))))) | (c2 != c2) | ~spl0_272), 18.34/3.83 inference(superposition,[],[f22,f5119])). 18.34/3.83 thf(f5865,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ (s @ (s @ (s @ c5)))))) | ~spl0_272), 18.34/3.83 inference(trivial_inequality_removal,[],[f5860])). 18.34/3.83 thf(f5866,plain,( 18.34/3.83 (c4 = ((g @ (s @ c5) @ c8))) | (~spl0_17 | ~spl0_272)), 18.34/3.83 inference(forward_demodulation,[],[f5865,f157])). 18.34/3.83 thf(f5867,plain,( 18.34/3.83 (c1 = c4) | (~spl0_17 | ~spl0_244 | ~spl0_272)), 18.34/3.83 inference(forward_demodulation,[],[f5866,f4406])). 18.34/3.83 thf(f5868,plain,( 18.34/3.83 $false | (~spl0_17 | spl0_24 | ~spl0_244 | ~spl0_272)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5867,f266])). 18.34/3.83 thf(f5869,plain,( 18.34/3.83 ~spl0_17 | spl0_24 | ~spl0_244 | ~spl0_272), 18.34/3.83 inference(avatar_contradiction_clause,[],[f5868])). 18.34/3.83 thf(f5873,definition,( 18.34/3.83 (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c2 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f5894,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_270), 18.34/3.83 inference(superposition,[],[f20,f5111])). 18.34/3.83 thf(f5901,plain,( 18.34/3.83 (c1 = ((g @ c5 @ (s @ (s @ c5))))) | ~spl0_270), 18.34/3.83 inference(trivial_inequality_removal,[],[f5894])). 18.34/3.83 thf(f5902,plain,( 18.34/3.83 (c1 = c2) | (~spl0_243 | ~spl0_270)), 18.34/3.83 inference(forward_demodulation,[],[f5901,f4402])). 18.34/3.83 thf(f5903,plain,( 18.34/3.83 $false | (spl0_21 | ~spl0_243 | ~spl0_270)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5902,f255])). 18.34/3.83 thf(f5904,plain,( 18.34/3.83 spl0_21 | ~spl0_243 | ~spl0_270), 18.34/3.83 inference(avatar_contradiction_clause,[],[f5903])). 18.34/3.83 thf(f5906,definition,( 18.34/3.83 (c1 != ((s @ (s @ c5)))) | (c1 != ((s @ c8))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f5939,definition,( 18.34/3.83 (c2 != ((s @ c1))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c3 != c2) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((s @ c8))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f5944,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c8 != ((s @ c5))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c2 != ((s @ c1))) | (c8 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f5947,plain,( 18.34/3.83 spl0_165 | spl0_169 | spl0_175 | spl0_174 | ~spl0_4 | spl0_26 | spl0_39), 18.34/3.83 inference(avatar_split_clause,[],[f4043,f340,f274,f51,f2950,f2955,f2928,f2886])). 18.34/3.83 thf(f5949,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c2))) | (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ c8 @ c3))) | (c3 = c8) | (~spl0_1 | spl0_217 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5520,f3740])). 18.34/3.83 thf(f5954,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c1))) | (c2 = ((g @ c2 @ c1))) | (c3 = ((g @ c3 @ c1))) | (~spl0_1 | ~spl0_8 | spl0_21 | spl0_34)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4172,f13])). 18.34/3.83 thf(f5964,plain,( 18.34/3.83 spl0_98 | spl0_104 | spl0_269 | ~spl0_1 | ~spl0_17 | spl0_32 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f5168,f320,f310,f155,f36,f5061,f1126,f1005])). 18.34/3.83 thf(f5967,plain,( 18.34/3.83 spl0_155 | spl0_193 | spl0_163 | spl0_199 | ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39), 18.34/3.83 inference(avatar_split_clause,[],[f4045,f340,f274,f61,f51,f3418,f2878,f3337,f2769])). 18.34/3.83 thf(f5969,definition,( 18.34/3.83 spl0_281 <=> (c2 = ((g @ (s @ (s @ c5)) @ c1)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_281])],[avatar_definition])). 18.34/3.83 thf(f5971,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c1))) | ~spl0_281), 18.34/3.83 inference(avatar_component_clause,[],[f5969])). 18.34/3.83 thf(f5979,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ c3))) | (c2 = ((g @ c8 @ c2))) | (c2 = ((g @ c8 @ c3))) | (~spl0_1 | ~spl0_17 | spl0_32 | spl0_39)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f3918,f341])). 18.34/3.83 thf(f5980,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ c8 @ c4))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_2 | spl0_37 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5518,f332])). 18.34/3.83 thf(f5982,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ (s @ c5)) @ c2))) | (c3 = ((g @ c8 @ c2))) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ (s @ c5)) @ c2))) | (~spl0_17 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_213)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5385,f3678])). 18.34/3.83 thf(f5990,plain,( 18.34/3.83 spl0_178 | spl0_179 | spl0_171 | spl0_180 | ~spl0_1 | ~spl0_2 | spl0_21 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f4168,f320,f254,f41,f36,f3016,f2936,f3012,f3008])). 18.34/3.83 thf(f5992,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c2))) | (c1 = ((g @ (s @ (s @ c5)) @ c2))) | (c2 = ((g @ c8 @ c1))) | (~spl0_6 | ~spl0_17 | spl0_32 | spl0_34)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f3919,f321])). 18.34/3.83 thf(f5996,plain,( 18.34/3.83 (c4 = ((g @ c1 @ (s @ c8)))) | (c3 = ((g @ c2 @ c8))) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5193,f311])). 18.34/3.83 thf(f5998,plain,( 18.34/3.83 spl0_170 | spl0_177 | spl0_207 | ~spl0_2 | ~spl0_4 | ~spl0_6 | spl0_24 | spl0_32), 18.34/3.83 inference(avatar_split_clause,[],[f5229,f310,f265,f61,f51,f41,f3599,f2964,f2932])). 18.34/3.83 thf(f6000,definition,( 18.34/3.83 spl0_283 <=> (c2 = ((g @ (s @ (s @ c5)) @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_283])],[avatar_definition])). 18.34/3.83 thf(f6001,plain,( 18.34/3.83 (c2 != ((g @ (s @ (s @ c5)) @ c5))) | spl0_283), 18.34/3.83 inference(avatar_component_clause,[],[f6000])). 18.34/3.83 thf(f6002,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | ~spl0_283), 18.34/3.83 inference(avatar_component_clause,[],[f6000])). 18.34/3.83 thf(f6004,definition,( 18.34/3.83 spl0_284 <=> (c2 = ((g @ (s @ (s @ c5)) @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_284])],[avatar_definition])). 18.34/3.83 thf(f6006,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c4))) | ~spl0_284), 18.34/3.83 inference(avatar_component_clause,[],[f6004])). 18.34/3.83 thf(f6008,definition,( 18.34/3.83 spl0_285 <=> (c3 = ((g @ (s @ (s @ c5)) @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_285])],[avatar_definition])). 18.34/3.83 thf(f6009,plain,( 18.34/3.83 (c3 != ((g @ (s @ (s @ c5)) @ c5))) | spl0_285), 18.34/3.83 inference(avatar_component_clause,[],[f6008])). 18.34/3.83 thf(f6012,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ c8))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_213)), 18.34/3.83 inference(forward_demodulation,[],[f5242,f63])). 18.34/3.83 thf(f6014,plain,( 18.34/3.83 spl0_159 | spl0_162 | spl0_160 | spl0_161 | ~spl0_1 | ~spl0_2 | spl0_16 | spl0_24), 18.34/3.83 inference(avatar_split_clause,[],[f4108,f265,f131,f41,f36,f2869,f2865,f2873,f2861])). 18.34/3.83 thf(f6015,plain,( 18.34/3.83 spl0_198 | spl0_163 | spl0_153 | spl0_100 | spl0_199 | ~spl0_1 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89), 18.34/3.83 inference(avatar_split_clause,[],[f4296,f899,f536,f415,f254,f36,f3418,f1036,f2760,f2878,f3414])). 18.34/3.83 thf(f6016,plain,( 18.34/3.83 (c3 = ((g @ c4 @ c2))) | (c2 = ((g @ c2 @ c1))) | (c3 = ((g @ c2 @ c1))) | (c2 = ((g @ c3 @ c2))) | (c3 = ((g @ c3 @ c2))) | (~spl0_1 | ~spl0_4 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(forward_demodulation,[],[f5404,f53])). 18.34/3.83 thf(f6022,plain,( 18.34/3.83 spl0_281 | spl0_144 | spl0_158 | spl0_254 | ~spl0_6 | ~spl0_187), 18.34/3.83 inference(avatar_split_clause,[],[f5415,f3083,f61,f4634,f2856,f2374,f5969])). 18.34/3.83 thf(f6023,plain,( 18.34/3.83 (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (c3 = ((g @ c5 @ c1))) | (~spl0_2 | ~spl0_8 | spl0_16 | spl0_24)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4110,f13])). 18.34/3.83 thf(f6026,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (~spl0_17 | spl0_188 | ~spl0_223)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5558,f3087])). 18.34/3.83 thf(f6029,plain,( 18.34/3.83 spl0_195 | spl0_196 | spl0_152 | spl0_197 | spl0_111 | ~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89), 18.34/3.83 inference(avatar_split_clause,[],[f4295,f899,f536,f415,f265,f41,f1273,f3371,f2755,f3367,f3363])). 18.34/3.83 thf(f6037,plain,( 18.34/3.83 spl0_168 | spl0_166 | spl0_167 | spl0_164 | ~spl0_1 | spl0_21 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f4170,f320,f254,f36,f2882,f2896,f2892,f2900])). 18.34/3.83 thf(f6045,plain,( 18.34/3.83 spl0_173 | spl0_184 | spl0_183 | spl0_181 | ~spl0_2 | spl0_16 | spl0_24), 18.34/3.83 inference(avatar_split_clause,[],[f4106,f265,f131,f41,f3021,f3031,f3035,f2946])). 18.34/3.83 thf(f6046,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c1))) | (c2 = ((g @ c1 @ c2))) | (c3 = ((g @ c2 @ c2))) | (~spl0_6 | spl0_21 | spl0_34)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f3873,f15])). 18.34/3.83 thf(f6053,definition,( 18.34/3.83 spl0_288 <=> (c1 = ((g @ (s @ c5) @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_288])],[avatar_definition])). 18.34/3.83 thf(f6055,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c4))) | ~spl0_288), 18.34/3.83 inference(avatar_component_clause,[],[f6053])). 18.34/3.83 thf(f6056,plain,( 18.34/3.83 spl0_147 | spl0_288 | spl0_284 | spl0_156 | ~spl0_4 | ~spl0_187), 18.34/3.83 inference(avatar_split_clause,[],[f5413,f3083,f51,f2848,f6004,f6053,f2442])). 18.34/3.83 thf(f6058,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c4 @ c1))) | (c3 = ((g @ c4 @ c1))) | (~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5380,f266])). 18.34/3.83 thf(f6060,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ c1))) | (c1 = c8) | (c2 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (~spl0_8 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5522,f13])). 18.34/3.83 thf(f6064,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ c8))) | (~spl0_17 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5153,f3087])). 18.34/3.83 thf(f6070,plain,( 18.34/3.83 spl0_257 | spl0_195 | spl0_161 | ~spl0_44 | spl0_218), 18.34/3.83 inference(avatar_split_clause,[],[f4843,f3743,f432,f2869,f3363,f4711])). 18.34/3.83 thf(f6072,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c4))) | (c1 = ((g @ (s @ (s @ c5)) @ c5))) | (c2 = ((g @ c8 @ c5))) | (~spl0_2 | ~spl0_17 | spl0_32 | spl0_37)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f3916,f332])). 18.34/3.83 thf(f6074,plain,( 18.34/3.83 (c3 = ((g @ c3 @ c8))) | (c2 = ((g @ c3 @ (s @ (s @ c5))))) | (c3 = ((g @ c4 @ c8))) | (~spl0_4 | ~spl0_17 | spl0_26 | spl0_39)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4047,f13])). 18.34/3.83 thf(f6075,plain,( 18.34/3.83 spl0_155 | spl0_163 | spl0_193 | spl0_199 | ~spl0_4 | ~spl0_6 | spl0_21 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f3871,f320,f254,f61,f51,f3418,f3337,f2878,f2769])). 18.34/3.83 thf(f6084,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ c1))) | (c2 = ((g @ c8 @ c8))) | (c2 = ((g @ c8 @ c1))) | (~spl0_8 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f3920,f311])). 18.34/3.83 thf(f6086,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c2))) | (c4 = ((g @ c1 @ c3))) | (c2 = c5) | (~spl0_1 | ~spl0_6 | ~spl0_7 | spl0_21 | spl0_32)), 18.34/3.83 inference(forward_demodulation,[],[f5227,f68])). 18.34/3.83 thf(f6093,plain,( 18.34/3.83 spl0_195 | spl0_113 | spl0_196 | ~spl0_6 | spl0_21 | spl0_34 | spl0_252), 18.34/3.83 inference(avatar_split_clause,[],[f5585,f4482,f320,f254,f61,f3367,f1282,f3363])). 18.34/3.83 thf(f6104,plain,( 18.34/3.83 spl0_153 | spl0_154 | spl0_100 | ~spl0_1 | ~spl0_8 | spl0_21 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f5954,f320,f254,f71,f36,f1036,f2764,f2760])). 18.34/3.83 thf(f6116,plain,( 18.34/3.83 spl0_95 | spl0_92 | spl0_136 | ~spl0_1 | ~spl0_17 | spl0_32 | spl0_39), 18.34/3.83 inference(avatar_split_clause,[],[f5979,f340,f310,f155,f36,f1707,f914,f928])). 18.34/3.83 thf(f6117,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ c8 @ c4))) | (c2 = ((g @ c8 @ c5))) | (~spl0_2 | spl0_37 | spl0_216 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5980,f3715])). 18.34/3.83 thf(f6119,plain,( 18.34/3.83 spl0_144 | spl0_210 | spl0_211 | spl0_212 | spl0_158 | ~spl0_17 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_213), 18.34/3.83 inference(avatar_split_clause,[],[f5982,f3677,f899,f536,f415,f155,f2856,f3673,f3669,f3664,f2374])). 18.34/3.83 thf(f6130,plain,( 18.34/3.83 spl0_91 | spl0_92 | spl0_192 | ~spl0_6 | ~spl0_17 | spl0_32 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f5992,f320,f310,f155,f61,f3306,f914,f910])). 18.34/3.83 thf(f6132,plain,( 18.34/3.83 (c4 = ((g @ c1 @ c1))) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (c3 = ((g @ c2 @ c8))) | (~spl0_6 | ~spl0_8 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_demodulation,[],[f5996,f73])). 18.34/3.83 thf(f6134,plain,( 18.34/3.83 spl0_253 | spl0_98 | spl0_185 | ~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_213), 18.34/3.83 inference(avatar_split_clause,[],[f6012,f3677,f310,f283,f155,f61,f3040,f1005,f4588])). 18.34/3.83 thf(f6135,plain,( 18.34/3.83 spl0_163 | spl0_153 | spl0_199 | spl0_100 | spl0_193 | ~spl0_1 | ~spl0_4 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89), 18.34/3.83 inference(avatar_split_clause,[],[f6016,f899,f536,f415,f254,f51,f36,f3337,f1036,f3418,f2760,f2878])). 18.34/3.83 thf(f6136,plain,( 18.34/3.83 spl0_152 | spl0_151 | spl0_111 | ~spl0_2 | ~spl0_8 | spl0_16 | spl0_24), 18.34/3.83 inference(avatar_split_clause,[],[f6023,f265,f131,f71,f41,f1273,f2751,f2755])). 18.34/3.83 thf(f6138,plain,( 18.34/3.83 (c3 = c5) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | ~spl0_17 | spl0_188 | ~spl0_223)), 18.34/3.83 inference(forward_demodulation,[],[f6026,f58])). 18.34/3.83 thf(f6145,plain,( 18.34/3.83 (c2 = ((g @ c1 @ c2))) | (c2 = c5) | (c3 = ((g @ c2 @ c2))) | (~spl0_6 | ~spl0_7 | spl0_21 | spl0_34)), 18.34/3.83 inference(forward_demodulation,[],[f6046,f68])). 18.34/3.83 thf(f6151,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c2))) | (c2 = ((g @ c4 @ c1))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c4 @ c1))) | (~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_252)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6058,f4483])). 18.34/3.83 thf(f6153,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ c8 @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (c1 = c8) | (~spl0_8 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6060,f13])). 18.34/3.83 thf(f6157,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = c5) | (~spl0_5 | ~spl0_17 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_demodulation,[],[f6064,f58])). 18.34/3.83 thf(f6162,plain,( 18.34/3.83 spl0_93 | spl0_120 | spl0_94 | ~spl0_2 | ~spl0_17 | spl0_32 | spl0_37), 18.34/3.83 inference(avatar_split_clause,[],[f6072,f331,f310,f155,f41,f923,f1462,f919])). 18.34/3.83 thf(f6164,plain,( 18.34/3.83 spl0_104 | spl0_231 | spl0_106 | ~spl0_4 | ~spl0_17 | spl0_26 | spl0_39), 18.34/3.83 inference(avatar_split_clause,[],[f6074,f340,f274,f155,f51,f1178,f4083,f1126])). 18.34/3.83 thf(f6171,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ c1))) | (c2 = ((g @ c8 @ c1))) | (~spl0_8 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6084,f13])). 18.34/3.83 thf(f6173,plain,( 18.34/3.83 (c4 = ((g @ c1 @ c3))) | (c3 = ((g @ c2 @ c2))) | (~spl0_1 | ~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6086,f85])). 18.34/3.83 thf(f6192,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c8))) | (c2 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_8 | ~spl0_17 | spl0_32)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6132,f16])). 18.34/3.83 thf(f6193,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_188 | ~spl0_223)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6138,f92])). 18.34/3.83 thf(f6196,plain,( 18.34/3.83 (c3 = ((g @ c2 @ c2))) | (c2 = ((g @ c1 @ c2))) | (~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_34)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6145,f85])). 18.34/3.83 thf(f6202,plain,( 18.34/3.83 (c2 = ((g @ c8 @ c1))) | (c2 = ((g @ (s @ c5) @ c1))) | (c3 = ((g @ (s @ c5) @ c1))) | (~spl0_8 | spl0_32 | ~spl0_230)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6153,f311])). 18.34/3.83 thf(f6205,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_32 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6157,f92])). 18.34/3.83 thf(f6211,plain,( 18.34/3.83 spl0_91 | spl0_118 | ~spl0_8 | ~spl0_17 | spl0_32), 18.34/3.83 inference(avatar_split_clause,[],[f6171,f310,f155,f71,f1440,f910])). 18.34/3.83 thf(f6212,plain,( 18.34/3.83 spl0_202 | spl0_149 | ~spl0_1 | ~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_32), 18.34/3.83 inference(avatar_split_clause,[],[f6173,f310,f254,f83,f66,f61,f36,f2670,f3448])). 18.34/3.83 thf(f6228,plain,( 18.34/3.83 spl0_221 | spl0_98 | ~spl0_6 | ~spl0_8 | ~spl0_17 | spl0_32), 18.34/3.83 inference(avatar_split_clause,[],[f6192,f310,f155,f71,f61,f1005,f3806])). 18.34/3.83 thf(f6229,plain,( 18.34/3.83 spl0_270 | spl0_272 | spl0_271 | spl0_229 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_188 | ~spl0_223), 18.34/3.83 inference(avatar_split_clause,[],[f6193,f3866,f3086,f155,f90,f56,f4006,f5113,f5117,f5109])). 18.34/3.83 thf(f6231,plain,( 18.34/3.83 spl0_146 | spl0_202 | ~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_34), 18.34/3.83 inference(avatar_split_clause,[],[f6196,f320,f254,f83,f66,f61,f3448,f2383])). 18.34/3.83 thf(f6234,plain,( 18.34/3.83 spl0_212 | spl0_211 | spl0_91 | ~spl0_8 | spl0_32 | ~spl0_230), 18.34/3.83 inference(avatar_split_clause,[],[f6202,f4013,f310,f71,f910,f3669,f3673])). 18.34/3.83 thf(f6237,definition,( 18.34/3.83 spl0_292 <=> (c4 = ((g @ (s @ (s @ c5)) @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_292])],[avatar_definition])). 18.34/3.83 thf(f6239,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c8))) | ~spl0_292), 18.34/3.83 inference(avatar_component_clause,[],[f6237])). 18.34/3.83 thf(f6240,plain,( 18.34/3.83 spl0_229 | spl0_292 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_32 | spl0_188), 18.34/3.83 inference(avatar_split_clause,[],[f6205,f3086,f310,f155,f90,f56,f6237,f4006])). 18.34/3.83 thf(f6271,definition,( 18.34/3.83 spl0_293 <=> (c1 = ((g @ c5 @ c1)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_293])],[avatar_definition])). 18.34/3.83 thf(f6274,plain,( 18.34/3.83 spl0_293 | ~spl0_212), 18.34/3.83 inference(avatar_split_clause,[],[f4629,f3673,f6271])). 18.34/3.83 thf(f6398,plain,( 18.34/3.83 (c4 = ((g @ c8 @ (s @ c2)))) | (c2 != c2) | ~spl0_92), 18.34/3.83 inference(superposition,[],[f22,f916])). 18.34/3.83 thf(f6401,plain,( 18.34/3.83 (c4 = ((g @ c8 @ (s @ c2)))) | ~spl0_92), 18.34/3.83 inference(trivial_inequality_removal,[],[f6398])). 18.34/3.83 thf(f6402,plain,( 18.34/3.83 (c4 = ((g @ c8 @ c3))) | (~spl0_1 | ~spl0_92)), 18.34/3.83 inference(forward_demodulation,[],[f6401,f38])). 18.34/3.83 thf(f6404,definition,( 18.34/3.83 spl0_295 <=> (c4 = ((g @ c8 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_295])],[avatar_definition])). 18.34/3.83 thf(f6407,plain,( 18.34/3.83 spl0_295 | ~spl0_1 | ~spl0_92), 18.34/3.83 inference(avatar_split_clause,[],[f6402,f914,f36,f6404])). 18.34/3.83 thf(f6441,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c2 @ (s @ c1)))) | ~spl0_100), 18.34/3.83 inference(superposition,[],[f22,f1038])). 18.34/3.83 thf(f6445,plain,( 18.34/3.83 (c4 = ((g @ c2 @ (s @ c1)))) | ~spl0_100), 18.34/3.83 inference(trivial_inequality_removal,[],[f6441])). 18.34/3.83 thf(f6446,plain,( 18.34/3.83 (c4 = ((g @ c2 @ c2))) | (~spl0_6 | ~spl0_100)), 18.34/3.83 inference(forward_demodulation,[],[f6445,f63])). 18.34/3.83 thf(f6448,definition,( 18.34/3.83 spl0_296 <=> (c4 = ((g @ c2 @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_296])],[avatar_definition])). 18.34/3.83 thf(f6451,plain,( 18.34/3.83 spl0_296 | ~spl0_6 | ~spl0_100), 18.34/3.83 inference(avatar_split_clause,[],[f6446,f1036,f61,f6448])). 18.34/3.83 thf(f6468,plain,( 18.34/3.83 spl0_201 | ~spl0_1 | ~spl0_199), 18.34/3.83 inference(avatar_split_clause,[],[f4247,f3418,f36,f3444])). 18.34/3.83 thf(f6515,plain,( 18.34/3.83 (c4 = ((g @ c4 @ (s @ c1)))) | (c2 != c2) | ~spl0_111), 18.34/3.83 inference(superposition,[],[f22,f1275])). 18.34/3.83 thf(f6518,plain,( 18.34/3.83 (c4 = ((g @ c4 @ (s @ c1)))) | ~spl0_111), 18.34/3.83 inference(trivial_inequality_removal,[],[f6515])). 18.34/3.83 thf(f6519,plain,( 18.34/3.83 (c4 = ((g @ c4 @ c2))) | (~spl0_6 | ~spl0_111)), 18.34/3.83 inference(forward_demodulation,[],[f6518,f63])). 18.34/3.83 thf(f6521,definition,( 18.34/3.83 spl0_297 <=> (c4 = ((g @ c4 @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_297])],[avatar_definition])). 18.34/3.83 thf(f6524,plain,( 18.34/3.83 spl0_297 | ~spl0_6 | ~spl0_111), 18.34/3.83 inference(avatar_split_clause,[],[f6519,f1273,f61,f6521])). 18.34/3.83 thf(f6528,definition,( 18.34/3.83 (c1 != ((g @ c3 @ c1))) | (c3 != ((g @ c3 @ c1))) | (c1 = c3)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f6531,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c1 != ((g @ c3 @ c1))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ c3 @ c1))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f6541,plain,( 18.34/3.83 spl0_194 | ~spl0_2 | ~spl0_196), 18.34/3.83 inference(avatar_split_clause,[],[f4041,f3367,f41,f3341])). 18.34/3.83 thf(f6641,plain,( 18.34/3.83 (c1 = ((g @ c4 @ c8))) | (c3 != c3) | (~spl0_2 | ~spl0_86)), 18.34/3.83 inference(superposition,[],[f137,f836])). 18.34/3.83 thf(f6646,plain,( 18.34/3.83 (c1 = ((g @ c4 @ c8))) | (~spl0_2 | ~spl0_86)), 18.34/3.83 inference(trivial_inequality_removal,[],[f6641])). 18.34/3.83 thf(f6654,plain,( 18.34/3.83 (c1 = ((g @ c1 @ c8))) | (c3 != c3) | (~spl0_6 | ~spl0_98)), 18.34/3.83 inference(superposition,[],[f140,f1007])). 18.34/3.83 thf(f6659,plain,( 18.34/3.83 (c1 = ((g @ c1 @ c8))) | (~spl0_6 | ~spl0_98)), 18.34/3.83 inference(trivial_inequality_removal,[],[f6654])). 18.34/3.83 thf(f6667,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c2 @ c8))) | (~spl0_1 | ~spl0_104)), 18.34/3.83 inference(superposition,[],[f139,f1128])). 18.34/3.83 thf(f6672,plain,( 18.34/3.83 (c1 = ((g @ c2 @ c8))) | (~spl0_1 | ~spl0_104)), 18.34/3.83 inference(trivial_inequality_removal,[],[f6667])). 18.34/3.83 thf(f6673,plain,( 18.34/3.83 $false | (~spl0_1 | spl0_81 | ~spl0_104)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f6672,f764])). 18.34/3.83 thf(f6674,plain,( 18.34/3.83 ~spl0_1 | spl0_81 | ~spl0_104), 18.34/3.83 inference(avatar_contradiction_clause,[],[f6673])). 18.34/3.83 thf(f6676,plain,( 18.34/3.83 spl0_80 | ~spl0_2 | ~spl0_86), 18.34/3.83 inference(avatar_split_clause,[],[f6646,f834,f41,f758])). 18.34/3.83 thf(f6698,definition,( 18.34/3.83 (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f6700,definition,( 18.34/3.83 (c3 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 = c3)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f6708,definition,( 18.34/3.83 (c3 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 != ((s @ c8))) | (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)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f6712,plain,( 18.34/3.83 (c1 = ((s @ c5))) | (c2 = ((g @ c1 @ c5))) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f5237,f285])). 18.34/3.83 thf(f6716,plain,( 18.34/3.83 spl0_81 | ~spl0_1 | ~spl0_104), 18.34/3.83 inference(avatar_split_clause,[],[f6672,f1126,f36,f763])). 18.34/3.83 thf(f6902,definition,( 18.34/3.83 spl0_298 <=> (c1 = ((g @ c4 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_298])],[avatar_definition])). 18.34/3.83 thf(f6904,plain,( 18.34/3.83 (c1 = ((g @ c4 @ c3))) | ~spl0_298), 18.34/3.83 inference(avatar_component_clause,[],[f6902])). 18.34/3.83 thf(f6961,plain,( 18.34/3.83 spl0_193 | ~spl0_4 | ~spl0_198), 18.34/3.83 inference(avatar_split_clause,[],[f4501,f3414,f51,f3337])). 18.34/3.83 thf(f6974,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c3))) | (c3 != c3) | (~spl0_4 | ~spl0_159)), 18.34/3.83 inference(superposition,[],[f138,f2863])). 18.34/3.83 thf(f6981,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c3))) | (~spl0_4 | ~spl0_159)), 18.34/3.83 inference(trivial_inequality_removal,[],[f6974])). 18.34/3.83 thf(f6983,definition,( 18.34/3.83 spl0_300 <=> (c1 = ((g @ c3 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_300])],[avatar_definition])). 18.34/3.83 thf(f6986,plain,( 18.34/3.83 spl0_300 | ~spl0_4 | ~spl0_159), 18.34/3.83 inference(avatar_split_clause,[],[f6981,f2861,f51,f6983])). 18.34/3.83 thf(f6990,definition,( 18.34/3.83 (c4 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f7058,definition,( 18.34/3.83 (c1 != ((g @ c3 @ c2))) | (c2 != ((g @ c3 @ c2))) | (c1 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f7065,plain,( 18.34/3.83 spl0_165 | ~spl0_4 | ~spl0_204), 18.34/3.83 inference(avatar_split_clause,[],[f4526,f3540,f51,f2886])). 18.34/3.83 thf(f7110,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c2 @ (s @ c3)))) | ~spl0_166), 18.34/3.83 inference(superposition,[],[f22,f2894])). 18.34/3.83 thf(f7115,plain,( 18.34/3.83 (c4 = ((g @ c2 @ (s @ c3)))) | ~spl0_166), 18.34/3.83 inference(trivial_inequality_removal,[],[f7110])). 18.34/3.83 thf(f7116,plain,( 18.34/3.83 (c4 = ((g @ c2 @ c4))) | (~spl0_4 | ~spl0_166)), 18.34/3.83 inference(forward_demodulation,[],[f7115,f53])). 18.34/3.83 thf(f7118,definition,( 18.34/3.83 spl0_302 <=> (c4 = ((g @ c2 @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_302])],[avatar_definition])). 18.34/3.83 thf(f7121,plain,( 18.34/3.83 spl0_302 | ~spl0_4 | ~spl0_166), 18.34/3.83 inference(avatar_split_clause,[],[f7116,f2892,f51,f7118])). 18.34/3.83 thf(f7149,definition,( 18.34/3.83 spl0_303 <=> (c1 = ((g @ c1 @ c3)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_303])],[avatar_definition])). 18.34/3.83 thf(f7205,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c1 @ c3))) | (~spl0_6 | ~spl0_167)), 18.34/3.83 inference(superposition,[],[f140,f2898])). 18.34/3.83 thf(f7212,plain,( 18.34/3.83 (c1 = ((g @ c1 @ c3))) | (~spl0_6 | ~spl0_167)), 18.34/3.83 inference(trivial_inequality_removal,[],[f7205])). 18.34/3.83 thf(f7213,plain,( 18.34/3.83 spl0_303 | ~spl0_6 | ~spl0_167), 18.34/3.83 inference(avatar_split_clause,[],[f7212,f2896,f61,f7149])). 18.34/3.83 thf(f7266,plain,( 18.34/3.83 (c2 = ((g @ c3 @ c5))) | ~spl0_208), 18.34/3.83 inference(trivial_inequality_removal,[],[f4572])). 18.34/3.83 thf(f7283,plain,( 18.34/3.83 (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ c2) @ c8))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ c5)))) | (~spl0_1 | ~spl0_6 | spl0_39 | spl0_104 | ~spl0_191)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f4424,f341])). 18.34/3.83 thf(f7289,plain,( 18.34/3.83 spl0_182 | ~spl0_208), 18.34/3.83 inference(avatar_split_clause,[],[f7266,f3620,f3025])). 18.34/3.83 thf(f7335,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c8))) | (c2 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_6 | spl0_39 | spl0_104 | ~spl0_191)), 18.34/3.83 inference(forward_demodulation,[],[f7283,f38])). 18.34/3.83 thf(f7385,definition,( 18.34/3.83 spl0_305 <=> (c4 = ((g @ (s @ c5) @ c8)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_305])],[avatar_definition])). 18.34/3.83 thf(f7388,plain,( 18.34/3.83 spl0_305 | ~spl0_17 | ~spl0_272), 18.34/3.83 inference(avatar_split_clause,[],[f5866,f5117,f155,f7385])). 18.34/3.83 thf(f7571,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (c1 = c3) | (~spl0_44 | ~spl0_136)), 18.34/3.83 inference(superposition,[],[f2410,f1709])). 18.34/3.83 thf(f7583,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ c2))) | (c1 = c3) | (c2 = ((g @ (s @ c5) @ c3))) | (~spl0_44 | ~spl0_136 | spl0_218)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f7571,f3744])). 18.34/3.83 thf(f7585,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (spl0_26 | ~spl0_44 | ~spl0_136 | spl0_218)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f7583,f275])). 18.34/3.83 thf(f7587,plain,( 18.34/3.83 spl0_219 | spl0_217 | spl0_26 | ~spl0_44 | ~spl0_136 | spl0_218), 18.34/3.83 inference(avatar_split_clause,[],[f7585,f3743,f1707,f432,f274,f3739,f3747])). 18.34/3.83 thf(f8102,definition,( 18.34/3.83 spl0_307 <=> (c3 = ((g @ c5 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_307])],[avatar_definition])). 18.34/3.83 thf(f8176,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c3 = c2) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c1 = ((s @ c5))) | (c8 = ((s @ (s @ c5)))) | ~spl0_242), 18.34/3.83 inference(superposition,[],[f4347,f2598])). 18.34/3.83 thf(f8211,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c1 = ((s @ c5))) | (c8 = ((s @ (s @ c5)))) | (spl0_89 | ~spl0_242)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8176,f901])). 18.34/3.83 thf(f8220,plain,( 18.34/3.83 (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (spl0_89 | spl0_213 | ~spl0_242)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8211,f3678])). 18.34/3.83 thf(f8228,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (spl0_89 | spl0_188 | spl0_213 | ~spl0_242)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8220,f3087])). 18.34/3.83 thf(f8236,plain,( 18.34/3.83 spl0_272 | spl0_270 | spl0_271 | spl0_89 | spl0_188 | spl0_213 | ~spl0_242), 18.34/3.83 inference(avatar_split_clause,[],[f8228,f4345,f3677,f3086,f899,f5113,f5109,f5117])). 18.34/3.83 thf(f8300,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (c3 = c4) | (c2 = ((g @ c5 @ c3))) | (~spl0_45 | ~spl0_261)), 18.34/3.83 inference(superposition,[],[f2436,f4788])). 18.34/3.83 thf(f8327,plain,( 18.34/3.83 (c3 = ((g @ c5 @ (s @ c5)))) | (c8 = c5) | (c2 = ((g @ c5 @ c5))) | (c2 = ((g @ c5 @ (s @ c5)))) | (c3 = c4) | (c1 = ((s @ c5))) | ~spl0_262), 18.34/3.83 inference(superposition,[],[f4812,f2555])). 18.34/3.83 thf(f8338,plain,( 18.34/3.83 (c3 = c4) | (c2 = ((g @ c5 @ (s @ c5)))) | (c1 = c5) | (c8 = c5) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | ~spl0_262), 18.34/3.83 inference(superposition,[],[f2516,f4812])). 18.34/3.83 thf(f8352,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c5))) | (c1 = c5) | (c8 = c5) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ (s @ c5)))) | (spl0_29 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8338,f293])). 18.34/3.83 thf(f8356,plain,( 18.34/3.83 (c1 = ((s @ c5))) | (c3 = c4) | (c2 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (spl0_37 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8327,f332])). 18.34/3.83 thf(f8433,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c3 != c3) | (~spl0_230 | spl0_270)), 18.34/3.83 inference(superposition,[],[f5110,f4014])). 18.34/3.83 thf(f8438,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 != c3) | (~spl0_191 | spl0_270)), 18.34/3.83 inference(superposition,[],[f5110,f3253])). 18.34/3.83 thf(f8450,plain,( 18.34/3.83 (c8 = ((s @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_191 | spl0_270)), 18.34/3.83 inference(trivial_inequality_removal,[],[f8438])). 18.34/3.83 thf(f8453,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_230 | spl0_270)), 18.34/3.83 inference(trivial_inequality_removal,[],[f8433])). 18.34/3.83 thf(f8456,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (spl0_188 | ~spl0_191 | spl0_270)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8450,f3087])). 18.34/3.83 thf(f8457,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (spl0_188 | ~spl0_191 | spl0_229 | spl0_270)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8456,f4007])). 18.34/3.83 thf(f8458,plain,( 18.34/3.83 (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c4 = c2) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270)), 18.34/3.83 inference(forward_demodulation,[],[f8457,f4812])). 18.34/3.83 thf(f8459,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (spl0_28 | spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8458,f285])). 18.34/3.83 thf(f8460,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c1 = c4) | (spl0_28 | spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270 | ~spl0_292)), 18.34/3.83 inference(forward_demodulation,[],[f8459,f6239])). 18.34/3.83 thf(f8461,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (spl0_24 | spl0_28 | spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270 | ~spl0_292)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8460,f266])). 18.34/3.83 thf(f8462,plain,( 18.34/3.83 spl0_272 | spl0_24 | spl0_28 | spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270 | ~spl0_292), 18.34/3.83 inference(avatar_split_clause,[],[f8461,f6237,f5109,f4810,f4006,f3252,f3086,f283,f265,f5117])). 18.34/3.83 thf(f8494,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c4)))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ c8 @ c4))) | (~spl0_4 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f5453,f53])). 18.34/3.83 thf(f8496,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c2)))) | (c3 = ((g @ c8 @ c2))) | (c1 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_6 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f5453,f63])). 18.34/3.83 thf(f8498,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c3 = ((g @ c8 @ c8))) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c8)))) | (c1 = ((g @ (s @ c5) @ c8))) | (~spl0_17 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f5453,f157])). 18.34/3.83 thf(f8510,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c4 = c2) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_32 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f5453,f3156])). 18.34/3.83 thf(f8511,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c4 = c2) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_33 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f5453,f316])). 18.34/3.83 thf(f8527,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c8 = ((s @ (s @ c5)))) | (c4 = c2) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_17 | spl0_32 | ~spl0_187)), 18.34/3.83 inference(superposition,[],[f3156,f5453])). 18.34/3.83 thf(f8543,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c4 = c2) | (~spl0_17 | spl0_32 | ~spl0_187 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8527,f3087])). 18.34/3.83 thf(f8551,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c4 = c2) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_32 | ~spl0_187 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8510,f3087])). 18.34/3.83 thf(f8555,plain,( 18.34/3.83 (c8 = ((s @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (spl0_28 | ~spl0_33 | ~spl0_187)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8511,f285])). 18.34/3.83 thf(f8565,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c4 = c2) | (~spl0_17 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8551,f4007])). 18.34/3.83 thf(f8567,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (spl0_28 | ~spl0_33 | ~spl0_187 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8555,f3087])). 18.34/3.83 thf(f8576,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (spl0_28 | ~spl0_33 | ~spl0_187 | spl0_188 | spl0_229)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8567,f4007])). 18.34/3.83 thf(f8583,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c2) | (spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229)), 18.34/3.83 inference(forward_demodulation,[],[f8576,f1464])). 18.34/3.83 thf(f8589,plain,( 18.34/3.83 (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (spl0_21 | spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8583,f255])). 18.34/3.83 thf(f8592,definition,( 18.34/3.83 spl0_308 <=> (c1 = ((g @ (s @ c5) @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_308])],[avatar_definition])). 18.34/3.83 thf(f8598,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = c4) | (spl0_21 | spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229 | ~spl0_292)), 18.34/3.83 inference(forward_demodulation,[],[f8589,f6239])). 18.34/3.83 thf(f8621,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8543,f285])). 18.34/3.83 thf(f8622,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8551,f285])). 18.34/3.83 thf(f8624,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c8)))) | (c3 = c5) | (c1 = ((g @ (s @ c5) @ c8))) | (~spl0_5 | ~spl0_17 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f8498,f58])). 18.34/3.83 thf(f8628,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = c2) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | ~spl0_228)), 18.34/3.83 inference(forward_demodulation,[],[f8621,f4004])). 18.34/3.83 thf(f8629,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = c2) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | ~spl0_228)), 18.34/3.83 inference(forward_demodulation,[],[f8622,f4004])). 18.34/3.83 thf(f8631,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c8)))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_5 | spl0_11 | ~spl0_17 | ~spl0_187)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8624,f92])). 18.34/3.83 thf(f8635,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8628,f901])). 18.34/3.83 thf(f8636,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8629,f901])). 18.34/3.83 thf(f8638,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | (c4 = ((g @ (s @ (s @ c5)) @ c1))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_5 | ~spl0_8 | spl0_11 | ~spl0_17 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f8631,f73])). 18.34/3.83 thf(f8642,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228)), 18.34/3.83 inference(forward_demodulation,[],[f8636,f157])). 18.34/3.83 thf(f8644,plain,( 18.34/3.83 (c1 = ((g @ (s @ c5) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_5 | ~spl0_8 | spl0_11 | ~spl0_17 | ~spl0_187)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8638,f16])). 18.34/3.83 thf(f8647,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = c4) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262)), 18.34/3.83 inference(forward_demodulation,[],[f8642,f4812])). 18.34/3.83 thf(f8649,plain,( 18.34/3.83 spl0_242 | spl0_244 | ~spl0_5 | ~spl0_8 | spl0_11 | ~spl0_17 | ~spl0_187), 18.34/3.83 inference(avatar_split_clause,[],[f8644,f3083,f155,f90,f71,f56,f4404,f4345])). 18.34/3.83 thf(f8652,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8647,f266])). 18.34/3.83 thf(f8656,plain,( 18.34/3.83 (c3 = c5) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | ~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262)), 18.34/3.83 inference(forward_demodulation,[],[f8652,f58])). 18.34/3.83 thf(f8659,plain,( 18.34/3.83 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8656,f92])). 18.34/3.83 thf(f8734,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c1 != c1) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_17 | spl0_32 | spl0_250)), 18.34/3.83 inference(superposition,[],[f4454,f2814])). 18.34/3.83 thf(f8751,plain,( 18.34/3.83 (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_32 | spl0_250)), 18.34/3.83 inference(trivial_inequality_removal,[],[f8734])). 18.34/3.83 thf(f8877,definition,( 18.34/3.83 (c1 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 != ((g @ (s @ (s @ c5)) @ c5))) | (c1 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8879,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 != ((g @ (s @ (s @ c5)) @ c5))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8927,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_2 | ~spl0_279)), 18.34/3.83 inference(superposition,[],[f137,f5789])). 18.34/3.83 thf(f8934,plain,( 18.34/3.83 (c1 = ((g @ c4 @ (s @ c5)))) | (~spl0_2 | ~spl0_279)), 18.34/3.83 inference(trivial_inequality_removal,[],[f8927])). 18.34/3.83 thf(f8936,definition,( 18.34/3.83 spl0_311 <=> (c1 = ((g @ c4 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_311])],[avatar_definition])). 18.34/3.83 thf(f8939,plain,( 18.34/3.83 spl0_311 | ~spl0_2 | ~spl0_279), 18.34/3.83 inference(avatar_split_clause,[],[f8934,f5787,f41,f8936])). 18.34/3.83 thf(f8940,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8941,definition,( 18.34/3.83 (c1 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c1 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8945,definition,( 18.34/3.83 (c4 != ((g @ c5 @ c5))) | (c2 != ((g @ c5 @ c5))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8954,definition,( 18.34/3.83 (c4 != ((g @ (s @ c5) @ (s @ c5)))) | (c4 != ((g @ c5 @ c5))) | (c2 != ((g @ c5 @ c5))) | (c2 = ((g @ (s @ c5) @ (s @ c5))))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8958,definition,( 18.34/3.83 (c4 != ((g @ c5 @ (s @ (s @ c5))))) | (c2 != ((g @ c5 @ (s @ (s @ c5))))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8967,definition,( 18.34/3.83 (c3 != ((g @ (s @ c5) @ c8))) | (c4 != ((g @ (s @ c5) @ c8))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8971,definition,( 18.34/3.83 (c3 != ((g @ (s @ c5) @ c8))) | (c4 != ((g @ (s @ c5) @ c8))) | (c4 != ((g @ c4 @ c8))) | (c3 = ((g @ c4 @ c8)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8976,definition,( 18.34/3.83 (c3 != ((g @ (s @ c5) @ c8))) | (c4 != ((g @ (s @ c5) @ c8))) | (c4 != ((g @ (s @ c5) @ c2))) | (c3 = ((g @ (s @ c5) @ c2)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f8983,definition,( 18.34/3.83 spl0_312 <=> (c1 = ((g @ c5 @ (s @ (s @ c5)))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_312])],[avatar_definition])). 18.34/3.83 thf(f8986,plain,( 18.34/3.83 spl0_312 | ~spl0_270), 18.34/3.83 inference(avatar_split_clause,[],[f5901,f5109,f8983])). 18.34/3.83 thf(f8989,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_17 | spl0_32 | spl0_188 | spl0_250)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8751,f3087])). 18.34/3.83 thf(f9006,definition,( 18.34/3.83 spl0_313 <=> (c3 = ((g @ c8 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_313])],[avatar_definition])). 18.34/3.83 thf(f9030,plain,( 18.34/3.83 (c3 = c4) | (c2 = ((g @ c5 @ c5))) | (c2 = ((g @ c5 @ (s @ c5)))) | (c3 = ((g @ c5 @ (s @ c5)))) | (spl0_37 | spl0_213 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8356,f3678])). 18.34/3.83 thf(f9051,plain,( 18.34/3.83 spl0_228 | spl0_227 | ~spl0_17 | spl0_32 | spl0_188 | spl0_250), 18.34/3.83 inference(avatar_split_clause,[],[f8989,f4453,f3086,f310,f155,f3998,f4002])). 18.34/3.83 thf(f9185,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ c5 @ (s @ (s @ c5))))) | (c4 != ((g @ c5 @ (s @ (s @ c5))))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9186,definition,( 18.34/3.83 (c1 != ((g @ c5 @ (s @ (s @ c5))))) | (c4 != ((g @ c5 @ (s @ (s @ c5))))) | (c1 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9187,definition,( 18.34/3.83 (c3 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9189,definition,( 18.34/3.83 (c2 != ((g @ c5 @ c4))) | (c3 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c3))) | (c4 != ((g @ c5 @ c5))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9192,definition,( 18.34/3.83 (c3 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c4 != ((g @ c4 @ c8))) | (c3 = ((g @ c4 @ c8)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9196,definition,( 18.34/3.83 (c3 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c4 != ((g @ (s @ c5) @ c2))) | (c3 = ((g @ (s @ c5) @ c2)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9231,plain,( 18.34/3.83 (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ c5)))) | (~spl0_230 | spl0_270 | spl0_272)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8453,f5118])). 18.34/3.83 thf(f9267,plain,( 18.34/3.83 (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (spl0_188 | ~spl0_230 | spl0_270 | spl0_272)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9231,f3087])). 18.34/3.83 thf(f9295,plain,( 18.34/3.83 (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c4 = c2) | (spl0_188 | ~spl0_230 | ~spl0_262 | spl0_270 | spl0_272)), 18.34/3.83 inference(forward_demodulation,[],[f9267,f4812])). 18.34/3.83 thf(f9350,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c3 @ c5))) | (~spl0_4 | ~spl0_181)), 18.34/3.83 inference(superposition,[],[f138,f3023])). 18.34/3.83 thf(f9357,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c5))) | (~spl0_4 | ~spl0_181)), 18.34/3.83 inference(trivial_inequality_removal,[],[f9350])). 18.34/3.83 thf(f9358,plain,( 18.34/3.83 (c1 = c2) | (~spl0_4 | ~spl0_181 | ~spl0_182)), 18.34/3.83 inference(forward_demodulation,[],[f9357,f3027])). 18.34/3.83 thf(f9359,plain,( 18.34/3.83 $false | (~spl0_4 | spl0_21 | ~spl0_181 | ~spl0_182)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9358,f255])). 18.34/3.83 thf(f9360,plain,( 18.34/3.83 ~spl0_4 | spl0_21 | ~spl0_181 | ~spl0_182), 18.34/3.83 inference(avatar_contradiction_clause,[],[f9359])). 18.34/3.83 thf(f9362,definition,( 18.34/3.83 spl0_314 <=> (c1 = ((g @ c3 @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_314])],[avatar_definition])). 18.34/3.83 thf(f9364,plain,( 18.34/3.83 (c1 = ((g @ c3 @ c5))) | ~spl0_314), 18.34/3.83 inference(avatar_component_clause,[],[f9362])). 18.34/3.83 thf(f9365,plain,( 18.34/3.83 spl0_314 | ~spl0_4 | ~spl0_181), 18.34/3.83 inference(avatar_split_clause,[],[f9357,f3021,f51,f9362])). 18.34/3.83 thf(f9413,definition,( 18.34/3.83 spl0_315 <=> (c1 = ((g @ c3 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_315])],[avatar_definition])). 18.34/3.83 thf(f9415,plain,( 18.34/3.83 (c1 = ((g @ c3 @ (s @ c5)))) | ~spl0_315), 18.34/3.83 inference(avatar_component_clause,[],[f9413])). 18.34/3.83 thf(f9417,definition,( 18.34/3.83 spl0_316 <=> (c3 = ((g @ c3 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_316])],[avatar_definition])). 18.34/3.83 thf(f9419,plain,( 18.34/3.83 (c3 = ((g @ c3 @ (s @ c5)))) | ~spl0_316), 18.34/3.83 inference(avatar_component_clause,[],[f9417])). 18.34/3.83 thf(f9448,definition,( 18.34/3.83 spl0_317 <=> (c3 = ((g @ c4 @ (s @ c5))))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_317])],[avatar_definition])). 18.34/3.83 thf(f9474,plain,( 18.34/3.83 (c8 = c5) | (c4 = ((g @ c5 @ c8))) | (c1 = c3) | (c3 = ((g @ c5 @ c8))) | (~spl0_17 | spl0_32 | ~spl0_244)), 18.34/3.83 inference(superposition,[],[f3853,f4406])). 18.34/3.83 thf(f9582,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c2 @ (s @ c5)))) | (~spl0_1 | ~spl0_316)), 18.34/3.83 inference(superposition,[],[f139,f9419])). 18.34/3.83 thf(f9591,plain,( 18.34/3.83 (c1 = ((g @ c2 @ (s @ c5)))) | (~spl0_1 | ~spl0_316)), 18.34/3.83 inference(trivial_inequality_removal,[],[f9582])). 18.34/3.83 thf(f9592,plain,( 18.34/3.83 (c1 = c3) | (~spl0_1 | ~spl0_253 | ~spl0_316)), 18.34/3.83 inference(forward_demodulation,[],[f9591,f4590])). 18.34/3.83 thf(f9593,plain,( 18.34/3.83 $false | (~spl0_1 | spl0_26 | ~spl0_253 | ~spl0_316)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9592,f275])). 18.34/3.83 thf(f9594,plain,( 18.34/3.83 ~spl0_1 | spl0_26 | ~spl0_253 | ~spl0_316), 18.34/3.83 inference(avatar_contradiction_clause,[],[f9593])). 18.34/3.83 thf(f9605,plain,( 18.34/3.83 (c3 = ((g @ (s @ c3) @ (s @ c5)))) | (c1 != c1) | ~spl0_315), 18.34/3.83 inference(superposition,[],[f19,f9415])). 18.34/3.83 thf(f9611,plain,( 18.34/3.83 (c3 = ((g @ (s @ c3) @ (s @ c5)))) | ~spl0_315), 18.34/3.83 inference(trivial_inequality_removal,[],[f9605])). 18.34/3.83 thf(f9612,plain,( 18.34/3.83 (c3 = ((g @ c4 @ (s @ c5)))) | (~spl0_4 | ~spl0_315)), 18.34/3.83 inference(forward_demodulation,[],[f9611,f53])). 18.34/3.83 thf(f9613,plain,( 18.34/3.83 spl0_317 | ~spl0_4 | ~spl0_315), 18.34/3.83 inference(avatar_split_clause,[],[f9612,f9413,f51,f9448])). 18.34/3.83 thf(f9614,definition,( 18.34/3.83 (c3 != ((g @ c4 @ (s @ c5)))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c1 = c3)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9632,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_232), 18.34/3.83 inference(superposition,[],[f22,f4095])). 18.34/3.83 thf(f9637,plain,( 18.34/3.83 (c4 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_232), 18.34/3.83 inference(trivial_inequality_removal,[],[f9632])). 18.34/3.83 thf(f9638,plain,( 18.34/3.83 (c4 = c2) | (~spl0_231 | ~spl0_232)), 18.34/3.83 inference(forward_demodulation,[],[f9637,f4085])). 18.34/3.83 thf(f9639,plain,( 18.34/3.83 $false | (spl0_28 | ~spl0_231 | ~spl0_232)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9638,f285])). 18.34/3.83 thf(f9640,plain,( 18.34/3.83 spl0_28 | ~spl0_231 | ~spl0_232), 18.34/3.83 inference(avatar_contradiction_clause,[],[f9639])). 18.34/3.83 thf(f9642,plain,( 18.34/3.83 (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c2 = ((g @ c5 @ (s @ c5)))) | (c8 = c5) | (spl0_9 | spl0_29 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8352,f80])). 18.34/3.83 thf(f9654,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c4))) | (c3 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | ~spl0_261)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f8300,f293])). 18.34/3.83 thf(f9656,plain,( 18.34/3.83 (c2 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c3 = ((g @ c5 @ (s @ c5)))) | (spl0_29 | spl0_37 | spl0_213 | ~spl0_262)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9030,f293])). 18.34/3.83 thf(f9666,plain,( 18.34/3.83 (c4 = c2) | (c2 = ((g @ c5 @ c4))) | (c3 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | ~spl0_256 | ~spl0_261)), 18.34/3.83 inference(forward_demodulation,[],[f9654,f4685])). 18.34/3.83 thf(f9675,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (spl0_28 | spl0_29 | ~spl0_45 | ~spl0_256 | ~spl0_261)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9666,f285])). 18.34/3.83 thf(f9682,plain,( 18.34/3.83 spl0_258 | spl0_172 | spl0_28 | spl0_29 | ~spl0_45 | ~spl0_256 | ~spl0_261), 18.34/3.83 inference(avatar_split_clause,[],[f9675,f4786,f4683,f437,f291,f283,f2942,f4715])). 18.34/3.83 thf(f9685,definition,( 18.34/3.83 (c4 != ((g @ c8 @ c4))) | (c3 != ((g @ c8 @ c4))) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9689,definition,( 18.34/3.83 (c4 != ((g @ c8 @ c4))) | (c3 != ((g @ c8 @ c4))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c5 != ((s @ c4))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c4 = c8)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9690,definition,( 18.34/3.83 (c4 != ((g @ c8 @ c4))) | (c3 != ((g @ c8 @ c4))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9700,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ (s @ c5)) @ c2))) | (c2 != ((g @ (s @ (s @ c5)) @ c2))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9707,plain,( 18.34/3.83 (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c3 = ((g @ c8 @ c4))) | (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_2 | ~spl0_4 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f8494,f43])). 18.34/3.83 thf(f9711,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = ((g @ (s @ c5) @ c4))) | (c1 = c4) | (~spl0_2 | ~spl0_4 | ~spl0_120 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f9707,f1464])). 18.34/3.83 thf(f9718,definition,( 18.34/3.83 spl0_318 <=> (c4 = ((g @ (s @ (s @ c5)) @ c4)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_318])],[avatar_definition])). 18.34/3.83 thf(f9900,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c3))) | (c1 = c3) | (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (~spl0_45 | ~spl0_288)), 18.34/3.83 inference(superposition,[],[f6055,f2436])). 18.34/3.83 thf(f9920,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c4))) | (c3 = ((g @ c5 @ c4))) | (spl0_26 | ~spl0_45 | ~spl0_288)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9900,f275])). 18.34/3.83 thf(f9922,plain,( 18.34/3.83 (c2 = ((g @ c5 @ c3))) | (c3 = ((g @ c5 @ c4))) | (spl0_26 | ~spl0_45 | spl0_258 | ~spl0_288)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9920,f4716])). 18.34/3.83 thf(f9924,plain,( 18.34/3.83 (c4 = c2) | (c3 = ((g @ c5 @ c4))) | (spl0_26 | ~spl0_45 | ~spl0_256 | spl0_258 | ~spl0_288)), 18.34/3.83 inference(forward_demodulation,[],[f9922,f4685])). 18.34/3.83 thf(f9926,plain,( 18.34/3.83 (c3 = ((g @ c5 @ c4))) | (spl0_26 | spl0_28 | ~spl0_45 | ~spl0_256 | spl0_258 | ~spl0_288)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9924,f285])). 18.34/3.83 thf(f9928,plain,( 18.34/3.83 spl0_172 | spl0_26 | spl0_28 | ~spl0_45 | ~spl0_256 | spl0_258 | ~spl0_288), 18.34/3.83 inference(avatar_split_clause,[],[f9926,f6053,f4715,f4683,f437,f283,f274,f2942])). 18.34/3.83 thf(f9929,definition,( 18.34/3.83 (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9930,definition,( 18.34/3.83 (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 = ((g @ (s @ (s @ c5)) @ c2)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9932,plain,( 18.34/3.83 (c3 = c2) | (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ (s @ c5) @ c3))) | (~spl0_44 | ~spl0_156)), 18.34/3.83 inference(superposition,[],[f2850,f2410])). 18.34/3.83 thf(f9944,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c3)))) | ~spl0_156), 18.34/3.83 inference(superposition,[],[f22,f2850])). 18.34/3.83 thf(f9949,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c3)))) | ~spl0_156), 18.34/3.83 inference(trivial_inequality_removal,[],[f9944])). 18.34/3.83 thf(f9950,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c4))) | (~spl0_4 | ~spl0_156)), 18.34/3.83 inference(forward_demodulation,[],[f9949,f53])). 18.34/3.83 thf(f9951,plain,( 18.34/3.83 (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (~spl0_44 | spl0_89 | ~spl0_156)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f9932,f901])). 18.34/3.83 thf(f9953,plain,( 18.34/3.83 spl0_318 | ~spl0_4 | ~spl0_156), 18.34/3.83 inference(avatar_split_clause,[],[f9950,f2848,f51,f9718])). 18.34/3.83 thf(f9965,definition,( 18.34/3.83 (c4 != ((g @ c8 @ (s @ c5)))) | (c2 != ((g @ c8 @ (s @ c5)))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9979,definition,( 18.34/3.83 (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c8 @ c2))) | (c2 != ((g @ c8 @ c2))) | (c2 = ((s @ c5)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9987,definition,( 18.34/3.83 (c3 != ((g @ c8 @ c2))) | (c2 != ((g @ c8 @ c2))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f9997,definition,( 18.34/3.83 (c2 != ((g @ c8 @ c2))) | (c3 != ((g @ c8 @ c2))) | (c3 = ((g @ c8 @ c3)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10016,definition,( 18.34/3.83 (c3 != ((g @ c8 @ c2))) | (c2 != ((g @ c8 @ c2))) | (c1 != ((s @ c8))) | (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)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10033,definition,( 18.34/3.83 (c3 != ((g @ c8 @ c2))) | (c4 != ((g @ c8 @ c2))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10054,plain,( 18.34/3.83 (c3 = ((g @ c8 @ c2))) | (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_1 | ~spl0_6 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f8496,f38])). 18.34/3.83 thf(f10060,plain,( 18.34/3.83 (c4 = c2) | (c1 = ((g @ (s @ c5) @ c2))) | (c3 = ((g @ c8 @ c2))) | (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (~spl0_1 | ~spl0_6 | ~spl0_156 | ~spl0_187)), 18.34/3.83 inference(forward_demodulation,[],[f10054,f2850])). 18.34/3.83 thf(f10064,definition,( 18.34/3.83 spl0_319 <=> (c4 = ((g @ (s @ (s @ c5)) @ c2)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_319])],[avatar_definition])). 18.34/3.83 thf(f10071,definition,( 18.34/3.83 (c3 != ((g @ (s @ (s @ c5)) @ c2))) | (c4 != ((g @ (s @ (s @ c5)) @ c2))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10160,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c1)))) | ~spl0_281), 18.34/3.83 inference(superposition,[],[f22,f5971])). 18.34/3.83 thf(f10163,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c1)))) | ~spl0_281), 18.34/3.83 inference(trivial_inequality_removal,[],[f10160])). 18.34/3.83 thf(f10166,plain,( 18.34/3.83 (c4 = ((g @ (s @ (s @ c5)) @ c2))) | (~spl0_6 | ~spl0_281)), 18.34/3.83 inference(forward_demodulation,[],[f10163,f63])). 18.34/3.83 thf(f10169,plain,( 18.34/3.83 spl0_319 | ~spl0_6 | ~spl0_281), 18.34/3.83 inference(avatar_split_clause,[],[f10166,f5969,f61,f10064])). 18.34/3.83 thf(f10176,definition,( 18.34/3.83 (c1 != ((g @ (s @ c5) @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c1 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10177,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c2))) | (c3 != ((s @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c2 != ((s @ c1))) | (c1 = c3)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10178,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10184,definition,( 18.34/3.83 (c3 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10187,definition,( 18.34/3.83 (c3 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c4 != ((g @ c2 @ c8))) | (c3 = ((g @ c2 @ c8)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10194,definition,( 18.34/3.83 (c3 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c4 != ((g @ c2 @ c3))) | (c3 = ((g @ c2 @ c3)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10200,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c1 != ((g @ c1 @ c3))) | (c4 != ((g @ c1 @ c3))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10201,definition,( 18.34/3.83 (c1 != ((g @ c1 @ c3))) | (c4 != ((g @ c1 @ c3))) | (c1 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10202,definition,( 18.34/3.83 (c4 != ((g @ c2 @ c4))) | (c2 != ((g @ c2 @ c4))) | (c4 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10220,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c3 @ c5))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c5))) | (c1 = c5)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10222,definition,( 18.34/3.83 (c1 != ((g @ c3 @ c5))) | (c3 != ((g @ c3 @ c5))) | (c1 = c3)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10225,definition,( 18.34/3.83 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c3 @ c5))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c5))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10298,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c2 @ (s @ c5)))) | ~spl0_179), 18.34/3.83 inference(superposition,[],[f22,f3014])). 18.34/3.83 thf(f10303,plain,( 18.34/3.83 (c4 = ((g @ c2 @ (s @ c5)))) | ~spl0_179), 18.34/3.83 inference(trivial_inequality_removal,[],[f10298])). 18.34/3.83 thf(f10304,plain,( 18.34/3.83 (c3 = c4) | (~spl0_179 | ~spl0_253)), 18.34/3.83 inference(forward_demodulation,[],[f10303,f4590])). 18.34/3.83 thf(f10305,plain,( 18.34/3.83 $false | (spl0_29 | ~spl0_179 | ~spl0_253)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f10304,f293])). 18.34/3.83 thf(f10306,plain,( 18.34/3.83 spl0_29 | ~spl0_179 | ~spl0_253), 18.34/3.83 inference(avatar_contradiction_clause,[],[f10305])). 18.34/3.83 thf(f10314,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_178)), 18.34/3.83 inference(superposition,[],[f140,f3010])). 18.34/3.83 thf(f10321,plain,( 18.34/3.83 (c1 = ((g @ c1 @ c5))) | (~spl0_6 | ~spl0_178)), 18.34/3.83 inference(trivial_inequality_removal,[],[f10314])). 18.34/3.83 thf(f10323,definition,( 18.34/3.83 spl0_320 <=> (c1 = ((g @ c1 @ c5)))), 18.34/3.83 introduced(definition,[new_symbols(definition,[spl0_320])],[avatar_definition])). 18.34/3.83 thf(f10326,plain,( 18.34/3.83 spl0_320 | ~spl0_6 | ~spl0_178), 18.34/3.83 inference(avatar_split_clause,[],[f10321,f3008,f61,f10323])). 18.34/3.83 thf(f10331,definition,( 18.34/3.83 (c1 != ((g @ c1 @ c5))) | (c4 != ((g @ c1 @ c5))) | (c1 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10334,definition,( 18.34/3.83 (c3 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c3 = c2)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10399,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c3 @ (s @ c4)))) | ~spl0_175), 18.34/3.83 inference(superposition,[],[f22,f2957])). 18.34/3.83 thf(f10404,plain,( 18.34/3.83 (c4 = ((g @ c3 @ (s @ c4)))) | ~spl0_175), 18.34/3.83 inference(trivial_inequality_removal,[],[f10399])). 18.34/3.83 thf(f10405,plain,( 18.34/3.83 (c4 = ((g @ c3 @ c5))) | (~spl0_2 | ~spl0_175)), 18.34/3.83 inference(forward_demodulation,[],[f10404,f43])). 18.34/3.83 thf(f10406,plain,( 18.34/3.83 (c1 = c4) | (~spl0_2 | ~spl0_175 | ~spl0_314)), 18.34/3.83 inference(forward_demodulation,[],[f10405,f9364])). 18.34/3.83 thf(f10407,plain,( 18.34/3.83 $false | (~spl0_2 | spl0_24 | ~spl0_175 | ~spl0_314)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f10406,f266])). 18.34/3.83 thf(f10408,plain,( 18.34/3.83 ~spl0_2 | spl0_24 | ~spl0_175 | ~spl0_314), 18.34/3.83 inference(avatar_contradiction_clause,[],[f10407])). 18.34/3.83 thf(f10410,definition,( 18.34/3.83 (c4 != ((g @ c4 @ c4))) | (c3 != ((g @ c4 @ c4))) | (c3 = c4)), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10414,definition,( 18.34/3.83 (c4 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c3))) | (c3 != ((g @ c4 @ c4))) | (c3 != ((g @ c3 @ c1))) | (c3 = ((g @ c2 @ c1)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10417,definition,( 18.34/3.83 (c4 != ((g @ c4 @ c4))) | (c3 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c3))) | (c2 = ((g @ c4 @ c4)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10418,definition,( 18.34/3.83 (c4 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c3))) | (c3 != ((g @ c4 @ c4))) | (c3 = ((g @ c4 @ c2)))), 18.34/3.83 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.83 thf(f10428,plain,( 18.34/3.83 (c3 != c3) | (c1 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_169)), 18.34/3.83 inference(superposition,[],[f139,f2930])). 18.34/3.83 thf(f10435,plain,( 18.34/3.83 (c1 = ((g @ c2 @ c4))) | (~spl0_1 | ~spl0_169)), 18.34/3.83 inference(trivial_inequality_removal,[],[f10428])). 18.34/3.83 thf(f10436,plain,( 18.34/3.83 (c1 = c2) | (~spl0_1 | ~spl0_169 | ~spl0_171)), 18.34/3.83 inference(forward_demodulation,[],[f10435,f2938])). 18.34/3.83 thf(f10437,plain,( 18.34/3.83 $false | (~spl0_1 | spl0_21 | ~spl0_169 | ~spl0_171)), 18.34/3.83 inference(forward_subsumption_resolution,[],[f10436,f255])). 18.34/3.83 thf(f10438,plain,( 18.34/3.83 ~spl0_1 | spl0_21 | ~spl0_169 | ~spl0_171), 18.34/3.83 inference(avatar_contradiction_clause,[],[f10437])). 18.34/3.83 thf(f10487,plain,( 18.34/3.83 (c2 != c2) | (c4 = ((g @ c3 @ (s @ c2)))) | ~spl0_163), 18.34/3.83 inference(superposition,[],[f22,f2880])). 18.34/3.83 thf(f10492,plain,( 18.34/3.83 (c4 = ((g @ c3 @ (s @ c2)))) | ~spl0_163), 18.34/3.83 inference(trivial_inequality_removal,[],[f10487])). 18.34/3.83 thf(f10493,plain,( 18.34/3.83 (c4 = ((g @ c3 @ c3))) | (~spl0_1 | ~spl0_163)), 18.34/3.83 inference(forward_demodulation,[],[f10492,f38])). 18.34/3.84 thf(f10495,definition,( 18.34/3.84 spl0_321 <=> (c4 = ((g @ c3 @ c3)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_321])],[avatar_definition])). 18.34/3.84 thf(f10498,plain,( 18.34/3.84 spl0_321 | ~spl0_1 | ~spl0_163), 18.34/3.84 inference(avatar_split_clause,[],[f10493,f2878,f36,f10495])). 18.34/3.84 thf(f10499,definition,( 18.34/3.84 (c4 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10509,definition,( 18.34/3.84 (c4 != ((g @ c1 @ c3))) | (c4 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c2 = ((g @ c1 @ c3)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10524,definition,( 18.34/3.84 (c3 != ((g @ c2 @ c2))) | (c1 != ((g @ c2 @ c2))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10527,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c2))) | (c1 != ((g @ c2 @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10528,definition,( 18.34/3.84 (c4 != ((g @ c2 @ c2))) | (c2 != ((g @ c2 @ c2))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10529,definition,( 18.34/3.84 (c4 != ((g @ c2 @ c2))) | (c2 != ((g @ c2 @ c2))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10530,definition,( 18.34/3.84 (c3 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10535,definition,( 18.34/3.84 (c3 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ (s @ c5)))) | (c4 != ((g @ c4 @ c8))) | (c3 = ((g @ c4 @ c8)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10552,definition,( 18.34/3.84 (c3 != ((g @ c5 @ c5))) | (c2 != ((g @ c5 @ c5))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10558,definition,( 18.34/3.84 spl0_322 <=> (c4 = ((g @ c3 @ c5)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_322])],[avatar_definition])). 18.34/3.84 thf(f10561,plain,( 18.34/3.84 spl0_322 | ~spl0_2 | ~spl0_175), 18.34/3.84 inference(avatar_split_clause,[],[f10405,f2955,f41,f10558])). 18.34/3.84 thf(f10562,definition,( 18.34/3.84 (c4 != ((g @ c5 @ c3))) | (c3 != ((g @ c5 @ c3))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10574,definition,( 18.34/3.84 (c4 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10580,definition,( 18.34/3.84 (c4 != ((g @ c1 @ c3))) | (c4 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c2 = ((g @ c1 @ c3)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10585,definition,( 18.34/3.84 (c4 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c4 = ((g @ (s @ c5) @ c2)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10599,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c3 @ c3))) | (c4 != ((g @ c3 @ c3))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10600,definition,( 18.34/3.84 (c1 != ((g @ c3 @ c3))) | (c4 != ((g @ c3 @ c3))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10602,definition,( 18.34/3.84 spl0_323 <=> (c1 = ((g @ c2 @ c4)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_323])],[avatar_definition])). 18.34/3.84 thf(f10605,plain,( 18.34/3.84 spl0_323 | ~spl0_1 | ~spl0_169), 18.34/3.84 inference(avatar_split_clause,[],[f10435,f2928,f36,f10602])). 18.34/3.84 thf(f10609,definition,( 18.34/3.84 (c1 != ((g @ c2 @ c4))) | (c3 != ((g @ c2 @ c4))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10612,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c2 @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c2 @ c4))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10613,definition,( 18.34/3.84 (c3 != ((g @ c2 @ c2))) | (c2 != ((g @ c2 @ c2))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10616,definition,( 18.34/3.84 (c1 != ((g @ c1 @ c3))) | (c2 != ((g @ c1 @ c3))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10620,definition,( 18.34/3.84 (c3 != ((g @ (s @ c5) @ c2))) | (c2 != ((g @ (s @ c5) @ c2))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10621,definition,( 18.34/3.84 (c2 != ((g @ (s @ c5) @ c2))) | (c3 != ((g @ (s @ c5) @ c2))) | (c3 = ((g @ (s @ c5) @ c3)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10623,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c1))) | (c2 != ((g @ c5 @ c1))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10625,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c5 @ c1))) | (c2 != ((g @ c5 @ c1))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10628,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10629,definition,( 18.34/3.84 (c1 != ((g @ c4 @ c2))) | (c4 != ((g @ c4 @ c2))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10632,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c3))) | (c3 != ((g @ c5 @ c3))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10635,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c5 @ c3))) | (c3 != ((s @ c2))) | (c3 != ((g @ c5 @ c3))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10636,definition,( 18.34/3.84 (c3 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10644,definition,( 18.34/3.84 (c4 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c3))) | (c3 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ c3 @ c1))) | (c3 = ((g @ c2 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10648,definition,( 18.34/3.84 (c4 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c4)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10670,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c3))) | (c3 = c4) | (c3 = ((g @ c5 @ c4))) | (~spl0_45 | spl0_258 | ~spl0_261)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f5679,f4716])). 18.34/3.84 thf(f10673,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c2))) | (c2 = ((g @ (s @ c5) @ c3))) | (~spl0_44 | spl0_89 | ~spl0_156 | spl0_218)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f9951,f3744])). 18.34/3.84 thf(f10695,plain,( 18.34/3.84 spl0_217 | spl0_219 | ~spl0_44 | spl0_89 | ~spl0_156 | spl0_218), 18.34/3.84 inference(avatar_split_clause,[],[f10673,f3743,f2848,f899,f432,f3747,f3739])). 18.34/3.84 thf(f10793,plain,( 18.34/3.84 (c3 != c3) | (c1 = ((g @ c4 @ c4))) | (~spl0_2 | ~spl0_172)), 18.34/3.84 inference(superposition,[],[f137,f2944])). 18.34/3.84 thf(f10800,plain,( 18.34/3.84 (c1 = ((g @ c4 @ c4))) | (~spl0_2 | ~spl0_172)), 18.34/3.84 inference(trivial_inequality_removal,[],[f10793])). 18.34/3.84 thf(f10802,definition,( 18.34/3.84 spl0_324 <=> (c1 = ((g @ c4 @ c4)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_324])],[avatar_definition])). 18.34/3.84 thf(f10805,plain,( 18.34/3.84 spl0_324 | ~spl0_2 | ~spl0_172), 18.34/3.84 inference(avatar_split_clause,[],[f10800,f2942,f41,f10802])). 18.34/3.84 thf(f10806,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c4 @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c4))) | (c1 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10808,definition,( 18.34/3.84 (c1 != ((g @ c4 @ c4))) | (c3 != ((g @ c4 @ c4))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10811,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c4 @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c4 @ c4))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10812,definition,( 18.34/3.84 (c3 != ((g @ c5 @ (s @ c5)))) | (c4 != ((g @ c5 @ (s @ c5)))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10832,definition,( 18.34/3.84 (c1 != ((g @ c1 @ c5))) | (c2 != ((g @ c1 @ c5))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10847,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | ~spl0_261)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f5675,f293])). 18.34/3.84 thf(f10860,definition,( 18.34/3.84 spl0_325 <=> (c1 = ((g @ c2 @ (s @ c5))))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_325])],[avatar_definition])). 18.34/3.84 thf(f10863,plain,( 18.34/3.84 spl0_325 | ~spl0_1 | ~spl0_316), 18.34/3.84 inference(avatar_split_clause,[],[f9591,f9417,f36,f10860])). 18.34/3.84 thf(f10884,plain,( 18.34/3.84 (c3 = c2) | (c2 = ((g @ c5 @ c4))) | (c3 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | ~spl0_161 | ~spl0_261)), 18.34/3.84 inference(forward_demodulation,[],[f10847,f2871])). 18.34/3.84 thf(f10935,definition,( 18.34/3.84 spl0_326 <=> (c1 = ((g @ c3 @ c4)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_326])],[avatar_definition])). 18.34/3.84 thf(f10937,plain,( 18.34/3.84 (c1 = ((g @ c3 @ c4))) | ~spl0_326), 18.34/3.84 inference(avatar_component_clause,[],[f10935])). 18.34/3.84 thf(f10965,plain,( 18.34/3.84 (c4 = ((g @ c2 @ (s @ c5)))) | (c2 != c2) | ~spl0_179), 18.34/3.84 inference(superposition,[],[f22,f3014])). 18.34/3.84 thf(f10970,plain,( 18.34/3.84 (c4 = ((g @ c2 @ (s @ c5)))) | ~spl0_179), 18.34/3.84 inference(trivial_inequality_removal,[],[f10965])). 18.34/3.84 thf(f10972,definition,( 18.34/3.84 spl0_327 <=> (c4 = ((g @ c2 @ (s @ c5))))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_327])],[avatar_definition])). 18.34/3.84 thf(f10975,plain,( 18.34/3.84 spl0_327 | ~spl0_179), 18.34/3.84 inference(avatar_split_clause,[],[f10970,f3012,f10972])). 18.34/3.84 thf(f10976,definition,( 18.34/3.84 (c4 != ((g @ c2 @ (s @ c5)))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c1 != ((s @ c8))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10977,definition,( 18.34/3.84 (c4 != ((g @ c2 @ (s @ c5)))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10978,definition,( 18.34/3.84 (c4 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 != ((s @ c8))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10979,definition,( 18.34/3.84 (c4 != ((g @ c4 @ c8))) | (c1 != ((g @ c4 @ c8))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f10985,plain,( 18.34/3.84 spl0_279 | spl0_245 | spl0_263 | spl0_29 | spl0_37 | spl0_213 | ~spl0_262), 18.34/3.84 inference(avatar_split_clause,[],[f9656,f4810,f3677,f331,f291,f4816,f4408,f5787])). 18.34/3.84 thf(f10988,plain,( 18.34/3.84 (c1 = c3) | (c3 = ((g @ c5 @ c8))) | (c4 = ((g @ c5 @ c8))) | (~spl0_17 | spl0_32 | spl0_37 | ~spl0_244)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f9474,f332])). 18.34/3.84 thf(f10989,plain,( 18.34/3.84 (c3 = ((g @ c5 @ (s @ c5)))) | (c2 = ((g @ c5 @ c5))) | (c2 = ((g @ c5 @ (s @ c5)))) | (spl0_9 | spl0_29 | spl0_37 | ~spl0_262)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f9642,f332])). 18.34/3.84 thf(f10999,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c8))) | (c4 = ((g @ c5 @ c8))) | (~spl0_17 | spl0_26 | spl0_32 | spl0_37 | ~spl0_244)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f10988,f275])). 18.34/3.84 thf(f11000,plain,( 18.34/3.84 spl0_263 | spl0_245 | spl0_279 | spl0_9 | spl0_29 | spl0_37 | ~spl0_262), 18.34/3.84 inference(avatar_split_clause,[],[f10989,f4810,f331,f291,f78,f5787,f4408,f4816])). 18.34/3.84 thf(f11004,plain,( 18.34/3.84 spl0_86 | spl0_275 | ~spl0_17 | spl0_26 | spl0_32 | spl0_37 | ~spl0_244), 18.34/3.84 inference(avatar_split_clause,[],[f10999,f4404,f331,f310,f274,f155,f5182,f834])). 18.34/3.84 thf(f11175,plain,( 18.34/3.84 (c3 = ((g @ (s @ c4) @ c3))) | (c1 != c1) | ~spl0_298), 18.34/3.84 inference(superposition,[],[f19,f6904])). 18.34/3.84 thf(f11183,plain,( 18.34/3.84 (c3 = ((g @ (s @ c4) @ c3))) | ~spl0_298), 18.34/3.84 inference(trivial_inequality_removal,[],[f11175])). 18.34/3.84 thf(f11184,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c3))) | (~spl0_2 | ~spl0_298)), 18.34/3.84 inference(forward_demodulation,[],[f11183,f43])). 18.34/3.84 thf(f11252,plain,( 18.34/3.84 (c1 != c1) | (c3 = ((g @ (s @ c3) @ c4))) | ~spl0_326), 18.34/3.84 inference(superposition,[],[f19,f10937])). 18.34/3.84 thf(f11258,plain,( 18.34/3.84 (c3 = ((g @ (s @ c3) @ c4))) | ~spl0_326), 18.34/3.84 inference(trivial_inequality_removal,[],[f11252])). 18.34/3.84 thf(f11261,plain,( 18.34/3.84 (c3 = ((g @ c4 @ c4))) | (~spl0_4 | ~spl0_326)), 18.34/3.84 inference(forward_demodulation,[],[f11258,f53])). 18.34/3.84 thf(f11366,plain,( 18.34/3.84 (c3 != c3) | (c2 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (c3 = ((g @ c5 @ c4))) | (~spl0_45 | spl0_220)), 18.34/3.84 inference(superposition,[],[f3775,f2436])). 18.34/3.84 thf(f11373,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (c3 = ((g @ c5 @ c4))) | (~spl0_45 | spl0_220)), 18.34/3.84 inference(trivial_inequality_removal,[],[f11366])). 18.34/3.84 thf(f11374,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c3))) | (c2 = ((g @ c5 @ c4))) | (~spl0_45 | spl0_172 | spl0_220)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11373,f2943])). 18.34/3.84 thf(f11375,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c4))) | (c3 = c2) | (~spl0_45 | ~spl0_161 | spl0_172 | spl0_220)), 18.34/3.84 inference(forward_demodulation,[],[f11374,f2871])). 18.34/3.84 thf(f11376,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c4))) | (~spl0_45 | spl0_89 | ~spl0_161 | spl0_172 | spl0_220)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11375,f901])). 18.34/3.84 thf(f11377,plain,( 18.34/3.84 spl0_258 | ~spl0_45 | spl0_89 | ~spl0_161 | spl0_172 | spl0_220), 18.34/3.84 inference(avatar_split_clause,[],[f11376,f3774,f2942,f2869,f899,f437,f4715])). 18.34/3.84 thf(f11496,plain,( 18.34/3.84 (c1 = c4) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c1 != c1) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ c5)))) | spl0_246), 18.34/3.84 inference(superposition,[],[f4413,f526])). 18.34/3.84 thf(f11498,plain,( 18.34/3.84 (c1 = c4) | (c2 = ((g @ c4 @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c1 != c1) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c4 = c8) | spl0_246), 18.34/3.84 inference(superposition,[],[f4413,f639])). 18.34/3.84 thf(f11504,plain,( 18.34/3.84 (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c4 = c8) | (c1 = c4) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ c5)))) | spl0_246), 18.34/3.84 inference(trivial_inequality_removal,[],[f11498])). 18.34/3.84 thf(f11507,plain,( 18.34/3.84 (c1 = c4) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | spl0_246), 18.34/3.84 inference(trivial_inequality_removal,[],[f11496])). 18.34/3.84 thf(f11509,plain,( 18.34/3.84 (c2 = ((g @ c4 @ (s @ c5)))) | (c4 = c8) | (c1 = c4) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (spl0_234 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11504,f4143])). 18.34/3.84 thf(f11512,plain,( 18.34/3.84 (c2 = ((g @ c4 @ (s @ c5)))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (spl0_24 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11507,f266])). 18.34/3.84 thf(f11514,plain,( 18.34/3.84 (c2 = ((g @ c4 @ (s @ c5)))) | (c1 = c4) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (spl0_16 | spl0_234 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11509,f133])). 18.34/3.84 thf(f11517,plain,( 18.34/3.84 (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ c5)))) | (c2 = ((g @ c4 @ (s @ (s @ c5))))) | (spl0_24 | spl0_188 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11512,f3087])). 18.34/3.84 thf(f11519,plain,( 18.34/3.84 (c2 = ((g @ c4 @ (s @ c5)))) | (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (spl0_16 | spl0_24 | spl0_234 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11514,f266])). 18.34/3.84 thf(f11521,plain,( 18.34/3.84 (c3 = ((g @ c4 @ (s @ (s @ c5))))) | (c2 = ((g @ c4 @ (s @ c5)))) | (spl0_24 | spl0_188 | spl0_234 | spl0_246)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f11517,f4143])). 18.34/3.84 thf(f11523,plain,( 18.34/3.84 spl0_236 | spl0_235 | spl0_16 | spl0_24 | spl0_234 | spl0_246), 18.34/3.84 inference(avatar_split_clause,[],[f11519,f4412,f4142,f265,f131,f4149,f4153])). 18.34/3.84 thf(f11525,plain,( 18.34/3.84 spl0_236 | spl0_235 | spl0_24 | spl0_188 | spl0_234 | spl0_246), 18.34/3.84 inference(avatar_split_clause,[],[f11521,f4412,f4142,f3086,f265,f4149,f4153])). 18.34/3.84 thf(f11543,plain,( 18.34/3.84 (c1 != c1) | (c3 = ((g @ (s @ c4) @ (s @ (s @ c5))))) | ~spl0_246), 18.34/3.84 inference(superposition,[],[f19,f4414])). 18.34/3.84 thf(f11550,plain,( 18.34/3.84 (c3 = ((g @ (s @ c4) @ (s @ (s @ c5))))) | ~spl0_246), 18.34/3.84 inference(trivial_inequality_removal,[],[f11543])). 18.34/3.84 thf(f11553,plain,( 18.34/3.84 (c3 = ((g @ c5 @ (s @ (s @ c5))))) | (~spl0_2 | ~spl0_246)), 18.34/3.84 inference(forward_demodulation,[],[f11550,f43])). 18.34/3.84 thf(f11558,plain,( 18.34/3.84 spl0_307 | ~spl0_2 | ~spl0_246), 18.34/3.84 inference(avatar_split_clause,[],[f11553,f4412,f41,f8102])). 18.34/3.84 thf(f11574,definition,( 18.34/3.84 (c3 != ((g @ c5 @ (s @ (s @ c5))))) | (c4 != ((g @ c5 @ (s @ (s @ c5))))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f11592,definition,( 18.34/3.84 (c3 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f11596,definition,( 18.34/3.84 (c3 != c4) | (c5 != ((s @ c4))) | (c4 != ((s @ c3))) | (c4 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f11717,definition,( 18.34/3.84 (c2 != ((s @ c1))) | (c3 != ((s @ c2))) | (c8 != ((s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))) | (c4 != ((s @ c3))) | (c4 != c2) | (c1 != ((s @ c8))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f11751,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c4))) | (spl0_28 | spl0_29 | ~spl0_45 | spl0_172 | ~spl0_256 | ~spl0_261)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f5695,f2943])). 18.34/3.84 thf(f11774,plain,( 18.34/3.84 spl0_228 | spl0_271 | spl0_227 | spl0_188 | ~spl0_230 | spl0_270 | spl0_272), 18.34/3.84 inference(avatar_split_clause,[],[f9267,f5117,f5109,f4013,f3086,f3998,f5113,f4002])). 18.34/3.84 thf(f11781,plain,( 18.34/3.84 spl0_82 | ~spl0_6 | ~spl0_98), 18.34/3.84 inference(avatar_split_clause,[],[f6659,f1005,f61,f769])). 18.34/3.84 thf(f11930,definition,( 18.34/3.84 spl0_328 <=> (c4 = ((g @ (s @ (s @ c5)) @ c3)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_328])],[avatar_definition])). 18.34/3.84 thf(f11933,plain,( 18.34/3.84 spl0_144 | spl0_254 | spl0_281 | spl0_328 | ~spl0_1 | ~spl0_6 | ~spl0_187), 18.34/3.84 inference(avatar_split_clause,[],[f10054,f3083,f61,f36,f11930,f5969,f4634,f2374])). 18.34/3.84 thf(f11940,plain,( 18.34/3.84 spl0_258 | spl0_28 | spl0_29 | ~spl0_45 | spl0_172 | ~spl0_256 | ~spl0_261), 18.34/3.84 inference(avatar_split_clause,[],[f11751,f4786,f4683,f2942,f437,f291,f283,f4715])). 18.34/3.84 thf(f12732,plain,( 18.34/3.84 (c3 != c3) | (c1 = ((g @ c5 @ c5))) | ~spl0_214), 18.34/3.84 inference(superposition,[],[f20,f3708])). 18.34/3.84 thf(f12739,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c5))) | ~spl0_214), 18.34/3.84 inference(trivial_inequality_removal,[],[f12732])). 18.34/3.84 thf(f12741,definition,( 18.34/3.84 spl0_329 <=> (c1 = ((g @ c5 @ c5)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_329])],[avatar_definition])). 18.34/3.84 thf(f12744,plain,( 18.34/3.84 spl0_329 | ~spl0_214), 18.34/3.84 inference(avatar_split_clause,[],[f12739,f3706,f12741])). 18.34/3.84 thf(f12752,definition,( 18.34/3.84 (c2 != ((g @ c8 @ c4))) | (c3 != ((g @ c8 @ c4))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12756,definition,( 18.34/3.84 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12760,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12786,definition,( 18.34/3.84 (c3 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c4 != ((s @ c3))) | (c3 != ((s @ c2))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12787,definition,( 18.34/3.84 (c3 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12794,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12796,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12808,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c1 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c2 != ((s @ c1))) | (c1 = ((s @ (s @ c5))))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12810,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c3 != ((s @ c2))) | (c4 != ((s @ c3))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c2 != ((s @ c1))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f12875,definition,( 18.34/3.84 spl0_331 <=> (c4 = ((g @ (s @ (s @ c5)) @ c5)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_331])],[avatar_definition])). 18.34/3.84 thf(f12878,plain,( 18.34/3.84 spl0_288 | spl0_147 | spl0_331 | spl0_156 | ~spl0_2 | ~spl0_4 | ~spl0_187), 18.34/3.84 inference(avatar_split_clause,[],[f9707,f3083,f51,f41,f2848,f12875,f2442,f6053])). 18.34/3.84 thf(f12937,plain,( 18.34/3.84 spl0_161 | ~spl0_2 | ~spl0_298), 18.34/3.84 inference(avatar_split_clause,[],[f11184,f6902,f41,f2869])). 18.34/3.84 thf(f12950,plain,( 18.34/3.84 spl0_174 | ~spl0_4 | ~spl0_326), 18.34/3.84 inference(avatar_split_clause,[],[f11261,f10935,f51,f2950])). 18.34/3.84 thf(f13145,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (~spl0_2 | spl0_21 | spl0_24 | spl0_26 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f4301,f275])). 18.34/3.84 thf(f13162,plain,( 18.34/3.84 (c3 = ((g @ c4 @ c1))) | (c2 = ((g @ c4 @ c1))) | (c2 = ((g @ c5 @ c2))) | (~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_196 | spl0_252)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f6151,f3368])). 18.34/3.84 thf(f13513,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c2))) | (c1 = ((g @ c5 @ c2))) | (~spl0_2 | spl0_21 | spl0_24 | spl0_26 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112 | spl0_196)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f13145,f3368])). 18.34/3.84 thf(f13526,plain,( 18.34/3.84 spl0_195 | spl0_152 | spl0_111 | ~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_196 | spl0_252), 18.34/3.84 inference(avatar_split_clause,[],[f13162,f4482,f3367,f899,f536,f415,f265,f41,f1273,f2755,f3363])). 18.34/3.84 thf(f13714,plain,( 18.34/3.84 spl0_197 | spl0_195 | ~spl0_2 | spl0_21 | spl0_24 | spl0_26 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112 | spl0_196), 18.34/3.84 inference(avatar_split_clause,[],[f13513,f3367,f1278,f899,f536,f415,f274,f265,f254,f41,f3363,f3371])). 18.34/3.84 thf(f13861,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (c2 != c2) | (c2 = ((g @ c5 @ c2))) | (~spl0_42 | spl0_113)), 18.34/3.84 inference(superposition,[],[f1283,f416])). 18.34/3.84 thf(f13866,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (~spl0_42 | spl0_113)), 18.34/3.84 inference(trivial_inequality_removal,[],[f13861])). 18.34/3.84 thf(f13867,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (~spl0_42 | spl0_113 | spl0_196)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f13866,f3368])). 18.34/3.84 thf(f13868,plain,( 18.34/3.84 spl0_197 | spl0_195 | ~spl0_42 | spl0_113 | spl0_196), 18.34/3.84 inference(avatar_split_clause,[],[f13867,f3367,f1282,f415,f3363,f3371])). 18.34/3.84 thf(f13962,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (c3 = c2) | (c3 = ((g @ c5 @ c2))) | (~spl0_42 | ~spl0_151)), 18.34/3.84 inference(superposition,[],[f2753,f416])). 18.34/3.84 thf(f13977,plain,( 18.34/3.84 (c2 = ((g @ c5 @ c2))) | (c1 = ((g @ c5 @ c2))) | (c3 = ((g @ c5 @ c2))) | (~spl0_42 | spl0_89 | ~spl0_151)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f13962,f901])). 18.34/3.84 thf(f13979,plain,( 18.34/3.84 (c1 = ((g @ c5 @ c2))) | (c2 = ((g @ c5 @ c2))) | (~spl0_42 | spl0_89 | ~spl0_151 | spl0_196)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f13977,f3368])). 18.34/3.84 thf(f13981,plain,( 18.34/3.84 spl0_195 | spl0_197 | ~spl0_42 | spl0_89 | ~spl0_151 | spl0_196), 18.34/3.84 inference(avatar_split_clause,[],[f13979,f3367,f2751,f899,f415,f3371,f3363])). 18.34/3.84 thf(f14263,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ c5) @ c5))) | (c3 = c2) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_53 | ~spl0_283)), 18.34/3.84 inference(superposition,[],[f6002,f2470])). 18.34/3.84 thf(f14283,plain,( 18.34/3.84 (c3 = c2) | (c2 = ((g @ (s @ c5) @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_53 | spl0_216 | ~spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f14263,f3715])). 18.34/3.84 thf(f14285,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_53 | spl0_89 | spl0_216 | ~spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f14283,f901])). 18.34/3.84 thf(f14287,plain,( 18.34/3.84 spl0_214 | spl0_215 | ~spl0_53 | spl0_89 | spl0_216 | ~spl0_283), 18.34/3.84 inference(avatar_split_clause,[],[f14285,f6000,f3714,f899,f470,f3710,f3706])). 18.34/3.84 thf(f14467,plain,( 18.34/3.84 (c2 = ((g @ c3 @ c5))) | (c3 = c4) | (c2 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (~spl0_4 | spl0_26 | spl0_39 | ~spl0_209)), 18.34/3.84 inference(superposition,[],[f3092,f3642])). 18.34/3.84 thf(f14546,definition,( 18.34/3.84 (c4 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f14559,plain,( 18.34/3.84 (c2 = ((g @ c3 @ c5))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ (s @ c5)))) | (~spl0_4 | spl0_26 | spl0_29 | spl0_39 | ~spl0_209)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f14467,f293])). 18.34/3.84 thf(f14564,plain,( 18.34/3.84 spl0_316 | spl0_232 | spl0_182 | ~spl0_4 | spl0_26 | spl0_29 | spl0_39 | ~spl0_209), 18.34/3.84 inference(avatar_split_clause,[],[f14559,f3640,f340,f291,f274,f51,f3025,f4093,f9417])). 18.34/3.84 thf(f14594,plain,( 18.34/3.84 (c3 != c3) | (c1 = ((g @ c3 @ c8))) | (~spl0_4 | ~spl0_106)), 18.34/3.84 inference(superposition,[],[f138,f1180])). 18.34/3.84 thf(f14599,plain,( 18.34/3.84 (c1 = ((g @ c3 @ c8))) | (~spl0_4 | ~spl0_106)), 18.34/3.84 inference(trivial_inequality_removal,[],[f14594])). 18.34/3.84 thf(f14657,plain,( 18.34/3.84 (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (~spl0_8 | ~spl0_17 | spl0_32 | spl0_82 | ~spl0_191)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f4437,f311])). 18.34/3.84 thf(f14676,plain,( 18.34/3.84 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (c4 = c2) | (~spl0_8 | ~spl0_17 | spl0_32 | spl0_82 | ~spl0_121 | ~spl0_191)), 18.34/3.84 inference(forward_demodulation,[],[f14657,f1469])). 18.34/3.84 thf(f14686,plain,( 18.34/3.84 (c1 = ((g @ (s @ (s @ c5)) @ (s @ (s @ c5))))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (~spl0_8 | ~spl0_17 | spl0_28 | spl0_32 | spl0_82 | ~spl0_121 | ~spl0_191)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f14676,f285])). 18.34/3.84 thf(f14688,plain,( 18.34/3.84 spl0_227 | spl0_250 | ~spl0_8 | ~spl0_17 | spl0_28 | spl0_32 | spl0_82 | ~spl0_121 | ~spl0_191), 18.34/3.84 inference(avatar_split_clause,[],[f14686,f3252,f1467,f769,f310,f283,f155,f71,f4453,f3998])). 18.34/3.84 thf(f14939,plain,( 18.34/3.84 (c2 != c2) | (c3 = c8) | (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (~spl0_33 | spl0_231)), 18.34/3.84 inference(superposition,[],[f4084,f316])). 18.34/3.84 thf(f14967,plain,( 18.34/3.84 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (c3 != c3) | (~spl0_4 | ~spl0_235)), 18.34/3.84 inference(superposition,[],[f138,f4151])). 18.34/3.84 thf(f14974,plain,( 18.34/3.84 (c1 = ((g @ c3 @ (s @ (s @ c5))))) | (~spl0_4 | ~spl0_235)), 18.34/3.84 inference(trivial_inequality_removal,[],[f14967])). 18.34/3.84 thf(f14977,plain,( 18.34/3.84 spl0_247 | ~spl0_4 | ~spl0_235), 18.34/3.84 inference(avatar_split_clause,[],[f14974,f4149,f51,f4432])). 18.34/3.84 thf(f15017,plain,( 18.34/3.84 (c2 != c2) | (c8 = c5) | (c3 = ((g @ c5 @ c8))) | (c3 = ((g @ (s @ c5) @ c8))) | (~spl0_17 | spl0_32 | spl0_243)), 18.34/3.84 inference(superposition,[],[f4401,f3156])). 18.34/3.84 thf(f15029,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c8))) | (c8 = c5) | (c3 = ((g @ c5 @ c8))) | (~spl0_17 | spl0_32 | spl0_243)), 18.34/3.84 inference(trivial_inequality_removal,[],[f15017])). 18.34/3.84 thf(f15031,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = c3) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | ~spl0_247)), 18.34/3.84 inference(superposition,[],[f4434,f3094])). 18.34/3.84 thf(f15055,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (c1 = c3) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | spl0_240 | ~spl0_247)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f15031,f4223])). 18.34/3.84 thf(f15060,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_26 | spl0_34 | spl0_240 | ~spl0_247)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f15055,f275])). 18.34/3.84 thf(f15064,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_26 | spl0_34 | spl0_239 | spl0_240 | ~spl0_247)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f15060,f4214])). 18.34/3.84 thf(f15067,plain,( 18.34/3.84 spl0_241 | ~spl0_1 | spl0_21 | spl0_26 | spl0_34 | spl0_239 | spl0_240 | ~spl0_247), 18.34/3.84 inference(avatar_split_clause,[],[f15064,f4432,f4222,f4213,f320,f274,f254,f36,f4226])). 18.34/3.84 thf(f15100,plain,( 18.34/3.84 (c3 != c3) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_241)), 18.34/3.84 inference(superposition,[],[f140,f4228])). 18.34/3.84 thf(f15107,plain,( 18.34/3.84 (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_6 | ~spl0_241)), 18.34/3.84 inference(trivial_inequality_removal,[],[f15100])). 18.34/3.84 thf(f15108,plain,( 18.34/3.84 (c1 = c2) | (~spl0_6 | ~spl0_221 | ~spl0_241)), 18.34/3.84 inference(forward_demodulation,[],[f15107,f3808])). 18.34/3.84 thf(f15111,plain,( 18.34/3.84 $false | (~spl0_6 | spl0_21 | ~spl0_221 | ~spl0_241)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f15108,f255])). 18.34/3.84 thf(f15112,plain,( 18.34/3.84 ~spl0_6 | spl0_21 | ~spl0_221 | ~spl0_241), 18.34/3.84 inference(avatar_contradiction_clause,[],[f15111])). 18.34/3.84 thf(f15119,definition,( 18.34/3.84 (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c2 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15121,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c2 != ((g @ c3 @ (s @ (s @ c5))))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15123,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c2 @ c8))) | (c4 != ((g @ c2 @ c8))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15124,definition,( 18.34/3.84 (c1 != ((g @ c2 @ c8))) | (c4 != ((g @ c2 @ c8))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15126,definition,( 18.34/3.84 (c4 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15127,definition,( 18.34/3.84 (c4 != ((g @ c2 @ c2))) | (c3 != ((g @ c2 @ c2))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15128,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c2 != ((g @ (s @ c5) @ (s @ c5)))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15129,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c3 != ((s @ c2))) | (c2 != ((g @ (s @ c5) @ (s @ c5)))) | (c2 != ((s @ c1))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15130,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ (s @ c5)))) | (c2 != ((g @ (s @ c5) @ (s @ c5)))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15133,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15134,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c5))) | (c4 != ((g @ c5 @ c5))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15135,definition,( 18.34/3.84 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15137,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c2 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15156,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c8))) | (c3 = ((g @ (s @ c5) @ c8))) | (~spl0_17 | spl0_32 | spl0_37 | spl0_243)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f15029,f332])). 18.34/3.84 thf(f15201,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c1 @ c5))) | (~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | spl0_213)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f6712,f3678])). 18.34/3.84 thf(f15208,plain,( 18.34/3.84 (c2 = ((g @ (s @ (s @ c5)) @ c1))) | (c3 = ((g @ c8 @ c2))) | (c1 = ((g @ (s @ c5) @ c2))) | (~spl0_1 | ~spl0_6 | spl0_28 | ~spl0_156 | ~spl0_187)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f10060,f285])). 18.34/3.84 thf(f15283,plain,( 18.34/3.84 spl0_86 | spl0_238 | ~spl0_17 | spl0_32 | spl0_37 | spl0_243), 18.34/3.84 inference(avatar_split_clause,[],[f15156,f4400,f331,f310,f155,f4162,f834])). 18.34/3.84 thf(f15311,plain,( 18.34/3.84 spl0_253 | spl0_185 | ~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | spl0_213), 18.34/3.84 inference(avatar_split_clause,[],[f15201,f3677,f769,f315,f310,f283,f61,f3040,f4588])). 18.34/3.84 thf(f15317,plain,( 18.34/3.84 spl0_254 | spl0_144 | spl0_281 | ~spl0_1 | ~spl0_6 | spl0_28 | ~spl0_156 | ~spl0_187), 18.34/3.84 inference(avatar_split_clause,[],[f15208,f3083,f2848,f283,f61,f36,f5969,f2374,f4634])). 18.34/3.84 thf(f15433,definition,( 18.34/3.84 (c1 != ((g @ (s @ (s @ c5)) @ c1))) | (c2 != ((g @ (s @ (s @ c5)) @ c1))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15435,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ (s @ c5)) @ c1))) | (c2 != ((g @ (s @ (s @ c5)) @ c1))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15437,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c2 @ c4))) | (c4 != ((g @ c2 @ c4))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15438,definition,( 18.34/3.84 (c1 != ((g @ c2 @ c4))) | (c4 != ((g @ c2 @ c4))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15439,definition,( 18.34/3.84 (c3 != ((g @ c2 @ c4))) | (c2 != ((g @ c2 @ c4))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15440,definition,( 18.34/3.84 (c3 != ((g @ c3 @ c3))) | (c4 != ((g @ c3 @ c3))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15442,definition,( 18.34/3.84 (c4 != ((g @ c1 @ c5))) | (c2 != ((g @ c1 @ c5))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15445,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c2))) | (c3 != ((g @ (s @ c5) @ c2))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15446,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c2))) | (c3 != ((g @ (s @ c5) @ c2))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15449,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c1 != ((g @ (s @ c5) @ c2))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ (s @ c5) @ c2))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15450,definition,( 18.34/3.84 (c4 != ((g @ c2 @ c8))) | (c3 != ((g @ c2 @ c8))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15484,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15485,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c4))) | (c3 != ((g @ (s @ c5) @ c4))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15488,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c1 != ((g @ (s @ c5) @ c4))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ (s @ c5) @ c4))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15503,definition,( 18.34/3.84 (c1 != ((g @ c5 @ (s @ (s @ c5))))) | (c3 != ((g @ c5 @ (s @ (s @ c5))))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15506,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c1 != ((g @ c5 @ (s @ (s @ c5))))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ c5 @ (s @ (s @ c5))))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15508,definition,( 18.34/3.84 (c4 != ((g @ c4 @ c8))) | (c3 != ((g @ c4 @ c8))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15515,definition,( 18.34/3.84 (c4 != ((g @ (s @ (s @ c5)) @ c4))) | (c2 != ((g @ (s @ (s @ c5)) @ c4))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15517,definition,( 18.34/3.84 (c2 != ((g @ c4 @ c2))) | (c3 != ((g @ c4 @ c2))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15519,definition,( 18.34/3.84 (c3 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c2 = ((g @ c4 @ c3)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15529,definition,( 18.34/3.84 (c3 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15532,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c3 != ((g @ c3 @ c3))) | (c1 != ((g @ c3 @ c3))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15533,definition,( 18.34/3.84 (c3 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15534,definition,( 18.34/3.84 (c4 != ((g @ c2 @ c4))) | (c3 != ((g @ c2 @ c4))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15535,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c2))) | (c4 != ((g @ (s @ c5) @ c2))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15536,definition,( 18.34/3.84 (c1 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15538,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ c2))) | (c2 != ((g @ c4 @ c2))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15543,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c2 != ((g @ c4 @ c2))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c1 != ((g @ c4 @ c2))) | (c1 = ((g @ c4 @ c3)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15546,definition,( 18.34/3.84 (c1 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15548,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ c4))) | (c2 != ((g @ c4 @ c4))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f15672,plain,( 18.34/3.84 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f8659,f6001])). 18.34/3.84 thf(f15679,plain,( 18.34/3.84 (c2 = ((g @ c8 @ (s @ c5)))) | (c2 = ((g @ c8 @ (s @ (s @ c5))))) | (spl0_28 | spl0_188 | ~spl0_230 | ~spl0_262 | spl0_270 | spl0_272)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f9295,f285])). 18.34/3.84 thf(f15695,plain,( 18.34/3.84 spl0_172 | spl0_258 | spl0_257 | ~spl0_45 | spl0_220), 18.34/3.84 inference(avatar_split_clause,[],[f11373,f3774,f437,f4711,f4715,f2942])). 18.34/3.84 thf(f15761,plain,( 18.34/3.84 spl0_251 | ~spl0_6 | ~spl0_241), 18.34/3.84 inference(avatar_split_clause,[],[f15107,f4226,f61,f4458])). 18.34/3.84 thf(f15766,plain,( 18.34/3.84 (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f8635,f6001])). 18.34/3.84 thf(f15840,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c3))) | (spl0_29 | ~spl0_45 | spl0_258 | ~spl0_261)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f10670,f293])). 18.34/3.84 thf(f15952,plain,( 18.34/3.84 (c3 = ((g @ c5 @ c4))) | (c2 = ((g @ c5 @ c4))) | (spl0_29 | ~spl0_45 | spl0_89 | ~spl0_161 | ~spl0_261)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f10884,f901])). 18.34/3.84 thf(f15971,plain,( 18.34/3.84 spl0_229 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | ~spl0_262 | spl0_283), 18.34/3.84 inference(avatar_split_clause,[],[f15672,f6000,f4810,f4002,f3086,f3083,f899,f310,f283,f265,f155,f90,f56,f4006])). 18.34/3.84 thf(f15975,plain,( 18.34/3.84 spl0_228 | spl0_227 | spl0_28 | spl0_188 | ~spl0_230 | ~spl0_262 | spl0_270 | spl0_272), 18.34/3.84 inference(avatar_split_clause,[],[f15679,f5117,f5109,f4810,f4013,f3086,f283,f3998,f4002])). 18.34/3.84 thf(f16016,plain,( 18.34/3.84 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c3 = ((g @ c8 @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_283)), 18.34/3.84 inference(forward_demodulation,[],[f15766,f157])). 18.34/3.84 thf(f16055,plain,( 18.34/3.84 spl0_257 | spl0_172 | spl0_29 | ~spl0_45 | spl0_258 | ~spl0_261), 18.34/3.84 inference(avatar_split_clause,[],[f15840,f4786,f4715,f437,f291,f2942,f4711])). 18.34/3.84 thf(f16113,plain,( 18.34/3.84 spl0_258 | spl0_172 | spl0_29 | ~spl0_45 | spl0_89 | ~spl0_161 | ~spl0_261), 18.34/3.84 inference(avatar_split_clause,[],[f15952,f4786,f2869,f899,f437,f291,f2942,f4715])). 18.34/3.84 thf(f16138,plain,( 18.34/3.84 (c3 = c5) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (~spl0_5 | ~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_283)), 18.34/3.84 inference(forward_demodulation,[],[f16016,f58])). 18.34/3.84 thf(f16188,plain,( 18.34/3.84 (c3 = ((g @ (s @ (s @ c5)) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f16138,f92])). 18.34/3.84 thf(f16209,plain,( 18.34/3.84 spl0_229 | spl0_308 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_283), 18.34/3.84 inference(avatar_split_clause,[],[f16188,f6000,f4002,f3086,f3083,f899,f310,f283,f155,f90,f56,f8592,f4006])). 18.34/3.84 thf(f16661,plain,( 18.34/3.84 (c1 = ((s @ c5))) | (c3 = c2) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ c5) @ c1))) | (~spl0_57 | ~spl0_281)), 18.34/3.84 inference(superposition,[],[f5971,f1251])). 18.34/3.84 thf(f16677,plain,( 18.34/3.84 (c3 = c2) | (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ c5) @ c1))) | (~spl0_57 | spl0_213 | ~spl0_281)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f16661,f3678])). 18.34/3.84 thf(f16679,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c1))) | (c2 = ((g @ (s @ c5) @ c1))) | (~spl0_57 | spl0_89 | spl0_213 | ~spl0_281)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f16677,f901])). 18.34/3.84 thf(f16681,plain,( 18.34/3.84 spl0_211 | spl0_212 | ~spl0_57 | spl0_89 | spl0_213 | ~spl0_281), 18.34/3.84 inference(avatar_split_clause,[],[f16679,f5969,f3677,f899,f536,f3673,f3669])). 18.34/3.84 thf(f16866,plain,( 18.34/3.84 (c1 = ((s @ c5))) | (c3 = c8) | (c2 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c4 != c4) | (c3 = ((g @ c3 @ (s @ c5)))) | spl0_208), 18.34/3.84 inference(superposition,[],[f3621,f188])). 18.34/3.84 thf(f16873,plain,( 18.34/3.84 (c3 = c8) | (c1 = ((s @ c5))) | (c1 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ (s @ c5)))) | spl0_208), 18.34/3.84 inference(trivial_inequality_removal,[],[f16866])). 18.34/3.84 thf(f16877,plain,( 18.34/3.84 (c1 = ((s @ c5))) | (c3 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ (s @ c5)))) | (c1 = ((g @ c3 @ (s @ c5)))) | (spl0_39 | spl0_208)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f16873,f341])). 18.34/3.84 thf(f16881,plain,( 18.34/3.84 (c1 = ((g @ c3 @ (s @ c5)))) | (c2 = ((g @ c3 @ (s @ c5)))) | (c3 = ((g @ c3 @ (s @ c5)))) | (spl0_39 | spl0_208 | spl0_213)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f16877,f3678])). 18.34/3.84 thf(f16885,plain,( 18.34/3.84 spl0_232 | spl0_315 | spl0_316 | spl0_39 | spl0_208 | spl0_213), 18.34/3.84 inference(avatar_split_clause,[],[f16881,f3677,f3620,f340,f9417,f9413,f4093])). 18.34/3.84 thf(f17059,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c2))) | (c2 != ((g @ c5 @ c2))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17068,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17069,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c4))) | (c4 != ((g @ (s @ c5) @ c4))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17075,definition,( 18.34/3.84 (c4 != ((g @ (s @ c5) @ c5))) | (c3 != ((g @ (s @ c5) @ c5))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17076,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c2 @ c2))) | (c4 != ((g @ c2 @ c2))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17077,definition,( 18.34/3.84 (c1 != ((g @ c2 @ c2))) | (c4 != ((g @ c2 @ c2))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17078,definition,( 18.34/3.84 (c1 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17080,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c3 @ c3))) | (c2 != ((g @ c3 @ c3))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17087,definition,( 18.34/3.84 (c4 != ((g @ c3 @ c5))) | (c2 != ((g @ c3 @ c5))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17088,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17089,definition,( 18.34/3.84 (c1 != ((g @ (s @ (s @ c5)) @ c3))) | (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17094,definition,( 18.34/3.84 (c4 != ((g @ (s @ (s @ c5)) @ c2))) | (c2 != ((g @ (s @ (s @ c5)) @ c2))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17095,plain,( 18.34/3.84 (c3 = c8) | (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (~spl0_33 | spl0_231)), 18.34/3.84 inference(trivial_inequality_removal,[],[f14939])). 18.34/3.84 thf(f17149,plain,( 18.34/3.84 spl0_83 | ~spl0_4 | ~spl0_106), 18.34/3.84 inference(avatar_split_clause,[],[f14599,f1178,f51,f774])). 18.34/3.84 thf(f17153,plain,( 18.34/3.84 (c3 = ((g @ c3 @ c8))) | (c1 = ((g @ c3 @ c8))) | (~spl0_33 | spl0_39 | spl0_231)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17095,f341])). 18.34/3.84 thf(f17207,plain,( 18.34/3.84 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (spl0_21 | spl0_24 | spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229 | ~spl0_292)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f8598,f266])). 18.34/3.84 thf(f17227,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (c1 = ((g @ c3 @ c8))) | (~spl0_1 | ~spl0_6 | spl0_39 | spl0_104 | ~spl0_191 | spl0_240)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f7335,f4223])). 18.34/3.84 thf(f17233,plain,( 18.34/3.84 (c4 = c2) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f8565,f6001])). 18.34/3.84 thf(f17282,plain,( 18.34/3.84 (c1 = ((g @ c3 @ c8))) | (~spl0_33 | spl0_39 | spl0_104 | spl0_231)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17153,f1127])). 18.34/3.84 thf(f17313,plain,( 18.34/3.84 spl0_308 | spl0_313 | spl0_21 | spl0_24 | spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229 | ~spl0_292), 18.34/3.84 inference(avatar_split_clause,[],[f17207,f6237,f4006,f3086,f3083,f1462,f315,f283,f265,f254,f9006,f8592])). 18.34/3.84 thf(f17324,plain,( 18.34/3.84 (c1 = ((g @ c3 @ c8))) | (c1 = ((g @ c1 @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_6 | spl0_39 | spl0_104 | ~spl0_191 | spl0_239 | spl0_240)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17227,f4214])). 18.34/3.84 thf(f17326,plain,( 18.34/3.84 (c3 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ (s @ (s @ (s @ c5))) @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17233,f285])). 18.34/3.84 thf(f17352,plain,( 18.34/3.84 spl0_83 | ~spl0_33 | spl0_39 | spl0_104 | spl0_231), 18.34/3.84 inference(avatar_split_clause,[],[f17282,f4083,f1126,f340,f315,f774])). 18.34/3.84 thf(f17373,plain,( 18.34/3.84 spl0_83 | spl0_251 | ~spl0_1 | ~spl0_6 | spl0_39 | spl0_104 | ~spl0_191 | spl0_239 | spl0_240), 18.34/3.84 inference(avatar_split_clause,[],[f17324,f4222,f4213,f3252,f1126,f340,f61,f36,f4458,f774])). 18.34/3.84 thf(f17375,plain,( 18.34/3.84 (c3 = ((g @ c8 @ (s @ c5)))) | (c3 = ((g @ c8 @ c8))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283)), 18.34/3.84 inference(forward_demodulation,[],[f17326,f157])). 18.34/3.84 thf(f17400,plain,( 18.34/3.84 (c3 = c5) | (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_5 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283)), 18.34/3.84 inference(forward_demodulation,[],[f17375,f58])). 18.34/3.84 thf(f17409,plain,( 18.34/3.84 (c3 = ((g @ c8 @ (s @ c5)))) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17400,f92])). 18.34/3.84 thf(f17412,plain,( 18.34/3.84 spl0_313 | spl0_308 | ~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283), 18.34/3.84 inference(avatar_split_clause,[],[f17409,f6000,f4006,f3086,f3083,f310,f283,f155,f90,f56,f8592,f9006])). 18.34/3.84 thf(f17582,plain,( 18.34/3.84 (c4 = ((g @ c8 @ (s @ (s @ (s @ c5)))))) | (c2 != c2) | ~spl0_227), 18.34/3.84 inference(superposition,[],[f22,f4000])). 18.34/3.84 thf(f17585,plain,( 18.34/3.84 (c4 = ((g @ c8 @ (s @ (s @ (s @ c5)))))) | ~spl0_227), 18.34/3.84 inference(trivial_inequality_removal,[],[f17582])). 18.34/3.84 thf(f17586,plain,( 18.34/3.84 (c4 = ((g @ c8 @ c8))) | (~spl0_17 | ~spl0_227)), 18.34/3.84 inference(forward_demodulation,[],[f17585,f157])). 18.34/3.84 thf(f17588,definition,( 18.34/3.84 spl0_335 <=> (c4 = ((g @ c8 @ c8)))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_335])],[avatar_definition])). 18.34/3.84 thf(f17591,plain,( 18.34/3.84 spl0_335 | ~spl0_17 | ~spl0_227), 18.34/3.84 inference(avatar_split_clause,[],[f17586,f3998,f155,f17588])). 18.34/3.84 thf(f17592,definition,( 18.34/3.84 (c5 != ((g @ c8 @ c8))) | (c4 != ((g @ c8 @ c8))) | (c4 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17598,definition,( 18.34/3.84 (c3 != ((g @ c8 @ (s @ c5)))) | (c2 != ((g @ c8 @ (s @ c5)))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17599,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ c4))) | (c4 != ((g @ c4 @ c4))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17600,definition,( 18.34/3.84 (c1 != ((g @ c4 @ c4))) | (c4 != ((g @ c4 @ c4))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17603,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c8))) | (c3 != ((g @ (s @ c5) @ c8))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17606,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c4 != ((s @ c3))) | (c2 != ((s @ c1))) | (c5 != ((g @ c1 @ c1))) | (c5 != ((s @ c4))) | (c1 != ((g @ (s @ c5) @ c8))) | (c3 != ((s @ c2))) | (c3 != ((g @ (s @ c5) @ c8))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f17982,plain,( 18.34/3.84 (c1 = c4) | (c3 = c8) | (c1 = ((g @ c3 @ c4))) | (c4 != c4) | (c2 = ((g @ c3 @ c4))) | (c3 = ((g @ c3 @ c4))) | spl0_204), 18.34/3.84 inference(superposition,[],[f3541,f188])). 18.34/3.84 thf(f17989,plain,( 18.34/3.84 (c3 = c8) | (c1 = ((g @ c3 @ c4))) | (c3 = ((g @ c3 @ c4))) | (c1 = c4) | (c2 = ((g @ c3 @ c4))) | spl0_204), 18.34/3.84 inference(trivial_inequality_removal,[],[f17982])). 18.34/3.84 thf(f18378,plain,( 18.34/3.84 (c2 = ((g @ c1 @ c5))) | (c1 = c4) | (c3 = ((g @ c2 @ (s @ c5)))) | (c1 = ((s @ c5))) | (~spl0_6 | spl0_32 | ~spl0_251)), 18.34/3.84 inference(superposition,[],[f3796,f4460])). 18.34/3.84 thf(f18394,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ c5)))) | (c1 = ((s @ c5))) | (c1 = c4) | (~spl0_6 | spl0_32 | spl0_185 | ~spl0_251)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18378,f3041])). 18.34/3.84 thf(f18400,plain,( 18.34/3.84 (c1 = c4) | (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_32 | spl0_185 | spl0_213 | ~spl0_251)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18394,f3678])). 18.34/3.84 thf(f18406,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ c5)))) | (~spl0_6 | spl0_24 | spl0_32 | spl0_185 | spl0_213 | ~spl0_251)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18400,f266])). 18.34/3.84 thf(f18412,plain,( 18.34/3.84 spl0_253 | ~spl0_6 | spl0_24 | spl0_32 | spl0_185 | spl0_213 | ~spl0_251), 18.34/3.84 inference(avatar_split_clause,[],[f18406,f4458,f3677,f3040,f310,f265,f61,f4588])). 18.34/3.84 thf(f18473,plain,( 18.34/3.84 (c2 = ((g @ (s @ (s @ c5)) @ c5))) | (c1 = c4) | (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_187 | ~spl0_250)), 18.34/3.84 inference(superposition,[],[f5453,f4455])). 18.34/3.84 thf(f18477,plain,( 18.34/3.84 (c1 = ((s @ c5))) | (c1 = c3) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | ~spl0_250), 18.34/3.84 inference(superposition,[],[f2598,f4455])). 18.34/3.84 thf(f18497,plain,( 18.34/3.84 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c1 = c4) | (c3 = ((g @ c8 @ (s @ c5)))) | (~spl0_187 | ~spl0_250 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18473,f6001])). 18.34/3.84 thf(f18504,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c8 = ((s @ (s @ c5)))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c1 = c3) | (spl0_213 | ~spl0_250)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18477,f3678])). 18.34/3.84 thf(f18511,plain,( 18.34/3.84 (c1 = ((g @ (s @ c5) @ (s @ c5)))) | (c3 = ((g @ c8 @ (s @ c5)))) | (spl0_24 | ~spl0_187 | ~spl0_250 | spl0_283)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18497,f266])). 18.34/3.84 thf(f18518,plain,( 18.34/3.84 (c1 = c3) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (spl0_213 | ~spl0_250 | spl0_272)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18504,f5118])). 18.34/3.84 thf(f18530,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (c8 = ((s @ (s @ c5)))) | (spl0_26 | spl0_213 | ~spl0_250 | spl0_272)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18518,f275])). 18.34/3.84 thf(f18541,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ (s @ (s @ c5))))) | (c2 = ((g @ (s @ c5) @ (s @ c5)))) | (spl0_26 | spl0_188 | spl0_213 | ~spl0_250 | spl0_272)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f18530,f3087])). 18.34/3.84 thf(f18550,plain,( 18.34/3.84 spl0_271 | spl0_270 | spl0_26 | spl0_188 | spl0_213 | ~spl0_250 | spl0_272), 18.34/3.84 inference(avatar_split_clause,[],[f18541,f5117,f4453,f3677,f3086,f274,f5109,f5113])). 18.34/3.84 thf(f18554,definition,( 18.34/3.84 (c4 != ((s @ c3))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 != ((g @ c5 @ c5))) | (c3 != ((g @ c5 @ c5))) | (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c2 = ((s @ c5)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18555,definition,( 18.34/3.84 (c1 != ((g @ c5 @ c5))) | (c3 != ((g @ c5 @ c5))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18558,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c2 != ((s @ c1))) | (c4 != ((s @ c3))) | (c1 != ((g @ c5 @ c5))) | (c5 != ((g @ c1 @ c1))) | (c3 != ((g @ c5 @ c5))) | (c5 != ((s @ c4))) | (c3 != ((s @ c2))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18559,definition,( 18.34/3.84 (c4 != ((g @ c5 @ c3))) | (c2 != ((g @ c5 @ c3))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18560,definition,( 18.34/3.84 (c4 != ((g @ c8 @ (s @ c5)))) | (c3 != ((g @ c8 @ (s @ c5)))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18561,definition,( 18.34/3.84 (c4 != ((g @ c3 @ c5))) | (c3 != ((g @ c3 @ c5))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f18610,plain,( 18.34/3.84 spl0_308 | spl0_313 | spl0_24 | ~spl0_187 | ~spl0_250 | spl0_283), 18.34/3.84 inference(avatar_split_clause,[],[f18511,f6000,f4453,f3083,f265,f9006,f8592])). 18.34/3.84 thf(f18845,plain,( 18.34/3.84 (c4 = ((g @ c3 @ (s @ (s @ c5))))) | (c2 != c2) | ~spl0_232), 18.34/3.84 inference(superposition,[],[f22,f4095])). 18.34/3.84 thf(f18850,plain,( 18.34/3.84 (c4 = ((g @ c3 @ (s @ (s @ c5))))) | ~spl0_232), 18.34/3.84 inference(trivial_inequality_removal,[],[f18845])). 18.34/3.84 thf(f18852,definition,( 18.34/3.84 spl0_336 <=> (c4 = ((g @ c3 @ (s @ (s @ c5)))))), 18.34/3.84 introduced(definition,[new_symbols(definition,[spl0_336])],[avatar_definition])). 18.34/3.84 thf(f18855,plain,( 18.34/3.84 spl0_336 | ~spl0_232), 18.34/3.84 inference(avatar_split_clause,[],[f18850,f4093,f18852])). 18.34/3.84 thf(f18990,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 != c1) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | spl0_248)), 18.34/3.84 inference(superposition,[],[f4442,f4195])). 18.34/3.84 thf(f18997,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c1 = c2) | (c2 = ((g @ c2 @ (s @ c5)))) | (c1 != c1) | (c8 = c2) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | spl0_248), 18.34/3.84 inference(superposition,[],[f4442,f639])). 18.34/3.84 thf(f19005,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ c5)))) | (c1 = c2) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c8 = c2) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | spl0_248), 18.34/3.84 inference(trivial_inequality_removal,[],[f18997])). 18.34/3.84 thf(f19007,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ c5)))) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | spl0_248)), 18.34/3.84 inference(trivial_inequality_removal,[],[f18990])). 18.34/3.84 thf(f19010,plain,( 18.34/3.84 (c1 = c2) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (c8 = c2) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (spl0_240 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19005,f4223])). 18.34/3.84 thf(f19012,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | spl0_240 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19007,f4223])). 18.34/3.84 thf(f19015,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (c8 = c2) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (spl0_21 | spl0_240 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19010,f255])). 18.34/3.84 thf(f19017,plain,( 18.34/3.84 (c3 = ((g @ c2 @ (s @ (s @ c5))))) | (~spl0_1 | spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19012,f4214])). 18.34/3.84 thf(f19020,plain,( 18.34/3.84 (c8 = c2) | (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (spl0_21 | spl0_240 | spl0_241 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19015,f4227])). 18.34/3.84 thf(f19026,plain,( 18.34/3.84 (c2 = ((g @ c2 @ (s @ (s @ c5))))) | (spl0_21 | spl0_34 | spl0_240 | spl0_241 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19020,f321])). 18.34/3.84 thf(f19032,plain,( 18.34/3.84 $false | (spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_241 | spl0_248)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19026,f4214])). 18.34/3.84 thf(f19033,plain,( 18.34/3.84 spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_241 | spl0_248), 18.34/3.84 inference(avatar_contradiction_clause,[],[f19032])). 18.34/3.84 thf(f19051,plain,( 18.34/3.84 (c1 != c1) | (c3 = ((g @ (s @ c2) @ (s @ (s @ c5))))) | ~spl0_248), 18.34/3.84 inference(superposition,[],[f19,f4443])). 18.34/3.84 thf(f19057,plain,( 18.34/3.84 (c3 = ((g @ (s @ c2) @ (s @ (s @ c5))))) | ~spl0_248), 18.34/3.84 inference(trivial_inequality_removal,[],[f19051])). 18.34/3.84 thf(f19058,plain,( 18.34/3.84 (c3 = ((g @ c3 @ (s @ (s @ c5))))) | (~spl0_1 | ~spl0_248)), 18.34/3.84 inference(forward_demodulation,[],[f19057,f38])). 18.34/3.84 thf(f19061,plain,( 18.34/3.84 spl0_233 | ~spl0_1 | ~spl0_248), 18.34/3.84 inference(avatar_split_clause,[],[f19058,f4441,f36,f4097])). 18.34/3.84 thf(f19076,definition,( 18.34/3.84 (c4 != ((g @ c3 @ (s @ (s @ c5))))) | (c3 != ((g @ c3 @ (s @ (s @ c5))))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19077,definition,( 18.34/3.84 (c1 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19079,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c2 @ (s @ c5)))) | (c2 != ((g @ c2 @ (s @ c5)))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19083,definition,( 18.34/3.84 (c1 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19084,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c3 != ((s @ c2))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c2 != ((s @ c1))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19085,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ c4 @ (s @ c5)))) | (c2 != ((g @ c4 @ (s @ c5)))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19088,definition,( 18.34/3.84 (c4 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 != ((s @ c8))) | (c5 != ((s @ c4))) | (c2 != ((s @ c1))) | (c2 = c5)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19089,definition,( 18.34/3.84 (c4 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 != ((g @ c3 @ (s @ (s @ c5))))) | (c1 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19090,definition,( 18.34/3.84 (c2 != ((g @ c3 @ c5))) | (c3 != ((g @ c3 @ c5))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19091,definition,( 18.34/3.84 (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (c1 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19092,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c4))) | (c3 != ((s @ c2))) | (c2 != ((g @ (s @ c5) @ c4))) | (c2 != ((s @ c1))) | (c1 = c3)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19093,definition,( 18.34/3.84 (c1 != ((s @ c8))) | (c1 != ((g @ (s @ c5) @ c4))) | (c2 != ((g @ (s @ c5) @ c4))) | (c3 != ((s @ c2))) | (c2 != ((s @ c1))) | (c3 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19097,definition,( 18.34/3.84 (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c2 != ((g @ (s @ (s @ c5)) @ c5))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19129,plain,( 18.34/3.84 spl0_241 | ~spl0_1 | spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_248), 18.34/3.84 inference(avatar_split_clause,[],[f19017,f4441,f4222,f4213,f320,f254,f36,f4226])). 18.34/3.84 thf(f19169,plain,( 18.34/3.84 (c3 = ((g @ c8 @ c4))) | (c2 = ((g @ (s @ (s @ c5)) @ c3))) | (c1 = ((g @ (s @ c5) @ c4))) | (~spl0_2 | ~spl0_4 | spl0_24 | ~spl0_120 | ~spl0_187)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f9711,f266])). 18.34/3.84 thf(f19214,plain,( 18.34/3.84 (c1 = ((g @ c3 @ c4))) | (c3 = ((g @ c3 @ c4))) | (c1 = c4) | (c2 = ((g @ c3 @ c4))) | (spl0_39 | spl0_204)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f17989,f341])). 18.34/3.84 thf(f19282,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ c8 @ c2))) | (c2 = ((g @ c8 @ c3))) | (c3 = c8) | (~spl0_1 | spl0_217 | spl0_218 | ~spl0_230)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f5949,f3744])). 18.34/3.84 thf(f19337,plain,( 18.34/3.84 spl0_156 | spl0_288 | spl0_147 | ~spl0_2 | ~spl0_4 | spl0_24 | ~spl0_120 | ~spl0_187), 18.34/3.84 inference(avatar_split_clause,[],[f19169,f3083,f1462,f265,f51,f41,f2442,f6053,f2848])). 18.34/3.84 thf(f19358,plain,( 18.34/3.84 (c3 = ((g @ c3 @ c4))) | (c1 = ((g @ c3 @ c4))) | (c2 = ((g @ c3 @ c4))) | (spl0_24 | spl0_39 | spl0_204)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19214,f266])). 18.34/3.84 thf(f19393,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ c8 @ c2))) | (c2 = ((g @ c8 @ c3))) | (~spl0_1 | spl0_39 | spl0_217 | spl0_218 | ~spl0_230)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19282,f341])). 18.34/3.84 thf(f19418,plain,( 18.34/3.84 spl0_169 | spl0_326 | spl0_175 | spl0_24 | spl0_39 | spl0_204), 18.34/3.84 inference(avatar_split_clause,[],[f19358,f3540,f340,f265,f2955,f10935,f2928])). 18.34/3.84 thf(f19428,plain,( 18.34/3.84 spl0_92 | spl0_95 | spl0_219 | ~spl0_1 | spl0_39 | spl0_217 | spl0_218 | ~spl0_230), 18.34/3.84 inference(avatar_split_clause,[],[f19393,f4013,f3743,f3739,f340,f36,f3747,f928,f914])). 18.34/3.84 thf(f19686,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c3))) | (c3 = ((g @ (s @ c5) @ c3))) | (c3 != c3) | (c2 = ((g @ (s @ c5) @ c2))) | (~spl0_44 | spl0_157)), 18.34/3.84 inference(superposition,[],[f2853,f2410])). 18.34/3.84 thf(f19693,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (~spl0_44 | spl0_157)), 18.34/3.84 inference(trivial_inequality_removal,[],[f19686])). 18.34/3.84 thf(f19694,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c3))) | (c2 = ((g @ (s @ c5) @ c2))) | (~spl0_44 | spl0_157 | spl0_218)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19693,f3744])). 18.34/3.84 thf(f19695,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c3))) | (~spl0_44 | spl0_157 | spl0_217 | spl0_218)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19694,f3740])). 18.34/3.84 thf(f19696,plain,( 18.34/3.84 spl0_219 | ~spl0_44 | spl0_157 | spl0_217 | spl0_218), 18.34/3.84 inference(avatar_split_clause,[],[f19695,f3743,f3739,f2852,f432,f3747])). 18.34/3.84 thf(f19697,definition,( 18.34/3.84 (c4 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 != ((g @ (s @ (s @ c5)) @ c3))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19698,definition,( 18.34/3.84 (c4 != ((g @ c8 @ c3))) | (c2 != ((g @ c8 @ c3))) | (c4 = c2)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19703,plain,( 18.34/3.84 (c2 = ((g @ c8 @ c4))) | (c2 = ((g @ c8 @ c5))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_2 | spl0_37 | spl0_215 | spl0_216 | ~spl0_230)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f6117,f3711])). 18.34/3.84 thf(f19716,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ c8 @ c4))) | (~spl0_2 | spl0_37 | spl0_94 | spl0_215 | spl0_216 | ~spl0_230)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19703,f924])). 18.34/3.84 thf(f19726,plain,( 18.34/3.84 spl0_214 | spl0_93 | ~spl0_2 | spl0_37 | spl0_94 | spl0_215 | spl0_216 | ~spl0_230), 18.34/3.84 inference(avatar_split_clause,[],[f19716,f4013,f3714,f3710,f923,f331,f41,f919,f3706])). 18.34/3.84 thf(f19800,plain,( 18.34/3.84 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c2)))) | (c2 != c2) | ~spl0_158), 18.34/3.84 inference(superposition,[],[f22,f2858])). 18.34/3.84 thf(f19805,plain,( 18.34/3.84 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c2)))) | ~spl0_158), 18.34/3.84 inference(trivial_inequality_removal,[],[f19800])). 18.34/3.84 thf(f19807,plain,( 18.34/3.84 (c4 = ((g @ (s @ (s @ c5)) @ c3))) | (~spl0_1 | ~spl0_158)), 18.34/3.84 inference(forward_demodulation,[],[f19805,f38])). 18.34/3.84 thf(f19812,plain,( 18.34/3.84 spl0_328 | ~spl0_1 | ~spl0_158), 18.34/3.84 inference(avatar_split_clause,[],[f19807,f2856,f36,f11930])). 18.34/3.84 thf(f19837,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ c5) @ c3))) | (c3 = c2) | (~spl0_45 | ~spl0_284)), 18.34/3.84 inference(superposition,[],[f2436,f6006])). 18.34/3.84 thf(f19841,plain,( 18.34/3.84 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5)) @ (s @ c4)))) | ~spl0_284), 18.34/3.84 inference(superposition,[],[f22,f6006])). 18.34/3.84 thf(f19846,plain,( 18.34/3.84 (c4 = ((g @ (s @ (s @ c5)) @ (s @ c4)))) | ~spl0_284), 18.34/3.84 inference(trivial_inequality_removal,[],[f19841])). 18.34/3.84 thf(f19847,plain,( 18.34/3.84 (c4 = ((g @ (s @ (s @ c5)) @ c5))) | (~spl0_2 | ~spl0_284)), 18.34/3.84 inference(forward_demodulation,[],[f19846,f43])). 18.34/3.84 thf(f19849,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ c5) @ c3))) | (c3 = c2) | (~spl0_45 | spl0_220 | ~spl0_284)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19837,f3775])). 18.34/3.84 thf(f19850,plain,( 18.34/3.84 spl0_331 | ~spl0_2 | ~spl0_284), 18.34/3.84 inference(avatar_split_clause,[],[f19847,f6004,f41,f12875])). 18.34/3.84 thf(f19852,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ c5) @ c3))) | (~spl0_45 | spl0_89 | spl0_220 | ~spl0_284)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19849,f901])). 18.34/3.84 thf(f19854,plain,( 18.34/3.84 spl0_219 | spl0_216 | ~spl0_45 | spl0_89 | spl0_220 | ~spl0_284), 18.34/3.84 inference(avatar_split_clause,[],[f19852,f6004,f3774,f899,f437,f3714,f3747])). 18.34/3.84 thf(f19855,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c5))) | (c3 != c3) | (c2 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (~spl0_53 | spl0_285)), 18.34/3.84 inference(superposition,[],[f6009,f2470])). 18.34/3.84 thf(f19862,plain,( 18.34/3.84 (c3 = ((g @ (s @ c5) @ c5))) | (c2 = ((g @ (s @ c5) @ c4))) | (c2 = ((g @ (s @ c5) @ c5))) | (~spl0_53 | spl0_285)), 18.34/3.84 inference(trivial_inequality_removal,[],[f19855])). 18.34/3.84 thf(f19863,plain,( 18.34/3.84 (c2 = ((g @ (s @ c5) @ c4))) | (c3 = ((g @ (s @ c5) @ c5))) | (~spl0_53 | spl0_215 | spl0_285)), 18.34/3.84 inference(forward_subsumption_resolution,[],[f19862,f3711])). 18.34/3.84 thf(f19864,plain,( 18.34/3.84 spl0_216 | spl0_214 | ~spl0_53 | spl0_215 | spl0_285), 18.34/3.84 inference(avatar_split_clause,[],[f19863,f6008,f3710,f470,f3706,f3714])). 18.34/3.84 thf(f19867,definition,( 18.34/3.84 (c4 != ((g @ (s @ (s @ c5)) @ c5))) | (c3 != ((g @ (s @ (s @ c5)) @ c5))) | (c3 = c4)), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19878,definition,( 18.34/3.84 (c2 != ((g @ c3 @ c1))) | (c1 != ((g @ c3 @ c1))) | (c1 = ((g @ c3 @ c2)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 thf(f19879,definition,( 18.34/3.84 (c2 != ((g @ c1 @ c2))) | (c2 != ((g @ c3 @ c1))) | (c1 != ((g @ c3 @ c1))) | (c1 = ((g @ c1 @ c1)))), 18.34/3.84 introduced(theory,[theory_tautology_sat_conflict])). 18.34/3.84 cnf(s1, plain, spl0_1, inference(sat_conversion,[],[f39])). 18.34/3.84 cnf(s2, plain, spl0_2, inference(sat_conversion,[],[f44])). 18.34/3.84 cnf(s3, plain, spl0_3, inference(sat_conversion,[],[f49])). 18.34/3.84 cnf(s4, plain, spl0_4, inference(sat_conversion,[],[f54])). 18.34/3.84 cnf(s5, plain, spl0_5, inference(sat_conversion,[],[f59])). 18.34/3.84 cnf(s6, plain, spl0_6, inference(sat_conversion,[],[f64])). 18.34/3.84 cnf(s7, plain, spl0_7, inference(sat_conversion,[],[f69])). 18.34/3.84 cnf(s8, plain, spl0_8, inference(sat_conversion,[],[f74])). 18.34/3.84 cnf(s9, plain, ~spl0_5 | ~spl0_9, inference(sat_conversion,[],[f81])). 18.34/3.84 cnf(s10, plain, ~spl0_5 | ~spl0_10, inference(sat_conversion,[],[f86])). 18.34/3.84 cnf(s11, plain, ~spl0_7 | ~spl0_11, inference(sat_conversion,[],[f93])). 18.34/3.84 cnf(s12, plain, ~spl0_7 | ~spl0_12, inference(sat_conversion,[],[f98])). 18.34/3.84 cnf(s14, plain, ~spl0_2 | ~spl0_4 | ~spl0_14, inference(sat_conversion,[],[f119])). 18.34/3.84 cnf(s15, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_15, inference(sat_conversion,[],[f127])). 18.34/3.84 cnf(s17, plain, ~spl0_1 | ~spl0_4 | ~spl0_6 | ~spl0_8 | ~spl0_16, inference(sat_conversion,[],[f134])). 18.34/3.84 cnf(s18, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_17, inference(sat_conversion,[],[f158])). 18.34/3.84 cnf(s34, plain, ~spl0_17 | spl0_32 | spl0_33, inference(sat_conversion,[],[f317])). 18.34/3.84 cnf(s41, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_24, inference(sat_conversion,[],[f352])). 18.34/3.84 cnf(s56, plain, ~spl0_1 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_24 | ~spl0_32, inference(sat_conversion,[],[f367])). 18.34/3.84 cnf(s65, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_24 | ~spl0_37, inference(sat_conversion,[],[f376])). 18.34/3.84 cnf(s67, plain, ~spl0_6 | spl0_21 | spl0_34 | spl0_42, inference(sat_conversion,[],[f417])). 18.34/3.84 cnf(s71, plain, ~spl0_1 | spl0_26 | spl0_39 | spl0_44, inference(sat_conversion,[],[f434])). 18.34/3.84 cnf(s72, plain, ~spl0_4 | spl0_16 | spl0_24 | spl0_45, inference(sat_conversion,[],[f439])). 18.34/3.84 cnf(s81, plain, ~spl0_2 | spl0_9 | spl0_37 | spl0_53, inference(sat_conversion,[],[f472])). 18.34/3.84 cnf(s87, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_34, inference(sat_conversion,[],[f484])). 18.34/3.84 cnf(s98, plain, ~spl0_1 | ~spl0_4 | ~spl0_6 | ~spl0_8 | ~spl0_21 | spl0_24, inference(sat_conversion,[],[f495])). 18.34/3.84 cnf(s103, plain, spl0_32 | spl0_57, inference(sat_conversion,[],[f538])). 18.34/3.84 cnf(s119, plain, ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_39, inference(sat_conversion,[],[f599])). 18.34/3.84 cnf(s172, plain, ~spl0_6 | ~spl0_82 | spl0_98, inference(sat_conversion,[],[f1008])). 18.34/3.84 cnf(s181, plain, ~spl0_1 | ~spl0_81 | spl0_104, inference(sat_conversion,[],[f1129])). 18.34/3.84 cnf(s184, plain, ~spl0_4 | ~spl0_83 | spl0_106, inference(sat_conversion,[],[f1181])). 18.34/3.84 cnf(s203, plain, ~spl0_6 | ~spl0_91 | spl0_119, inference(sat_conversion,[],[f1448])). 18.34/3.84 cnf(s205, plain, ~spl0_94 | spl0_121, inference(sat_conversion,[],[f1470])). 18.34/3.84 cnf(s231, plain, ~spl0_4 | ~spl0_95 | spl0_137, inference(sat_conversion,[],[f1715])). 18.34/3.84 cnf(s246, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_26, inference(sat_conversion,[],[f1796])). 18.34/3.84 cnf(s265, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_81 | ~spl0_98, inference(sat_conversion,[],[f1822])). 18.34/3.84 cnf(s266, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_81 | ~spl0_98, inference(sat_conversion,[],[f1823])). 18.34/3.84 cnf(s270, plain, spl0_26 | ~spl0_81 | ~spl0_98, inference(sat_conversion,[],[f1827])). 18.34/3.84 cnf(s280, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_83 | ~spl0_104, inference(sat_conversion,[],[f1837])). 18.34/3.84 cnf(s285, plain, spl0_26 | ~spl0_83 | ~spl0_104, inference(sat_conversion,[],[f1842])). 18.34/3.84 cnf(s291, plain, ~spl0_1 | ~spl0_2 | spl0_11 | ~spl0_93 | ~spl0_137, inference(sat_conversion,[],[f1848])). 18.34/3.84 cnf(s294, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_93 | ~spl0_137, inference(sat_conversion,[],[f1851])). 18.34/3.84 cnf(s295, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | spl0_15 | ~spl0_93 | ~spl0_137, inference(sat_conversion,[],[f1852])). 18.34/3.84 cnf(s302, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_8 | spl0_12 | ~spl0_92 | ~spl0_119, inference(sat_conversion,[],[f1859])). 18.34/3.84 cnf(s309, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6 | ~spl0_8 | spl0_39 | ~spl0_92 | ~spl0_119, inference(sat_conversion,[],[f1866])). 18.34/3.84 cnf(s440, plain, ~spl0_2 | spl0_24 | ~spl0_57 | spl0_111 | spl0_151 | spl0_152, inference(sat_conversion,[],[f2758])). 18.34/3.84 cnf(s441, plain, ~spl0_1 | spl0_21 | ~spl0_57 | spl0_100 | spl0_153 | spl0_154, inference(sat_conversion,[],[f2767])). 18.34/3.84 cnf(s446, plain, ~spl0_2 | ~spl0_44 | spl0_159 | spl0_160 | spl0_161 | spl0_162, inference(sat_conversion,[],[f2876])). 18.34/3.84 cnf(s448, plain, ~spl0_1 | ~spl0_44 | spl0_164 | spl0_166 | spl0_167 | spl0_168, inference(sat_conversion,[],[f2903])). 18.34/3.84 cnf(s452, plain, ~spl0_4 | ~spl0_45 | spl0_165 | spl0_169 | spl0_174 | spl0_175, inference(sat_conversion,[],[f2958])). 18.34/3.84 cnf(s459, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_14 | ~spl0_149 | ~spl0_177, inference(sat_conversion,[],[f2973])). 18.34/3.84 cnf(s460, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | spl0_15 | ~spl0_149 | ~spl0_177, inference(sat_conversion,[],[f2974])). 18.34/3.84 cnf(s465, plain, spl0_28 | ~spl0_149 | ~spl0_177, inference(sat_conversion,[],[f2979])). 18.34/3.84 cnf(s472, plain, ~spl0_1 | ~spl0_53 | spl0_171 | spl0_178 | spl0_179 | spl0_180, inference(sat_conversion,[],[f3019])). 18.34/3.84 cnf(s474, plain, ~spl0_2 | ~spl0_53 | spl0_173 | spl0_181 | spl0_183 | spl0_184, inference(sat_conversion,[],[f3038])). 18.34/3.84 cnf(s476, plain, ~spl0_17 | spl0_186 | spl0_187 | spl0_188, inference(sat_conversion,[],[f3089])). 18.34/3.84 cnf(s481, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_21 | ~spl0_188, inference(sat_conversion,[],[f3099])). 18.34/3.84 cnf(s491, plain, ~spl0_33 | spl0_89 | spl0_186 | spl0_188 | spl0_191, inference(sat_conversion,[],[f3255])). 18.34/3.84 cnf(s495, plain, ~spl0_17 | spl0_136 | ~spl0_142, inference(sat_conversion,[],[f3291])). 18.34/3.84 cnf(s497, plain, ~spl0_4 | spl0_110 | ~spl0_152, inference(sat_conversion,[],[f3335])). 18.34/3.84 cnf(s500, plain, ~spl0_2 | spl0_112 | ~spl0_151, inference(sat_conversion,[],[f3361])). 18.34/3.84 cnf(s508, plain, ~spl0_6 | ~spl0_153 | spl0_200, inference(sat_conversion,[],[f3440])). 18.34/3.84 cnf(s511, plain, ~spl0_7 | spl0_9 | ~spl0_200, inference(sat_conversion,[],[f3453])). 18.34/3.84 cnf(s524, plain, ~spl0_4 | ~spl0_162 | spl0_203, inference(sat_conversion,[],[f3522])). 18.34/3.84 cnf(s526, plain, ~spl0_1 | ~spl0_168 | spl0_205, inference(sat_conversion,[],[f3564])). 18.34/3.84 cnf(s530, plain, ~spl0_184 | spl0_209, inference(sat_conversion,[],[f3643])). 18.34/3.84 cnf(s537, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_39 | ~spl0_213, inference(sat_conversion,[],[f3685])). 18.34/3.84 cnf(s544, plain, ~spl0_6 | ~spl0_17 | spl0_32 | spl0_98 | spl0_221, inference(sat_conversion,[],[f3809])). 18.34/3.84 cnf(s548, plain, ~spl0_17 | spl0_32 | spl0_89 | spl0_186 | spl0_188 | spl0_223, inference(sat_conversion,[],[f3869])). 18.34/3.84 cnf(s558, plain, ~spl0_17 | spl0_26 | spl0_32 | spl0_213 | spl0_230, inference(sat_conversion,[],[f4016])). 18.34/3.84 cnf(s561, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188 | spl0_227 | spl0_228 | spl0_229, inference(sat_conversion,[],[f4025])). 18.34/3.84 cnf(s562, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_21 | spl0_32 | spl0_188 | spl0_227 | spl0_228 | spl0_229, inference(sat_conversion,[],[f4026])). 18.34/3.84 cnf(s568, plain, ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154 | spl0_163 | ~spl0_194 | spl0_199, inference(sat_conversion,[],[f4105])). 18.34/3.84 cnf(s572, plain, ~spl0_2 | spl0_16 | ~spl0_17 | spl0_24 | spl0_32 | spl0_37 | spl0_86 | spl0_89 | spl0_234 | spl0_235 | spl0_236 | spl0_238, inference(sat_conversion,[],[f4166])). 18.34/3.84 cnf(s579, plain, ~spl0_1 | spl0_21 | ~spl0_168 | ~spl0_199, inference(sat_conversion,[],[f4250])). 18.34/3.84 cnf(s580, plain, ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_89 | ~spl0_154 | spl0_163 | spl0_193 | spl0_199, inference(sat_conversion,[],[f4251])). 18.34/3.84 cnf(s582, plain, ~spl0_4 | ~spl0_193 | spl0_198, inference(sat_conversion,[],[f4270])). 18.34/3.84 cnf(s596, plain, ~spl0_197 | spl0_252, inference(sat_conversion,[],[f4485])). 18.34/3.84 cnf(s600, plain, spl0_26 | ~spl0_151 | ~spl0_212, inference(sat_conversion,[],[f4639])). 18.34/3.84 cnf(s602, plain, ~spl0_6 | ~spl0_211 | spl0_255, inference(sat_conversion,[],[f4659])). 18.34/3.84 cnf(s603, plain, spl0_29 | ~spl0_252 | ~spl0_255, inference(sat_conversion,[],[f4660])). 18.34/3.84 cnf(s606, plain, ~spl0_2 | spl0_26 | ~spl0_193 | ~spl0_196, inference(sat_conversion,[],[f4665])). 18.34/3.84 cnf(s607, plain, ~spl0_1 | ~spl0_195 | spl0_256, inference(sat_conversion,[],[f4686])). 18.34/3.84 cnf(s609, plain, ~spl0_2 | ~spl0_216 | spl0_259, inference(sat_conversion,[],[f4723])). 18.34/3.84 cnf(s610, plain, ~spl0_45 | spl0_89 | spl0_172 | ~spl0_216 | spl0_257 | spl0_258, inference(sat_conversion,[],[f4724])). 18.34/3.84 cnf(s611, plain, ~spl0_4 | spl0_28 | ~spl0_216 | ~spl0_219, inference(sat_conversion,[],[f4745])). 18.34/3.84 cnf(s612, plain, ~spl0_218 | spl0_260, inference(sat_conversion,[],[f4777])). 18.34/3.84 cnf(s613, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_256 | ~spl0_260, inference(sat_conversion,[],[f4778])). 18.34/3.84 cnf(s614, plain, spl0_24 | ~spl0_256 | ~spl0_260, inference(sat_conversion,[],[f4779])). 18.34/3.84 cnf(s618, plain, spl0_28 | ~spl0_217 | ~spl0_255, inference(sat_conversion,[],[f4783])). 18.34/3.84 cnf(s620, plain, ~spl0_4 | ~spl0_219 | spl0_261, inference(sat_conversion,[],[f4789])). 18.34/3.84 cnf(s621, plain, ~spl0_215 | spl0_262, inference(sat_conversion,[],[f4813])). 18.34/3.84 cnf(s625, plain, ~spl0_245 | spl0_264, inference(sat_conversion,[],[f4887])). 18.34/3.84 cnf(s627, plain, ~spl0_229 | spl0_244, inference(sat_conversion,[],[f4937])). 18.34/3.84 cnf(s631, plain, ~spl0_17 | ~spl0_234 | spl0_267, inference(sat_conversion,[],[f5017])). 18.34/3.84 cnf(s632, plain, ~spl0_263 | spl0_268, inference(sat_conversion,[],[f5037])). 18.34/3.84 cnf(s633, plain, ~spl0_17 | ~spl0_239 | spl0_269, inference(sat_conversion,[],[f5064])). 18.34/3.84 cnf(s645, plain, ~spl0_2 | spl0_16 | ~spl0_17 | spl0_32 | spl0_86 | spl0_106 | spl0_267, inference(sat_conversion,[],[f5178])). 18.34/3.84 cnf(s652, plain, ~spl0_6 | spl0_28 | spl0_32 | ~spl0_207 | spl0_213 | ~spl0_221 | spl0_253, inference(sat_conversion,[],[f5251])). 18.34/3.84 cnf(s655, plain, ~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | ~spl0_207 | spl0_213 | spl0_253, inference(sat_conversion,[],[f5262])). 18.34/3.84 cnf(s656, plain, ~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_98 | ~spl0_207 | spl0_213 | spl0_253, inference(sat_conversion,[],[f5263])). 18.34/3.84 cnf(s661, plain, ~spl0_17 | spl0_243 | ~spl0_275, inference(sat_conversion,[],[f5495])). 18.34/3.84 cnf(s666, plain, ~spl0_2 | ~spl0_258 | spl0_278, inference(sat_conversion,[],[f5718])). 18.34/3.84 cnf(s675, plain, ~spl0_17 | spl0_24 | ~spl0_244 | ~spl0_272, inference(sat_conversion,[],[f5869])). 18.34/3.84 cnf(s679, plain, spl0_28 | ~spl0_262 | ~spl0_271, inference(sat_conversion,[],[f5873])). 18.34/3.84 cnf(s683, plain, spl0_21 | ~spl0_243 | ~spl0_270, inference(sat_conversion,[],[f5904])). 18.34/3.84 cnf(s685, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_34 | ~spl0_186, inference(sat_conversion,[],[f5906])). 18.34/3.84 cnf(s718, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_89 | spl0_200, inference(sat_conversion,[],[f5939])). 18.34/3.84 cnf(s723, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_34 | ~spl0_224, inference(sat_conversion,[],[f5944])). 18.34/3.84 cnf(s725, plain, ~spl0_4 | spl0_26 | spl0_39 | spl0_165 | spl0_169 | spl0_174 | spl0_175, inference(sat_conversion,[],[f5947])). 18.34/3.84 cnf(s729, plain, ~spl0_1 | ~spl0_17 | spl0_32 | spl0_34 | spl0_98 | spl0_104 | spl0_269, inference(sat_conversion,[],[f5964])). 18.34/3.84 cnf(s730, plain, ~spl0_4 | ~spl0_6 | spl0_26 | spl0_39 | spl0_155 | spl0_163 | spl0_193 | spl0_199, inference(sat_conversion,[],[f5967])). 18.34/3.84 cnf(s734, plain, ~spl0_1 | ~spl0_2 | spl0_21 | spl0_34 | spl0_171 | spl0_178 | spl0_179 | spl0_180, inference(sat_conversion,[],[f5990])). 18.34/3.84 cnf(s738, plain, ~spl0_2 | ~spl0_4 | ~spl0_6 | spl0_24 | spl0_32 | spl0_170 | spl0_177 | spl0_207, inference(sat_conversion,[],[f5998])). 18.34/3.84 cnf(s741, plain, ~spl0_1 | ~spl0_2 | spl0_16 | spl0_24 | spl0_159 | spl0_160 | spl0_161 | spl0_162, inference(sat_conversion,[],[f6014])). 18.34/3.84 cnf(s742, plain, ~spl0_1 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_100 | spl0_153 | spl0_163 | spl0_198 | spl0_199, inference(sat_conversion,[],[f6015])). 18.34/3.84 cnf(s744, plain, ~spl0_6 | spl0_144 | spl0_158 | ~spl0_187 | spl0_254 | spl0_281, inference(sat_conversion,[],[f6022])). 18.34/3.84 cnf(s746, plain, ~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_111 | spl0_152 | spl0_195 | spl0_196 | spl0_197, inference(sat_conversion,[],[f6029])). 18.34/3.84 cnf(s752, plain, ~spl0_1 | spl0_21 | spl0_34 | spl0_164 | spl0_166 | spl0_167 | spl0_168, inference(sat_conversion,[],[f6037])). 18.34/3.84 cnf(s756, plain, ~spl0_2 | spl0_16 | spl0_24 | spl0_173 | spl0_181 | spl0_183 | spl0_184, inference(sat_conversion,[],[f6045])). 18.34/3.84 cnf(s758, plain, ~spl0_4 | spl0_147 | spl0_156 | ~spl0_187 | spl0_284 | spl0_288, inference(sat_conversion,[],[f6056])). 18.34/3.84 cnf(s760, plain, ~spl0_44 | spl0_161 | spl0_195 | spl0_218 | spl0_257, inference(sat_conversion,[],[f6070])). 18.34/3.84 cnf(s762, plain, ~spl0_4 | ~spl0_6 | spl0_21 | spl0_34 | spl0_155 | spl0_163 | spl0_193 | spl0_199, inference(sat_conversion,[],[f6075])). 18.34/3.84 cnf(s767, plain, ~spl0_6 | spl0_21 | spl0_34 | spl0_113 | spl0_195 | spl0_196 | spl0_252, inference(sat_conversion,[],[f6093])). 18.34/3.84 cnf(s772, plain, ~spl0_1 | ~spl0_8 | spl0_21 | spl0_34 | spl0_100 | spl0_153 | spl0_154, inference(sat_conversion,[],[f6104])). 18.34/3.84 cnf(s778, plain, ~spl0_1 | ~spl0_17 | spl0_32 | spl0_39 | spl0_92 | spl0_95 | spl0_136, inference(sat_conversion,[],[f6116])). 18.34/3.84 cnf(s779, plain, ~spl0_17 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_144 | spl0_158 | spl0_210 | spl0_211 | spl0_212 | spl0_213, inference(sat_conversion,[],[f6119])). 18.34/3.84 cnf(s782, plain, ~spl0_6 | ~spl0_17 | spl0_32 | spl0_34 | spl0_91 | spl0_92 | spl0_192, inference(sat_conversion,[],[f6130])). 18.34/3.84 cnf(s785, plain, ~spl0_6 | ~spl0_17 | spl0_28 | spl0_32 | spl0_98 | spl0_185 | spl0_213 | spl0_253, inference(sat_conversion,[],[f6134])). 18.34/3.84 cnf(s786, plain, ~spl0_1 | ~spl0_4 | spl0_21 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_100 | spl0_153 | spl0_163 | spl0_193 | spl0_199, inference(sat_conversion,[],[f6135])). 18.34/3.84 cnf(s787, plain, ~spl0_2 | ~spl0_8 | spl0_16 | spl0_24 | spl0_111 | spl0_151 | spl0_152, inference(sat_conversion,[],[f6136])). 18.34/3.84 cnf(s798, plain, ~spl0_2 | ~spl0_17 | spl0_32 | spl0_37 | spl0_93 | spl0_94 | spl0_120, inference(sat_conversion,[],[f6162])). 18.34/3.84 cnf(s800, plain, ~spl0_4 | ~spl0_17 | spl0_26 | spl0_39 | spl0_104 | spl0_106 | spl0_231, inference(sat_conversion,[],[f6164])). 18.34/3.84 cnf(s819, plain, ~spl0_8 | ~spl0_17 | spl0_32 | spl0_91 | spl0_118, inference(sat_conversion,[],[f6211])). 18.34/3.84 cnf(s820, plain, ~spl0_1 | ~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_32 | spl0_149 | spl0_202, inference(sat_conversion,[],[f6212])). 18.34/3.84 cnf(s829, plain, ~spl0_6 | ~spl0_8 | ~spl0_17 | spl0_32 | spl0_98 | spl0_221, inference(sat_conversion,[],[f6228])). 18.34/3.84 cnf(s830, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_188 | ~spl0_223 | spl0_229 | spl0_270 | spl0_271 | spl0_272, inference(sat_conversion,[],[f6229])). 18.34/3.84 cnf(s831, plain, ~spl0_6 | ~spl0_7 | spl0_10 | spl0_21 | spl0_34 | spl0_146 | spl0_202, inference(sat_conversion,[],[f6231])). 18.34/3.84 cnf(s832, plain, ~spl0_8 | spl0_32 | spl0_91 | spl0_211 | spl0_212 | ~spl0_230, inference(sat_conversion,[],[f6234])). 18.34/3.84 cnf(s833, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_32 | spl0_188 | spl0_229 | spl0_292, inference(sat_conversion,[],[f6240])). 18.34/3.84 cnf(s846, plain, ~spl0_212 | spl0_293, inference(sat_conversion,[],[f6274])). 18.34/3.84 cnf(s893, plain, ~spl0_1 | ~spl0_92 | spl0_295, inference(sat_conversion,[],[f6407])). 18.34/3.84 cnf(s896, plain, ~spl0_6 | ~spl0_100 | spl0_296, inference(sat_conversion,[],[f6451])). 18.34/3.84 cnf(s906, plain, ~spl0_1 | ~spl0_199 | spl0_201, inference(sat_conversion,[],[f6468])). 18.34/3.84 cnf(s924, plain, ~spl0_6 | ~spl0_111 | spl0_297, inference(sat_conversion,[],[f6524])). 18.34/3.84 cnf(s928, plain, spl0_26 | ~spl0_110 | ~spl0_154, inference(sat_conversion,[],[f6528])). 18.34/3.84 cnf(s931, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_110 | ~spl0_154 | spl0_200, inference(sat_conversion,[],[f6531])). 18.34/3.84 cnf(s938, plain, ~spl0_2 | spl0_194 | ~spl0_196, inference(sat_conversion,[],[f6541])). 18.34/3.84 cnf(s956, plain, ~spl0_1 | spl0_81 | ~spl0_104, inference(sat_conversion,[],[f6674])). 18.34/3.84 cnf(s959, plain, ~spl0_2 | spl0_80 | ~spl0_86, inference(sat_conversion,[],[f6676])). 18.34/3.84 cnf(s971, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_80 | ~spl0_106, inference(sat_conversion,[],[f6698])). 18.34/3.84 cnf(s973, plain, spl0_26 | ~spl0_80 | ~spl0_106, inference(sat_conversion,[],[f6700])). 18.34/3.84 cnf(s981, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | ~spl0_80 | ~spl0_106 | spl0_224, inference(sat_conversion,[],[f6708])). 18.34/3.84 cnf(s985, plain, ~spl0_1 | spl0_81 | ~spl0_104, inference(sat_conversion,[],[f6716])). 18.34/3.84 cnf(s1040, plain, ~spl0_4 | spl0_193 | ~spl0_198, inference(sat_conversion,[],[f6961])). 18.34/3.84 cnf(s1044, plain, ~spl0_4 | ~spl0_159 | spl0_300, inference(sat_conversion,[],[f6986])). 18.34/3.84 cnf(s1048, plain, spl0_28 | ~spl0_173 | ~spl0_203, inference(sat_conversion,[],[f6990])). 18.34/3.84 cnf(s1060, plain, spl0_21 | ~spl0_163 | ~spl0_198, inference(sat_conversion,[],[f7058])). 18.34/3.84 cnf(s1067, plain, ~spl0_4 | spl0_165 | ~spl0_204, inference(sat_conversion,[],[f7065])). 18.34/3.84 cnf(s1072, plain, ~spl0_4 | ~spl0_166 | spl0_302, inference(sat_conversion,[],[f7121])). 18.34/3.84 cnf(s1089, plain, ~spl0_6 | ~spl0_167 | spl0_303, inference(sat_conversion,[],[f7213])). 18.34/3.84 cnf(s1109, plain, spl0_182 | ~spl0_208, inference(sat_conversion,[],[f7289])). 18.34/3.84 cnf(s1173, plain, ~spl0_17 | ~spl0_272 | spl0_305, inference(sat_conversion,[],[f7388])). 18.34/3.84 cnf(s1188, plain, spl0_26 | ~spl0_44 | ~spl0_136 | spl0_217 | spl0_218 | spl0_219, inference(sat_conversion,[],[f7587])). 18.34/3.84 cnf(s1240, plain, spl0_89 | spl0_188 | spl0_213 | ~spl0_242 | spl0_270 | spl0_271 | spl0_272, inference(sat_conversion,[],[f8236])). 18.34/3.84 cnf(s1252, plain, spl0_24 | spl0_28 | spl0_188 | ~spl0_191 | spl0_229 | ~spl0_262 | spl0_270 | spl0_272 | ~spl0_292, inference(sat_conversion,[],[f8462])). 18.34/3.84 cnf(s1265, plain, ~spl0_5 | ~spl0_8 | spl0_11 | ~spl0_17 | ~spl0_187 | spl0_242 | spl0_244, inference(sat_conversion,[],[f8649])). 18.34/3.84 cnf(s1289, plain, spl0_21 | ~spl0_120 | ~spl0_283, inference(sat_conversion,[],[f8877])). 18.34/3.84 cnf(s1291, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_120 | ~spl0_283, inference(sat_conversion,[],[f8879])). 18.34/3.84 cnf(s1294, plain, ~spl0_2 | ~spl0_279 | spl0_311, inference(sat_conversion,[],[f8939])). 18.34/3.84 cnf(s1295, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_209 | ~spl0_311, inference(sat_conversion,[],[f8940])). 18.34/3.84 cnf(s1296, plain, spl0_24 | ~spl0_209 | ~spl0_311, inference(sat_conversion,[],[f8941])). 18.34/3.84 cnf(s1300, plain, spl0_28 | ~spl0_263 | ~spl0_278, inference(sat_conversion,[],[f8945])). 18.34/3.84 cnf(s1309, plain, ~spl0_262 | ~spl0_263 | spl0_271 | ~spl0_278, inference(sat_conversion,[],[f8954])). 18.34/3.84 cnf(s1313, plain, spl0_28 | ~spl0_243 | ~spl0_264, inference(sat_conversion,[],[f8958])). 18.34/3.84 cnf(s1322, plain, spl0_29 | ~spl0_238 | ~spl0_305, inference(sat_conversion,[],[f8967])). 18.34/3.84 cnf(s1326, plain, spl0_106 | ~spl0_238 | ~spl0_267 | ~spl0_305, inference(sat_conversion,[],[f8971])). 18.34/3.84 cnf(s1331, plain, ~spl0_238 | spl0_252 | ~spl0_255 | ~spl0_305, inference(sat_conversion,[],[f8976])). 18.34/3.84 cnf(s1333, plain, ~spl0_270 | spl0_312, inference(sat_conversion,[],[f8986])). 18.34/3.84 cnf(s1345, plain, ~spl0_17 | spl0_32 | spl0_188 | spl0_227 | spl0_228 | spl0_250, inference(sat_conversion,[],[f9051])). 18.34/3.84 cnf(s1395, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_264 | ~spl0_312, inference(sat_conversion,[],[f9185])). 18.34/3.84 cnf(s1396, plain, spl0_24 | ~spl0_264 | ~spl0_312, inference(sat_conversion,[],[f9186])). 18.34/3.84 cnf(s1397, plain, spl0_29 | ~spl0_183 | ~spl0_278, inference(sat_conversion,[],[f9187])). 18.34/3.84 cnf(s1399, plain, spl0_89 | ~spl0_183 | ~spl0_256 | ~spl0_258 | ~spl0_278, inference(sat_conversion,[],[f9189])). 18.34/3.84 cnf(s1402, plain, spl0_106 | ~spl0_183 | ~spl0_267 | ~spl0_278, inference(sat_conversion,[],[f9192])). 18.34/3.84 cnf(s1406, plain, ~spl0_183 | spl0_252 | ~spl0_255 | ~spl0_278, inference(sat_conversion,[],[f9196])). 18.34/3.84 cnf(s1484, plain, ~spl0_4 | spl0_21 | ~spl0_181 | ~spl0_182, inference(sat_conversion,[],[f9360])). 18.34/3.84 cnf(s1485, plain, ~spl0_4 | ~spl0_181 | spl0_314, inference(sat_conversion,[],[f9365])). 18.34/3.84 cnf(s1500, plain, ~spl0_1 | spl0_26 | ~spl0_253 | ~spl0_316, inference(sat_conversion,[],[f9594])). 18.34/3.84 cnf(s1501, plain, ~spl0_4 | ~spl0_315 | spl0_317, inference(sat_conversion,[],[f9613])). 18.34/3.84 cnf(s1502, plain, spl0_26 | ~spl0_311 | ~spl0_317, inference(sat_conversion,[],[f9614])). 18.34/3.84 cnf(s1504, plain, spl0_28 | ~spl0_231 | ~spl0_232, inference(sat_conversion,[],[f9640])). 18.34/3.84 cnf(s1521, plain, spl0_28 | spl0_29 | ~spl0_45 | spl0_172 | ~spl0_256 | spl0_258 | ~spl0_261, inference(sat_conversion,[],[f9682])). 18.34/3.84 cnf(s1524, plain, ~spl0_2 | ~spl0_4 | spl0_12 | ~spl0_137 | ~spl0_147, inference(sat_conversion,[],[f9685])). 18.34/3.84 cnf(s1528, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_16 | ~spl0_137 | ~spl0_147, inference(sat_conversion,[],[f9689])). 18.34/3.84 cnf(s1529, plain, spl0_29 | ~spl0_137 | ~spl0_147, inference(sat_conversion,[],[f9690])). 18.34/3.84 cnf(s1539, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_158 | ~spl0_192, inference(sat_conversion,[],[f9700])). 18.34/3.84 cnf(s1558, plain, spl0_26 | spl0_28 | ~spl0_45 | spl0_172 | ~spl0_256 | spl0_258 | ~spl0_288, inference(sat_conversion,[],[f9928])). 18.34/3.84 cnf(s1560, plain, spl0_89 | ~spl0_156 | ~spl0_157, inference(sat_conversion,[],[f9929])). 18.34/3.84 cnf(s1561, plain, ~spl0_156 | ~spl0_157 | spl0_158, inference(sat_conversion,[],[f9930])). 18.34/3.84 cnf(s1563, plain, ~spl0_4 | ~spl0_156 | spl0_318, inference(sat_conversion,[],[f9953])). 18.34/3.84 cnf(s1569, plain, spl0_28 | ~spl0_121 | ~spl0_228, inference(sat_conversion,[],[f9965])). 18.34/3.84 cnf(s1583, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | spl0_15 | ~spl0_92 | ~spl0_144, inference(sat_conversion,[],[f9979])). 18.34/3.84 cnf(s1591, plain, spl0_89 | ~spl0_92 | ~spl0_144, inference(sat_conversion,[],[f9987])). 18.34/3.84 cnf(s1601, plain, ~spl0_92 | spl0_142 | ~spl0_144, inference(sat_conversion,[],[f9997])). 18.34/3.84 cnf(s1620, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_8 | ~spl0_92 | ~spl0_144 | spl0_224, inference(sat_conversion,[],[f10016])). 18.34/3.84 cnf(s1637, plain, spl0_29 | ~spl0_119 | ~spl0_144, inference(sat_conversion,[],[f10033])). 18.34/3.84 cnf(s1659, plain, spl0_29 | ~spl0_210 | ~spl0_319, inference(sat_conversion,[],[f10071])). 18.34/3.84 cnf(s1681, plain, ~spl0_6 | ~spl0_281 | spl0_319, inference(sat_conversion,[],[f10169])). 18.34/3.84 cnf(s1684, plain, spl0_21 | ~spl0_217 | ~spl0_254, inference(sat_conversion,[],[f10176])). 18.34/3.84 cnf(s1685, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_26 | ~spl0_217 | ~spl0_254, inference(sat_conversion,[],[f10177])). 18.34/3.84 cnf(s1686, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_217 | ~spl0_254, inference(sat_conversion,[],[f10178])). 18.34/3.84 cnf(s1692, plain, spl0_29 | ~spl0_193 | ~spl0_297, inference(sat_conversion,[],[f10184])). 18.34/3.84 cnf(s1695, plain, spl0_98 | ~spl0_193 | ~spl0_269 | ~spl0_297, inference(sat_conversion,[],[f10187])). 18.34/3.84 cnf(s1702, plain, spl0_167 | ~spl0_193 | ~spl0_205 | ~spl0_297, inference(sat_conversion,[],[f10194])). 18.34/3.84 cnf(s1708, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_149 | ~spl0_303, inference(sat_conversion,[],[f10200])). 18.34/3.84 cnf(s1709, plain, spl0_24 | ~spl0_149 | ~spl0_303, inference(sat_conversion,[],[f10201])). 18.34/3.84 cnf(s1710, plain, spl0_28 | ~spl0_171 | ~spl0_302, inference(sat_conversion,[],[f10202])). 18.34/3.84 cnf(s1728, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_9 | ~spl0_180 | ~spl0_314, inference(sat_conversion,[],[f10220])). 18.34/3.84 cnf(s1730, plain, spl0_26 | ~spl0_180 | ~spl0_314, inference(sat_conversion,[],[f10222])). 18.34/3.84 cnf(s1733, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_180 | spl0_200 | ~spl0_314, inference(sat_conversion,[],[f10225])). 18.34/3.84 cnf(s1748, plain, spl0_29 | ~spl0_179 | ~spl0_253, inference(sat_conversion,[],[f10306])). 18.34/3.84 cnf(s1749, plain, ~spl0_6 | ~spl0_178 | spl0_320, inference(sat_conversion,[],[f10326])). 18.34/3.84 cnf(s1754, plain, spl0_24 | ~spl0_207 | ~spl0_320, inference(sat_conversion,[],[f10331])). 18.34/3.84 cnf(s1757, plain, spl0_89 | ~spl0_164 | ~spl0_165, inference(sat_conversion,[],[f10334])). 18.34/3.84 cnf(s1774, plain, ~spl0_2 | spl0_24 | ~spl0_175 | ~spl0_314, inference(sat_conversion,[],[f10408])). 18.34/3.84 cnf(s1776, plain, spl0_29 | ~spl0_174 | ~spl0_203, inference(sat_conversion,[],[f10410])). 18.34/3.84 cnf(s1780, plain, spl0_153 | ~spl0_154 | ~spl0_162 | ~spl0_174 | ~spl0_203, inference(sat_conversion,[],[f10414])). 18.34/3.84 cnf(s1783, plain, ~spl0_162 | spl0_173 | ~spl0_174 | ~spl0_203, inference(sat_conversion,[],[f10417])). 18.34/3.84 cnf(s1784, plain, ~spl0_162 | ~spl0_174 | spl0_193 | ~spl0_203, inference(sat_conversion,[],[f10418])). 18.34/3.84 cnf(s1786, plain, ~spl0_1 | spl0_21 | ~spl0_169 | ~spl0_171, inference(sat_conversion,[],[f10438])). 18.34/3.84 cnf(s1818, plain, ~spl0_1 | ~spl0_163 | spl0_321, inference(sat_conversion,[],[f10498])). 18.34/3.84 cnf(s1819, plain, spl0_28 | ~spl0_165 | ~spl0_321, inference(sat_conversion,[],[f10499])). 18.34/3.84 cnf(s1829, plain, ~spl0_149 | ~spl0_165 | spl0_177 | ~spl0_321, inference(sat_conversion,[],[f10509])). 18.34/3.84 cnf(s1844, plain, spl0_26 | ~spl0_201 | ~spl0_202, inference(sat_conversion,[],[f10524])). 18.34/3.84 cnf(s1847, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_201 | ~spl0_202, inference(sat_conversion,[],[f10527])). 18.34/3.84 cnf(s1848, plain, ~spl0_1 | ~spl0_2 | spl0_11 | ~spl0_168 | ~spl0_296, inference(sat_conversion,[],[f10528])). 18.34/3.84 cnf(s1849, plain, spl0_28 | ~spl0_168 | ~spl0_296, inference(sat_conversion,[],[f10529])). 18.34/3.84 cnf(s1850, plain, spl0_29 | ~spl0_209 | ~spl0_317, inference(sat_conversion,[],[f10530])). 18.34/3.84 cnf(s1855, plain, spl0_106 | ~spl0_209 | ~spl0_267 | ~spl0_317, inference(sat_conversion,[],[f10535])). 18.34/3.84 cnf(s1872, plain, spl0_89 | ~spl0_183 | ~spl0_263, inference(sat_conversion,[],[f10552])). 18.34/3.84 cnf(s1877, plain, ~spl0_2 | ~spl0_175 | spl0_322, inference(sat_conversion,[],[f10561])). 18.34/3.84 cnf(s1884, plain, spl0_29 | ~spl0_161 | ~spl0_256, inference(sat_conversion,[],[f10562])). 18.34/3.84 cnf(s1896, plain, spl0_28 | ~spl0_160 | ~spl0_297, inference(sat_conversion,[],[f10574])). 18.34/3.84 cnf(s1902, plain, ~spl0_149 | ~spl0_160 | spl0_177 | ~spl0_297, inference(sat_conversion,[],[f10580])). 18.34/3.84 cnf(s1907, plain, ~spl0_160 | ~spl0_217 | spl0_255 | ~spl0_297, inference(sat_conversion,[],[f10585])). 18.34/3.84 cnf(s1921, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_300 | ~spl0_321, inference(sat_conversion,[],[f10599])). 18.34/3.84 cnf(s1922, plain, spl0_24 | ~spl0_300 | ~spl0_321, inference(sat_conversion,[],[f10600])). 18.34/3.84 cnf(s1923, plain, ~spl0_1 | ~spl0_169 | spl0_323, inference(sat_conversion,[],[f10605])). 18.34/3.84 cnf(s1931, plain, spl0_26 | ~spl0_170 | ~spl0_323, inference(sat_conversion,[],[f10609])). 18.34/3.84 cnf(s1934, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_170 | spl0_200 | ~spl0_323, inference(sat_conversion,[],[f10612])). 18.34/3.84 cnf(s1935, plain, spl0_89 | ~spl0_168 | ~spl0_202, inference(sat_conversion,[],[f10613])). 18.34/3.84 cnf(s1938, plain, spl0_21 | ~spl0_177 | ~spl0_303, inference(sat_conversion,[],[f10616])). 18.34/3.84 cnf(s1942, plain, spl0_89 | ~spl0_217 | ~spl0_252, inference(sat_conversion,[],[f10620])). 18.34/3.84 cnf(s1943, plain, ~spl0_217 | spl0_218 | ~spl0_252, inference(sat_conversion,[],[f10621])). 18.34/3.84 cnf(s1945, plain, spl0_21 | ~spl0_113 | ~spl0_293, inference(sat_conversion,[],[f10623])). 18.34/3.84 cnf(s1947, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_113 | ~spl0_293, inference(sat_conversion,[],[f10625])). 18.34/3.84 cnf(s1950, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_194 | ~spl0_297, inference(sat_conversion,[],[f10628])). 18.34/3.84 cnf(s1951, plain, spl0_24 | ~spl0_194 | ~spl0_297, inference(sat_conversion,[],[f10629])). 18.34/3.84 cnf(s1954, plain, spl0_26 | ~spl0_161 | ~spl0_260, inference(sat_conversion,[],[f10632])). 18.34/3.84 cnf(s1957, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_161 | spl0_200 | ~spl0_260, inference(sat_conversion,[],[f10635])). 18.34/3.84 cnf(s1958, plain, spl0_89 | ~spl0_161 | ~spl0_257, inference(sat_conversion,[],[f10636])). 18.34/3.84 cnf(s1966, plain, spl0_153 | ~spl0_154 | ~spl0_219 | ~spl0_220 | ~spl0_261, inference(sat_conversion,[],[f10644])). 18.34/3.84 cnf(s1970, plain, spl0_216 | ~spl0_219 | ~spl0_220 | ~spl0_261, inference(sat_conversion,[],[f10648])). 18.34/3.84 cnf(s1997, plain, ~spl0_44 | spl0_89 | ~spl0_156 | spl0_217 | spl0_218 | spl0_219, inference(sat_conversion,[],[f10695])). 18.34/3.84 cnf(s2013, plain, ~spl0_2 | ~spl0_172 | spl0_324, inference(sat_conversion,[],[f10805])). 18.34/3.84 cnf(s2014, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_9 | ~spl0_174 | ~spl0_324, inference(sat_conversion,[],[f10806])). 18.34/3.84 cnf(s2016, plain, spl0_26 | ~spl0_174 | ~spl0_324, inference(sat_conversion,[],[f10808])). 18.34/3.84 cnf(s2019, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_174 | spl0_200 | ~spl0_324, inference(sat_conversion,[],[f10811])). 18.34/3.84 cnf(s2020, plain, spl0_29 | ~spl0_268 | ~spl0_279, inference(sat_conversion,[],[f10812])). 18.34/3.84 cnf(s2040, plain, spl0_21 | ~spl0_185 | ~spl0_320, inference(sat_conversion,[],[f10832])). 18.34/3.84 cnf(s2068, plain, ~spl0_1 | ~spl0_316 | spl0_325, inference(sat_conversion,[],[f10863])). 18.34/3.84 cnf(s2110, plain, ~spl0_179 | spl0_327, inference(sat_conversion,[],[f10975])). 18.34/3.84 cnf(s2111, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_325 | ~spl0_327, inference(sat_conversion,[],[f10976])). 18.34/3.84 cnf(s2112, plain, spl0_24 | ~spl0_325 | ~spl0_327, inference(sat_conversion,[],[f10977])). 18.34/3.84 cnf(s2113, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_80 | ~spl0_267, inference(sat_conversion,[],[f10978])). 18.34/3.84 cnf(s2114, plain, spl0_24 | ~spl0_80 | ~spl0_267, inference(sat_conversion,[],[f10979])). 18.34/3.84 cnf(s2117, plain, spl0_29 | spl0_37 | spl0_213 | spl0_245 | ~spl0_262 | spl0_263 | spl0_279, inference(sat_conversion,[],[f10985])). 18.34/3.84 cnf(s2130, plain, spl0_9 | spl0_29 | spl0_37 | spl0_245 | ~spl0_262 | spl0_263 | spl0_279, inference(sat_conversion,[],[f11000])). 18.34/3.84 cnf(s2134, plain, ~spl0_17 | spl0_26 | spl0_32 | spl0_37 | spl0_86 | ~spl0_244 | spl0_275, inference(sat_conversion,[],[f11004])). 18.34/3.84 cnf(s2155, plain, ~spl0_45 | spl0_89 | ~spl0_161 | spl0_172 | spl0_220 | spl0_258, inference(sat_conversion,[],[f11377])). 18.34/3.84 cnf(s2162, plain, spl0_16 | spl0_24 | spl0_234 | spl0_235 | spl0_236 | spl0_246, inference(sat_conversion,[],[f11523])). 18.34/3.84 cnf(s2164, plain, spl0_24 | spl0_188 | spl0_234 | spl0_235 | spl0_236 | spl0_246, inference(sat_conversion,[],[f11525])). 18.34/3.84 cnf(s2166, plain, ~spl0_2 | ~spl0_246 | spl0_307, inference(sat_conversion,[],[f11558])). 18.34/3.84 cnf(s2167, plain, spl0_29 | ~spl0_264 | ~spl0_307, inference(sat_conversion,[],[f11574])). 18.34/3.84 cnf(s2185, plain, spl0_89 | ~spl0_236 | ~spl0_317, inference(sat_conversion,[],[f11592])). 18.34/3.84 cnf(s2189, plain, ~spl0_2 | ~spl0_4 | spl0_12 | ~spl0_29, inference(sat_conversion,[],[f11596])). 18.34/3.84 cnf(s2310, plain, ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_28 | spl0_200, inference(sat_conversion,[],[f11717])). 18.34/3.84 cnf(s2338, plain, spl0_188 | spl0_227 | spl0_228 | ~spl0_230 | spl0_270 | spl0_271 | spl0_272, inference(sat_conversion,[],[f11774])). 18.34/3.84 cnf(s2340, plain, ~spl0_6 | spl0_82 | ~spl0_98, inference(sat_conversion,[],[f11781])). 18.34/3.84 cnf(s2429, plain, ~spl0_1 | ~spl0_6 | spl0_144 | ~spl0_187 | spl0_254 | spl0_281 | spl0_328, inference(sat_conversion,[],[f11933])). 18.34/3.84 cnf(s2431, plain, spl0_28 | spl0_29 | ~spl0_45 | spl0_172 | ~spl0_256 | spl0_258 | ~spl0_261, inference(sat_conversion,[],[f11940])). 18.34/3.84 cnf(s2630, plain, ~spl0_214 | spl0_329, inference(sat_conversion,[],[f12744])). 18.34/3.84 cnf(s2632, plain, spl0_89 | ~spl0_93 | ~spl0_147, inference(sat_conversion,[],[f12752])). 18.34/3.84 cnf(s2636, plain, spl0_26 | ~spl0_136 | ~spl0_157, inference(sat_conversion,[],[f12756])). 18.34/3.84 cnf(s2640, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_136 | ~spl0_157 | spl0_200, inference(sat_conversion,[],[f12760])). 18.34/3.84 cnf(s2666, plain, ~spl0_1 | ~spl0_4 | spl0_29 | ~spl0_240 | ~spl0_253, inference(sat_conversion,[],[f12786])). 18.34/3.84 cnf(s2667, plain, spl0_89 | ~spl0_240 | ~spl0_253, inference(sat_conversion,[],[f12787])). 18.34/3.84 cnf(s2674, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_257 | ~spl0_260, inference(sat_conversion,[],[f12794])). 18.34/3.84 cnf(s2676, plain, spl0_21 | ~spl0_257 | ~spl0_260, inference(sat_conversion,[],[f12796])). 18.34/3.84 cnf(s2688, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_186 | ~spl0_257 | ~spl0_260, inference(sat_conversion,[],[f12808])). 18.34/3.84 cnf(s2690, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_257 | ~spl0_260, inference(sat_conversion,[],[f12810])). 18.34/3.84 cnf(s2732, plain, ~spl0_2 | ~spl0_4 | spl0_147 | spl0_156 | ~spl0_187 | spl0_288 | spl0_331, inference(sat_conversion,[],[f12878])). 18.34/3.84 cnf(s2774, plain, ~spl0_2 | spl0_161 | ~spl0_298, inference(sat_conversion,[],[f12937])). 18.34/3.84 cnf(s2781, plain, ~spl0_4 | spl0_174 | ~spl0_326, inference(sat_conversion,[],[f12950])). 18.34/3.84 cnf(s3199, plain, ~spl0_2 | spl0_24 | ~spl0_42 | ~spl0_57 | spl0_89 | spl0_111 | spl0_152 | spl0_195 | spl0_196 | spl0_252, inference(sat_conversion,[],[f13526])). 18.34/3.84 cnf(s3344, plain, ~spl0_2 | spl0_21 | spl0_24 | spl0_26 | ~spl0_42 | ~spl0_57 | spl0_89 | ~spl0_112 | spl0_195 | spl0_196 | spl0_197, inference(sat_conversion,[],[f13714])). 18.34/3.84 cnf(s3465, plain, ~spl0_42 | spl0_113 | spl0_195 | spl0_196 | spl0_197, inference(sat_conversion,[],[f13868])). 18.34/3.84 cnf(s3476, plain, ~spl0_42 | spl0_89 | ~spl0_151 | spl0_195 | spl0_196 | spl0_197, inference(sat_conversion,[],[f13981])). 18.34/3.84 cnf(s3496, plain, ~spl0_53 | spl0_89 | spl0_214 | spl0_215 | spl0_216 | ~spl0_283, inference(sat_conversion,[],[f14287])). 18.34/3.84 cnf(s3509, plain, spl0_28 | ~spl0_209 | ~spl0_236, inference(sat_conversion,[],[f14546])). 18.34/3.84 cnf(s3529, plain, ~spl0_4 | spl0_26 | spl0_29 | spl0_39 | spl0_182 | ~spl0_209 | spl0_232 | spl0_316, inference(sat_conversion,[],[f14564])). 18.34/3.84 cnf(s3604, plain, ~spl0_8 | ~spl0_17 | spl0_28 | spl0_32 | spl0_82 | ~spl0_121 | ~spl0_191 | spl0_227 | spl0_250, inference(sat_conversion,[],[f14688])). 18.34/3.84 cnf(s3618, plain, ~spl0_4 | ~spl0_235 | spl0_247, inference(sat_conversion,[],[f14977])). 18.34/3.84 cnf(s3619, plain, ~spl0_1 | spl0_21 | spl0_26 | spl0_34 | spl0_239 | spl0_240 | spl0_241 | ~spl0_247, inference(sat_conversion,[],[f15067])). 18.34/3.84 cnf(s3621, plain, ~spl0_6 | spl0_21 | ~spl0_221 | ~spl0_241, inference(sat_conversion,[],[f15112])). 18.34/3.84 cnf(s3622, plain, spl0_21 | ~spl0_231 | ~spl0_247, inference(sat_conversion,[],[f15119])). 18.34/3.84 cnf(s3624, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_231 | ~spl0_247, inference(sat_conversion,[],[f15121])). 18.34/3.84 cnf(s3626, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_81 | ~spl0_269, inference(sat_conversion,[],[f15123])). 18.34/3.84 cnf(s3627, plain, spl0_24 | ~spl0_81 | ~spl0_269, inference(sat_conversion,[],[f15124])). 18.34/3.84 cnf(s3629, plain, spl0_28 | ~spl0_240 | ~spl0_327, inference(sat_conversion,[],[f15126])). 18.34/3.84 cnf(s3630, plain, spl0_29 | ~spl0_202 | ~spl0_296, inference(sat_conversion,[],[f15127])). 18.34/3.84 cnf(s3631, plain, spl0_21 | ~spl0_271 | ~spl0_308, inference(sat_conversion,[],[f15128])). 18.34/3.84 cnf(s3632, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_26 | ~spl0_271 | ~spl0_308, inference(sat_conversion,[],[f15129])). 18.34/3.84 cnf(s3633, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_271 | ~spl0_308, inference(sat_conversion,[],[f15130])). 18.34/3.84 cnf(s3636, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_278 | ~spl0_329, inference(sat_conversion,[],[f15133])). 18.34/3.84 cnf(s3637, plain, spl0_24 | ~spl0_278 | ~spl0_329, inference(sat_conversion,[],[f15134])). 18.34/3.84 cnf(s3638, plain, spl0_21 | ~spl0_136 | ~spl0_156, inference(sat_conversion,[],[f15135])). 18.34/3.84 cnf(s3640, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_136 | ~spl0_156, inference(sat_conversion,[],[f15137])). 18.34/3.84 cnf(s3751, plain, ~spl0_17 | spl0_32 | spl0_37 | spl0_86 | spl0_238 | spl0_243, inference(sat_conversion,[],[f15283])). 18.34/3.84 cnf(s3768, plain, ~spl0_6 | spl0_28 | spl0_32 | ~spl0_33 | spl0_82 | spl0_185 | spl0_213 | spl0_253, inference(sat_conversion,[],[f15311])). 18.34/3.84 cnf(s3771, plain, ~spl0_1 | ~spl0_6 | spl0_28 | spl0_144 | ~spl0_156 | ~spl0_187 | spl0_254 | spl0_281, inference(sat_conversion,[],[f15317])). 18.34/3.84 cnf(s3835, plain, spl0_21 | ~spl0_118 | ~spl0_281, inference(sat_conversion,[],[f15433])). 18.34/3.84 cnf(s3837, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_118 | ~spl0_281, inference(sat_conversion,[],[f15435])). 18.34/3.84 cnf(s3839, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_302 | ~spl0_323, inference(sat_conversion,[],[f15437])). 18.34/3.84 cnf(s3840, plain, spl0_24 | ~spl0_302 | ~spl0_323, inference(sat_conversion,[],[f15438])). 18.34/3.84 cnf(s3841, plain, spl0_89 | ~spl0_170 | ~spl0_171, inference(sat_conversion,[],[f15439])). 18.34/3.84 cnf(s3842, plain, spl0_29 | ~spl0_164 | ~spl0_321, inference(sat_conversion,[],[f15440])). 18.34/3.84 cnf(s3844, plain, spl0_28 | ~spl0_185 | ~spl0_207, inference(sat_conversion,[],[f15442])). 18.34/3.84 cnf(s3847, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_252 | ~spl0_254, inference(sat_conversion,[],[f15445])). 18.34/3.84 cnf(s3848, plain, spl0_26 | ~spl0_252 | ~spl0_254, inference(sat_conversion,[],[f15446])). 18.34/3.84 cnf(s3851, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_252 | ~spl0_254, inference(sat_conversion,[],[f15449])). 18.34/3.84 cnf(s3852, plain, spl0_29 | ~spl0_98 | ~spl0_269, inference(sat_conversion,[],[f15450])). 18.34/3.84 cnf(s3886, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_220 | ~spl0_288, inference(sat_conversion,[],[f15484])). 18.34/3.84 cnf(s3887, plain, spl0_26 | ~spl0_220 | ~spl0_288, inference(sat_conversion,[],[f15485])). 18.34/3.84 cnf(s3890, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_220 | ~spl0_288, inference(sat_conversion,[],[f15488])). 18.34/3.84 cnf(s3905, plain, spl0_26 | ~spl0_307 | ~spl0_312, inference(sat_conversion,[],[f15503])). 18.34/3.84 cnf(s3908, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_307 | ~spl0_312, inference(sat_conversion,[],[f15506])). 18.34/3.84 cnf(s3910, plain, spl0_29 | ~spl0_106 | ~spl0_267, inference(sat_conversion,[],[f15508])). 18.34/3.84 cnf(s3917, plain, spl0_28 | ~spl0_284 | ~spl0_318, inference(sat_conversion,[],[f15515])). 18.34/3.84 cnf(s3919, plain, spl0_89 | ~spl0_160 | ~spl0_193, inference(sat_conversion,[],[f15517])). 18.34/3.84 cnf(s3921, plain, ~spl0_160 | spl0_162 | ~spl0_193, inference(sat_conversion,[],[f15519])). 18.34/3.84 cnf(s3931, plain, spl0_26 | ~spl0_164 | ~spl0_300, inference(sat_conversion,[],[f15529])). 18.34/3.84 cnf(s3934, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_164 | spl0_200 | ~spl0_300, inference(sat_conversion,[],[f15532])). 18.34/3.84 cnf(s3935, plain, spl0_89 | ~spl0_173 | ~spl0_174, inference(sat_conversion,[],[f15533])). 18.34/3.84 cnf(s3936, plain, spl0_29 | ~spl0_170 | ~spl0_302, inference(sat_conversion,[],[f15534])). 18.34/3.84 cnf(s3937, plain, spl0_24 | ~spl0_254 | ~spl0_255, inference(sat_conversion,[],[f15535])). 18.34/3.84 cnf(s3938, plain, spl0_21 | ~spl0_160 | ~spl0_194, inference(sat_conversion,[],[f15536])). 18.34/3.84 cnf(s3940, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_160 | ~spl0_194, inference(sat_conversion,[],[f15538])). 18.34/3.84 cnf(s3945, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | ~spl0_160 | ~spl0_194 | spl0_298, inference(sat_conversion,[],[f15543])). 18.34/3.84 cnf(s3948, plain, spl0_21 | ~spl0_173 | ~spl0_324, inference(sat_conversion,[],[f15546])). 18.34/3.84 cnf(s3950, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_173 | ~spl0_324, inference(sat_conversion,[],[f15548])). 18.34/3.84 cnf(s4040, plain, ~spl0_45 | spl0_172 | spl0_220 | spl0_257 | spl0_258, inference(sat_conversion,[],[f15695])). 18.34/3.84 cnf(s4077, plain, ~spl0_6 | ~spl0_241 | spl0_251, inference(sat_conversion,[],[f15761])). 18.34/3.84 cnf(s4198, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_24 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_229 | ~spl0_262 | spl0_283, inference(sat_conversion,[],[f15971])). 18.34/3.84 cnf(s4200, plain, spl0_28 | spl0_188 | spl0_227 | spl0_228 | ~spl0_230 | ~spl0_262 | spl0_270 | spl0_272, inference(sat_conversion,[],[f15975])). 18.34/3.84 cnf(s4251, plain, spl0_29 | ~spl0_45 | spl0_172 | spl0_257 | spl0_258 | ~spl0_261, inference(sat_conversion,[],[f16055])). 18.34/3.84 cnf(s4297, plain, spl0_29 | ~spl0_45 | spl0_89 | ~spl0_161 | spl0_172 | spl0_258 | ~spl0_261, inference(sat_conversion,[],[f16113])). 18.34/3.84 cnf(s4363, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | spl0_89 | ~spl0_187 | spl0_188 | ~spl0_228 | spl0_229 | spl0_283 | spl0_308, inference(sat_conversion,[],[f16209])). 18.34/3.84 cnf(s4403, plain, ~spl0_57 | spl0_89 | spl0_211 | spl0_212 | spl0_213 | ~spl0_281, inference(sat_conversion,[],[f16681])). 18.34/3.84 cnf(s4415, plain, spl0_39 | spl0_208 | spl0_213 | spl0_232 | spl0_315 | spl0_316, inference(sat_conversion,[],[f16885])). 18.34/3.84 cnf(s4433, plain, spl0_21 | ~spl0_195 | ~spl0_197, inference(sat_conversion,[],[f17059])). 18.34/3.84 cnf(s4442, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_261 | ~spl0_288, inference(sat_conversion,[],[f17068])). 18.34/3.84 cnf(s4443, plain, spl0_24 | ~spl0_261 | ~spl0_288, inference(sat_conversion,[],[f17069])). 18.34/3.84 cnf(s4449, plain, spl0_29 | ~spl0_214 | ~spl0_259, inference(sat_conversion,[],[f17075])). 18.34/3.84 cnf(s4450, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_201 | ~spl0_296, inference(sat_conversion,[],[f17076])). 18.34/3.84 cnf(s4451, plain, spl0_24 | ~spl0_201 | ~spl0_296, inference(sat_conversion,[],[f17077])). 18.34/3.84 cnf(s4452, plain, spl0_21 | ~spl0_165 | ~spl0_300, inference(sat_conversion,[],[f17078])). 18.34/3.84 cnf(s4454, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_165 | ~spl0_300, inference(sat_conversion,[],[f17080])). 18.34/3.84 cnf(s4461, plain, spl0_28 | ~spl0_182 | ~spl0_322, inference(sat_conversion,[],[f17087])). 18.34/3.84 cnf(s4462, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_136 | ~spl0_328, inference(sat_conversion,[],[f17088])). 18.34/3.84 cnf(s4463, plain, spl0_24 | ~spl0_136 | ~spl0_328, inference(sat_conversion,[],[f17089])). 18.34/3.84 cnf(s4468, plain, spl0_28 | ~spl0_158 | ~spl0_319, inference(sat_conversion,[],[f17094])). 18.34/3.84 cnf(s4486, plain, ~spl0_4 | spl0_83 | ~spl0_106, inference(sat_conversion,[],[f17149])). 18.34/3.84 cnf(s4569, plain, spl0_21 | spl0_24 | spl0_28 | ~spl0_33 | ~spl0_120 | ~spl0_187 | spl0_188 | spl0_229 | ~spl0_292 | spl0_308 | spl0_313, inference(sat_conversion,[],[f17313])). 18.34/3.84 cnf(s4584, plain, ~spl0_33 | spl0_39 | spl0_83 | spl0_104 | spl0_231, inference(sat_conversion,[],[f17352])). 18.34/3.84 cnf(s4597, plain, ~spl0_1 | ~spl0_6 | spl0_39 | spl0_83 | spl0_104 | ~spl0_191 | spl0_239 | spl0_240 | spl0_251, inference(sat_conversion,[],[f17373])). 18.34/3.84 cnf(s4625, plain, ~spl0_5 | spl0_11 | ~spl0_17 | spl0_28 | spl0_32 | ~spl0_187 | spl0_188 | spl0_229 | spl0_283 | spl0_308 | spl0_313, inference(sat_conversion,[],[f17412])). 18.34/3.84 cnf(s4631, plain, ~spl0_17 | ~spl0_227 | spl0_335, inference(sat_conversion,[],[f17591])). 18.34/3.84 cnf(s4632, plain, ~spl0_5 | spl0_12 | ~spl0_335, inference(sat_conversion,[],[f17592])). 18.34/3.84 cnf(s4638, plain, spl0_89 | ~spl0_228 | ~spl0_313, inference(sat_conversion,[],[f17598])). 18.34/3.84 cnf(s4639, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_203 | ~spl0_324, inference(sat_conversion,[],[f17599])). 18.34/3.84 cnf(s4640, plain, spl0_24 | ~spl0_203 | ~spl0_324, inference(sat_conversion,[],[f17600])). 18.34/3.84 cnf(s4643, plain, spl0_26 | ~spl0_238 | ~spl0_244, inference(sat_conversion,[],[f17603])). 18.34/3.84 cnf(s4646, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | spl0_200 | ~spl0_238 | ~spl0_244, inference(sat_conversion,[],[f17606])). 18.34/3.84 cnf(s4946, plain, ~spl0_6 | spl0_24 | spl0_32 | spl0_185 | spl0_213 | ~spl0_251 | spl0_253, inference(sat_conversion,[],[f18412])). 18.34/3.84 cnf(s4962, plain, spl0_26 | spl0_188 | spl0_213 | ~spl0_250 | spl0_270 | spl0_271 | spl0_272, inference(sat_conversion,[],[f18550])). 18.34/3.84 cnf(s4966, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_8 | spl0_15 | ~spl0_183 | ~spl0_329, inference(sat_conversion,[],[f18554])). 18.34/3.84 cnf(s4967, plain, spl0_26 | ~spl0_183 | ~spl0_329, inference(sat_conversion,[],[f18555])). 18.34/3.84 cnf(s4970, plain, ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_6 | ~spl0_7 | ~spl0_8 | ~spl0_183 | spl0_200 | ~spl0_329, inference(sat_conversion,[],[f18558])). 18.34/3.84 cnf(s4971, plain, spl0_28 | ~spl0_256 | ~spl0_257, inference(sat_conversion,[],[f18559])). 18.34/3.84 cnf(s4972, plain, spl0_29 | ~spl0_121 | ~spl0_313, inference(sat_conversion,[],[f18560])). 18.34/3.84 cnf(s4973, plain, spl0_29 | ~spl0_180 | ~spl0_322, inference(sat_conversion,[],[f18561])). 18.34/3.84 cnf(s5002, plain, spl0_24 | ~spl0_187 | ~spl0_250 | spl0_283 | spl0_308 | spl0_313, inference(sat_conversion,[],[f18610])). 18.34/3.84 cnf(s5055, plain, ~spl0_232 | spl0_336, inference(sat_conversion,[],[f18855])). 18.34/3.84 cnf(s5061, plain, spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_241 | spl0_248, inference(sat_conversion,[],[f19033])). 18.34/3.84 cnf(s5063, plain, ~spl0_1 | spl0_233 | ~spl0_248, inference(sat_conversion,[],[f19061])). 18.34/3.84 cnf(s5064, plain, spl0_29 | ~spl0_233 | ~spl0_336, inference(sat_conversion,[],[f19076])). 18.34/3.84 cnf(s5065, plain, spl0_21 | ~spl0_240 | ~spl0_325, inference(sat_conversion,[],[f19077])). 18.34/3.84 cnf(s5067, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_240 | ~spl0_325, inference(sat_conversion,[],[f19079])). 18.34/3.84 cnf(s5071, plain, spl0_21 | ~spl0_236 | ~spl0_311, inference(sat_conversion,[],[f19083])). 18.34/3.84 cnf(s5072, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_26 | ~spl0_236 | ~spl0_311, inference(sat_conversion,[],[f19084])). 18.34/3.84 cnf(s5073, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_236 | ~spl0_311, inference(sat_conversion,[],[f19085])). 18.34/3.84 cnf(s5076, plain, ~spl0_2 | ~spl0_6 | ~spl0_8 | spl0_10 | ~spl0_247 | ~spl0_336, inference(sat_conversion,[],[f19088])). 18.34/3.84 cnf(s5077, plain, spl0_24 | ~spl0_247 | ~spl0_336, inference(sat_conversion,[],[f19089])). 18.34/3.84 cnf(s5078, plain, spl0_89 | ~spl0_180 | ~spl0_182, inference(sat_conversion,[],[f19090])). 18.34/3.84 cnf(s5079, plain, spl0_21 | ~spl0_216 | ~spl0_288, inference(sat_conversion,[],[f19091])). 18.34/3.84 cnf(s5080, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_26 | ~spl0_216 | ~spl0_288, inference(sat_conversion,[],[f19092])). 18.34/3.84 cnf(s5081, plain, ~spl0_1 | ~spl0_6 | ~spl0_8 | spl0_89 | ~spl0_216 | ~spl0_288, inference(sat_conversion,[],[f19093])). 18.34/3.84 cnf(s5085, plain, spl0_28 | ~spl0_283 | ~spl0_331, inference(sat_conversion,[],[f19097])). 18.34/3.84 cnf(s5104, plain, ~spl0_1 | spl0_21 | spl0_34 | spl0_239 | spl0_240 | spl0_241 | spl0_248, inference(sat_conversion,[],[f19129])). 18.34/3.84 cnf(s5258, plain, ~spl0_2 | ~spl0_4 | spl0_24 | ~spl0_120 | spl0_147 | spl0_156 | ~spl0_187 | spl0_288, inference(sat_conversion,[],[f19337])). 18.34/3.84 cnf(s5339, plain, spl0_24 | spl0_39 | spl0_169 | spl0_175 | spl0_204 | spl0_326, inference(sat_conversion,[],[f19418])). 18.34/3.84 cnf(s5350, plain, ~spl0_1 | spl0_39 | spl0_92 | spl0_95 | spl0_217 | spl0_218 | spl0_219 | ~spl0_230, inference(sat_conversion,[],[f19428])). 18.34/3.84 cnf(s5370, plain, ~spl0_44 | spl0_157 | spl0_217 | spl0_218 | spl0_219, inference(sat_conversion,[],[f19696])). 18.34/3.84 cnf(s5371, plain, spl0_29 | ~spl0_157 | ~spl0_328, inference(sat_conversion,[],[f19697])). 18.34/3.84 cnf(s5372, plain, spl0_28 | ~spl0_95 | ~spl0_295, inference(sat_conversion,[],[f19698])). 18.34/3.84 cnf(s5394, plain, ~spl0_2 | spl0_37 | spl0_93 | spl0_94 | spl0_214 | spl0_215 | spl0_216 | ~spl0_230, inference(sat_conversion,[],[f19726])). 18.34/3.84 cnf(s5403, plain, ~spl0_1 | ~spl0_158 | spl0_328, inference(sat_conversion,[],[f19812])). 18.34/3.84 cnf(s5408, plain, ~spl0_2 | ~spl0_284 | spl0_331, inference(sat_conversion,[],[f19850])). 18.34/3.84 cnf(s5410, plain, ~spl0_45 | spl0_89 | spl0_216 | spl0_219 | spl0_220 | ~spl0_284, inference(sat_conversion,[],[f19854])). 18.34/3.84 cnf(s5411, plain, ~spl0_53 | spl0_214 | spl0_215 | spl0_216 | spl0_285, inference(sat_conversion,[],[f19864])). 18.34/3.84 cnf(s5414, plain, spl0_29 | ~spl0_285 | ~spl0_331, inference(sat_conversion,[],[f19867])). 18.34/3.84 cnf(s5425, plain, ~spl0_110 | ~spl0_155 | spl0_198, inference(sat_conversion,[],[f19878])). 18.34/3.84 cnf(s5426, plain, ~spl0_110 | ~spl0_146 | ~spl0_155 | spl0_200, inference(sat_conversion,[],[f19879])). 18.34/3.84 cnf(s5430, plain, ~spl0_12, inference(rat,[],[s12,s7])). 18.34/3.84 cnf(s5431, plain, ~spl0_11, inference(rat,[],[s11,s7])). 18.34/3.84 cnf(s5432, plain, ~spl0_335, inference(rat,[],[s4632,s5430,s5])). 18.34/3.84 cnf(s5433, plain, ~spl0_10, inference(rat,[],[s10,s5])). 18.34/3.84 cnf(s5434, plain, ~spl0_9, inference(rat,[],[s9,s5])). 18.34/3.84 cnf(s5435, plain, ~spl0_200, inference(rat,[],[s511,s7,s5434])). 18.34/3.84 cnf(s5436, plain, ~spl0_153, inference(rat,[],[s508,s6,s5435])). 18.34/3.84 cnf(s5437, plain, ~spl0_29, inference(rat,[],[s2189,s4,s5430,s2])). 18.34/3.84 cnf(s5438, plain, ~spl0_39, inference(rat,[],[s119,s4,s5433,s8,s6,s2])). 18.34/3.84 cnf(s5439, plain, ~spl0_24, inference(rat,[],[s41,s5433,s6,s8,s2])). 18.34/3.84 cnf(s5440, plain, ~spl0_14, inference(rat,[],[s14,s4,s2])). 18.34/3.84 cnf(s5443, plain, ~spl0_28, inference(rat,[],[s2310,s5435,s2,s8,s7,s6,s4,s3,s1])). 18.34/3.84 cnf(s5444, plain, ~spl0_89, inference(rat,[],[s718,s5435,s2,s8,s7,s6,s4,s3,s1])). 18.34/3.84 cnf(s5445, plain, ~spl0_213, inference(rat,[],[s537,s5438,s2,s8,s6,s4,s3,s1])). 18.34/3.84 cnf(s5446, plain, ~spl0_26, inference(rat,[],[s246,s5440,s2,s8,s6,s4,s1])). 18.34/3.84 cnf(s5448, plain, ~spl0_21, inference(rat,[],[s98,s5439,s4,s8,s6,s1])). 18.34/3.84 cnf(s5449, plain, ~spl0_34, inference(rat,[],[s87,s5440,s2,s8,s6,s4,s1])). 18.34/3.84 cnf(s5450, plain, ~spl0_37, inference(rat,[],[s65,s5439,s2,s8,s6,s4,s3,s1])). 18.34/3.84 cnf(s5451, plain, ~spl0_32, inference(rat,[],[s56,s5439,s4,s8,s6,s1])). 18.34/3.84 cnf(s5453, plain, spl0_17, inference(rat,[],[s18,s2,s8,s6,s4,s3,s1])). 18.34/3.84 cnf(s5454, plain, ~spl0_16, inference(rat,[],[s17,s4,s8,s6,s1])). 18.34/3.84 cnf(s5455, plain, ~spl0_15, inference(rat,[],[s15,s2,s4,s1])). 18.34/3.84 cnf(s5456, plain, spl0_44, inference(rat,[],[s71,s1,s5438,s5446])). 18.34/3.84 cnf(s5458, plain, ~spl0_188, inference(rat,[],[s481,s1,s2,s8,s6,s4,s3,s5448])). 18.34/3.84 cnf(s5460, plain, spl0_42, inference(rat,[],[s67,s5448,s6,s5449])). 18.34/3.84 cnf(s5461, plain, ~spl0_224, inference(rat,[],[s723,s1,s2,s8,s6,s4,s3,s5449])). 18.34/3.84 cnf(s5462, plain, ~spl0_186, inference(rat,[],[s685,s1,s2,s8,s6,s4,s3,s5449])). 18.34/3.84 cnf(s5464, plain, spl0_53, inference(rat,[],[s81,s2,s5434,s5450])). 18.34/3.84 cnf(s5465, plain, spl0_57, inference(rat,[],[s103,s5451])). 18.34/3.84 cnf(s5466, plain, ~spl0_227, inference(rat,[],[s4631,s5432,s5453])). 18.34/3.84 cnf(s5467, plain, spl0_230, inference(rat,[],[s558,s5446,s5445,s5451,s5453])). 18.34/3.84 cnf(s5469, plain, spl0_223, inference(rat,[],[s548,s5451,s5458,s5462,s5444,s5453])). 18.34/3.84 cnf(s5471, plain, spl0_33, inference(rat,[],[s34,s5451,s5453])). 18.34/3.84 cnf(s5472, plain, spl0_45, inference(rat,[],[s72,s5439,s4,s5454])). 18.34/3.84 cnf(s5474, plain, spl0_187, inference(rat,[],[s476,s5458,s5453,s5462])). 18.34/3.84 cnf(s5475, plain, spl0_191, inference(rat,[],[s491,s5462,s5458,s5444,s5471])). 18.34/3.84 cnf(s5477, plain, ~spl0_264 | spl0_271 | ~spl0_255 | spl0_86, inference(rat,[],[s830,s1173,s627,s1331,s2134,s3751,s661,s1333,s1313,s1396,s603,s5431,s5,s5469,s5453,s5458,s5451,s5450,s5446,s5443,s5439,s5437])). 18.34/3.84 cnf(s5478, plain, ~spl0_256 | ~spl0_203 | spl0_177 | ~spl0_255 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s734,s3841,s1749,s738,s2040,s2110,s655,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s530,s1501,s1295,s1502,s1294,s2130,s625,s5477,s679,s621,s5394,s2630,s1300,s3637,s1399,s666,s2431,s611,s620,s5350,s612,s614,s618,s1048,s2013,s4640,s2,s1,s5448,s5449,s5444,s6,s4,s5439,s5451,s5443,s5471,s5445,s5446,s5438,s7,s8,s5435,s5464,s5433,s5434,s5437,s5450,s5467,s5472])). 18.34/3.84 cnf(s5479, plain, ~spl0_264 | ~spl0_255 | spl0_283 | spl0_86, inference(rat,[],[s4363,s562,s627,s2134,s3631,s661,s5477,s1313,s5431,s5,s5451,s5444,s5443,s5458,s5453,s5474,s5448,s5466,s5450,s5446])). 18.34/3.84 cnf(s5480, plain, ~spl0_302 | ~spl0_203 | spl0_177 | spl0_245 | ~spl0_255 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s612,s2676,s5370,s610,s611,s5394,s621,s2130,s666,s2630,s1294,s1406,s1872,s4967,s1502,s474,s1501,s530,s4415,s1485,s3529,s1109,s1730,s5078,s472,s1500,s1748,s1749,s652,s1754,s738,s1710,s3936,s603,s618,s1048,s2013,s4640,s5448,s5456,s5444,s5472,s4,s5443,s2,s5450,s5467,s5434,s5437,s5446,s5464,s5438,s5445,s1,s6,s5451,s5439])). 18.34/3.84 cnf(s5481, plain, ~spl0_207 | spl0_315 | spl0_204 | spl0_326 | spl0_232 | ~spl0_221, inference(rat,[],[s1786,s5339,s734,s1877,s5078,s4461,s1109,s4415,s1500,s1748,s1749,s652,s1754,s1,s5448,s5438,s5439,s2,s5449,s5444,s5443,s5445,s5446,s5437,s6,s5451])). 18.34/3.84 cnf(s5482, plain, spl0_315 | spl0_165 | spl0_174 | spl0_177 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s4461,s4973,s1877,s452,s1923,s1931,s3841,s738,s5481,s829,s2340,s2781,s1067,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s5437,s2,s4,s5472,s5444,s5453,s8])). 18.34/3.84 cnf(s5483, plain, ~spl0_314 | spl0_204 | spl0_326 | spl0_177 | ~spl0_221, inference(rat,[],[s734,s1748,s1749,s652,s1754,s738,s1934,s1786,s1923,s5339,s1733,s1774,s2,s1,s5448,s5449,s5437,s6,s5443,s5445,s5451,s5439,s4,s7,s8,s5435,s5438])). 18.34/3.84 cnf(s5484, plain, spl0_165 | spl0_172 | spl0_173 | spl0_174 | spl0_177 | spl0_245 | ~spl0_255 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s612,s2676,s5370,s610,s611,s5394,s621,s666,s2117,s2630,s1406,s1872,s4967,s474,s1485,s5483,s1294,s530,s1502,s1850,s1501,s5482,s1067,s829,s2340,s603,s618,s2781,s5448,s5456,s5444,s5472,s4,s5443,s2,s5450,s5467,s5437,s5445,s5446,s5464,s5453,s5451,s6,s8])). 18.34/3.84 cnf(s5485, plain, ~spl0_162 | ~spl0_149 | ~spl0_255 | ~spl0_151 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s579,s568,s448,s1818,s1757,s1829,s5484,s1072,s5480,s938,s3476,s607,s5478,s2013,s1048,s4640,s1780,s524,s829,s2340,s2636,s778,s596,s603,s625,s5479,s1289,s798,s465,s1089,s1709,s1,s5448,s6,s4,s5438,s5444,s5446,s5456,s2,s5460,s5443,s5439,s5436,s5453,s5451,s5450,s5437,s8])). 18.34/3.84 cnf(s5486, plain, ~spl0_183 | spl0_279 | spl0_216 | spl0_245 | spl0_94 | spl0_93, inference(rat,[],[s621,s5394,s2117,s2630,s1872,s4967,s2,s5450,s5467,s5437,s5445,s5444,s5446])). 18.34/3.84 cnf(s5487, plain, ~spl0_302 | spl0_216 | spl0_220 | ~spl0_161 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s621,s5394,s2117,s2630,s1300,s3637,s666,s2155,s2013,s3948,s756,s5486,s1294,s1502,s1501,s530,s4415,s1485,s3529,s1109,s1730,s5078,s472,s1500,s1748,s1749,s652,s1754,s738,s1710,s3936,s2,s5450,s5467,s5437,s5445,s5443,s5439,s5444,s5472,s5448,s5454,s5446,s4,s5438,s1,s5464,s6,s5451])). 18.34/3.84 cnf(s5488, plain, ~spl0_278 | spl0_279 | spl0_216 | spl0_245 | spl0_94 | spl0_93, inference(rat,[],[s621,s5394,s2117,s2630,s1300,s3637,s2,s5450,s5467,s5437,s5445,s5443,s5439])). 18.34/3.84 cnf(s5489, plain, spl0_279 | spl0_173 | spl0_165 | spl0_216 | ~spl0_261 | spl0_257 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s530,s474,s1850,s1485,s1501,s5483,s5482,s2781,s2019,s2013,s4251,s666,s5488,s5486,s829,s2340,s1067,s2,s5464,s5437,s4,s6,s7,s8,s5435,s1,s5472,s5453,s5451])). 18.34/3.84 cnf(s5490, plain, spl0_173 | spl0_165 | spl0_216 | spl0_220 | ~spl0_261 | ~spl0_161 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s734,s3841,s1749,s738,s2040,s2110,s655,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s1397,s666,s2155,s2013,s2016,s5482,s530,s1501,s1295,s1502,s1294,s5489,s1958,s2,s1,s5448,s5449,s5444,s6,s4,s5439,s5451,s5443,s5471,s5445,s5446,s5438,s7,s8,s5435,s5454,s5437,s5472,s5433])). 18.34/3.84 cnf(s5491, plain, spl0_165 | spl0_216 | spl0_82 | spl0_220 | ~spl0_261 | ~spl0_161 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232, inference(rat,[],[s1294,s5488,s1502,s666,s1501,s2155,s5482,s2013,s3935,s3948,s5490,s5448,s5472,s5444,s4,s5446,s2])). 18.34/3.84 cnf(s5492, plain, ~spl0_161 | ~spl0_149 | spl0_245 | spl0_197 | spl0_217 | ~spl0_151 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s579,s568,s448,s1818,s1757,s1829,s5491,s1072,s5487,s938,s611,s1966,s620,s3476,s5350,s607,s612,s1884,s1954,s829,s2340,s465,s1089,s1709,s1,s5448,s6,s4,s5438,s5444,s5446,s5456,s2,s5443,s5436,s5460,s5467,s5437,s5439,s5453,s5451,s8])). 18.34/3.84 cnf(s5494, plain, ~spl0_302 | spl0_315 | spl0_177 | spl0_232 | ~spl0_221, inference(rat,[],[s1109,s5078,s4415,s472,s1500,s1748,s1749,s652,s1754,s738,s1710,s3936,s5444,s5438,s5445,s1,s5464,s5446,s5437,s6,s5443,s5451,s5439,s4,s2])). 18.34/3.84 cnf(s5496, plain, ~spl0_181 | spl0_315 | spl0_177 | spl0_232 | spl0_82, inference(rat,[],[s734,s3841,s1749,s738,s2040,s2110,s655,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s2,s1,s5448,s5449,s5444,s6,s4,s5439,s5451,s5443,s5471,s5445,s5446,s5438,s7,s8,s5435])). 18.34/3.84 cnf(s5498, plain, ~spl0_302 | spl0_180 | spl0_177 | ~spl0_221, inference(rat,[],[s734,s1748,s1749,s652,s1754,s738,s1710,s3936,s2,s1,s5448,s5449,s5437,s6,s5443,s5445,s5451,s5439,s4])). 18.34/3.84 cnf(s5499, plain, spl0_216 | spl0_173 | spl0_184 | spl0_279 | ~spl0_300 | ~spl0_149 | spl0_245 | spl0_217 | spl0_252 | spl0_111 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | ~spl0_221, inference(rat,[],[s5350,s620,s612,s2431,s614,s607,s3199,s606,s580,s579,s448,s1072,s5498,s2013,s2016,s2781,s5483,s1733,s1485,s666,s756,s5488,s5486,s497,s931,s465,s1089,s1709,s3934,s1818,s1922,s1067,s4454,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439,s2,s5444,s5460,s5465,s5446,s6,s5448,s5456,s7,s8,s5435,s5454])). 18.34/3.84 cnf(s5500, plain, spl0_173 | spl0_184 | spl0_279 | ~spl0_300 | ~spl0_149 | spl0_245 | ~spl0_255 | spl0_111 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | ~spl0_221, inference(rat,[],[s610,s666,s2013,s1406,s2016,s474,s452,s1485,s1877,s1730,s4973,s1923,s5498,s3840,s1072,s752,s579,s568,s938,s3476,s607,s2690,s613,s612,s5370,s611,s5499,s2636,s778,s440,s497,s931,s618,s596,s603,s465,s1089,s1709,s3934,s4454,s1818,s1922,s5444,s5472,s2,s5446,s5464,s4,s5437,s1,s5439,s5448,s5449,s6,s5438,s5460,s7,s8,s5435,s5433,s5456,s5443,s5465,s5453,s5451])). 18.34/3.84 cnf(s5501, plain, ~spl0_302 | spl0_174 | spl0_165 | spl0_177 | ~spl0_221, inference(rat,[],[s1877,s725,s4973,s1923,s5498,s3840,s2,s4,s5438,s5446,s5437,s1,s5439])). 18.34/3.84 cnf(s5502, plain, ~spl0_173 | spl0_279 | ~spl0_300 | ~spl0_149 | spl0_245 | spl0_217 | spl0_252 | spl0_111 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | ~spl0_221, inference(rat,[],[s666,s5488,s2431,s611,s620,s5350,s612,s614,s607,s3199,s606,s580,s579,s448,s1072,s5501,s2013,s3935,s3948,s497,s931,s465,s1089,s1709,s3934,s4454,s1818,s1922,s2,s5437,s5443,s5472,s4,s5438,s1,s5467,s5439,s5444,s5460,s5465,s5446,s6,s5448,s5456,s8,s5435,s7])). 18.34/3.84 cnf(s5503, plain, spl0_279 | ~spl0_300 | ~spl0_149 | spl0_245 | ~spl0_255 | spl0_111 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5489,s611,s620,s5350,s612,s614,s4971,s607,s3199,s606,s580,s579,s448,s1072,s5494,s1501,s1855,s530,s5500,s5502,s829,s2340,s497,s931,s603,s618,s465,s1089,s1709,s3934,s4454,s1818,s1922,s4,s5443,s5438,s1,s5467,s5439,s2,s5444,s5460,s5465,s5446,s6,s5448,s5456,s8,s5435,s7,s5437,s5453,s5451])). 18.34/3.84 cnf(s5504, plain, ~spl0_300 | ~spl0_149 | spl0_245 | ~spl0_255 | spl0_111 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5350,s620,s612,s2431,s614,s607,s3199,s606,s666,s580,s1406,s579,s474,s2013,s448,s3935,s2016,s1072,s5482,s5496,s5494,s530,s1501,s1295,s1502,s1294,s5503,s1818,s4454,s3934,s1922,s829,s2340,s497,s931,s603,s618,s465,s1089,s1709,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439,s2,s5444,s5460,s5465,s5446,s6,s5448,s5464,s5456,s8,s5433,s7,s5435,s5453,s5451])). 18.34/3.84 cnf(s5505, plain, spl0_279 | spl0_216 | ~spl0_261 | ~spl0_256 | spl0_193 | ~spl0_149 | spl0_245 | spl0_100 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s756,s530,s1485,s1850,s1730,s1501,s5498,s5494,s1072,s752,s579,s786,s1818,s1757,s1829,s5489,s3950,s2013,s2431,s666,s5488,s5486,s829,s2340,s465,s1089,s1709,s4971,s2,s5439,s5454,s4,s5437,s5446,s1,s5448,s5449,s5444,s5460,s5436,s5465,s8,s6,s5443,s5472,s5453,s5451])). 18.34/3.84 cnf(s5506, plain, ~spl0_165 | spl0_166 | spl0_193 | ~spl0_149 | spl0_100, inference(rat,[],[s579,s786,s448,s1818,s1757,s1829,s465,s1089,s1709,s1,s5448,s4,s5444,s5460,s5436,s5465,s5456,s6,s5439,s5443])). 18.34/3.84 cnf(s5507, plain, ~spl0_149 | ~spl0_255 | spl0_111 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s666,s1406,s2431,s474,s2013,s3935,s2016,s5482,s5506,s1072,s5496,s5494,s530,s1501,s1295,s1502,s1294,s5505,s611,s620,s5350,s612,s614,s607,s3199,s938,s3921,s3938,s446,s1044,s5504,s5492,s5485,s465,s829,s2340,s645,s440,s497,s931,s441,s618,s596,s603,s625,s5479,s1289,s798,s2,s5437,s5443,s5472,s5464,s5444,s5446,s4,s8,s6,s5433,s5438,s1,s5467,s5439,s5460,s5465,s5448,s5456,s5453,s5451,s5450,s5435,s7,s5436,s5454])). 18.34/3.84 cnf(s5508, plain, ~spl0_161 | ~spl0_302 | spl0_177 | spl0_245 | spl0_217 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | ~spl0_221, inference(rat,[],[s5487,s611,s1966,s620,s5350,s612,s1954,s4,s5443,s5436,s5438,s1,s5467,s5446])). 18.34/3.84 cnf(s5511, plain, ~spl0_161 | spl0_177 | spl0_199 | spl0_245 | spl0_197 | spl0_217 | ~spl0_151 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s1818,s1819,s568,s5491,s938,s611,s1966,s620,s3476,s5350,s607,s612,s1884,s1954,s1,s5443,s6,s4,s5438,s5444,s5446,s2,s5436,s5460,s5467,s5437])). 18.34/3.84 cnf(s5512, plain, ~spl0_165 | spl0_162 | spl0_161 | spl0_199 | spl0_100, inference(rat,[],[s3921,s786,s446,s1818,s1044,s1819,s4452,s4,s1,s5448,s5444,s5460,s5436,s5465,s2,s5456,s5443])). 18.34/3.84 cnf(s5513, plain, spl0_279 | spl0_216 | ~spl0_261 | ~spl0_256 | spl0_165 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s2013,s2431,s3948,s666,s5489,s5488,s4971,s2,s5437,s5443,s5472,s5448])). 18.34/3.84 cnf(s5514, plain, ~spl0_256 | spl0_165 | spl0_177 | spl0_245 | ~spl0_255 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s666,s1406,s2431,s474,s2013,s3935,s2016,s5482,s5496,s530,s1501,s1295,s1502,s1294,s5513,s611,s620,s5350,s612,s614,s603,s618,s2,s5437,s5443,s5472,s5464,s5444,s5446,s4,s8,s6,s5433,s5438,s1,s5467,s5439])). 18.34/3.84 cnf(s5515, plain, spl0_162 | spl0_177 | spl0_199 | spl0_245 | ~spl0_255 | ~spl0_151 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s1921,s1044,s1818,s741,s568,s3945,s938,s3476,s607,s5514,s5512,s2774,s5511,s596,s603,s618,s441,s8,s6,s5433,s2,s4,s1,s5439,s5454,s5438,s5444,s5446,s5460,s5465,s5436,s5448,s5443,s5437])). 18.34/3.84 cnf(s5516, plain, spl0_177 | spl0_199 | ~spl0_255 | ~spl0_151 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s568,s1818,s938,s1819,s3476,s5484,s607,s2013,s5478,s1048,s4640,s1780,s524,s5515,s2636,s778,s441,s596,s603,s625,s5479,s1289,s798,s6,s4,s5438,s5444,s5446,s1,s2,s5443,s5460,s5439,s5436,s5448,s5453,s5451,s5450,s5437,s5465])). 18.34/3.84 cnf(s5517, plain, spl0_279 | spl0_173 | spl0_169 | spl0_171 | spl0_165 | spl0_216 | ~spl0_261 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s3529,s530,s474,s1485,s4461,s4973,s1774,s1877,s452,s2019,s2013,s4297,s666,s5488,s5486,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s4,s5438,s5437,s2,s5472,s7,s8,s5435,s5444])). 18.34/3.84 cnf(s5518, plain, ~spl0_322 | spl0_315 | spl0_171 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s4461,s4973,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s5437])). 18.34/3.84 cnf(s5519, plain, spl0_173 | spl0_169 | spl0_171 | spl0_165 | spl0_216 | spl0_220 | ~spl0_261 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s1397,s666,s2155,s2013,s2016,s725,s1877,s5518,s530,s1501,s1295,s1502,s1294,s5517,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5437,s5444,s5472,s5433])). 18.34/3.84 cnf(s5520, plain, spl0_169 | spl0_171 | spl0_82 | spl0_165 | spl0_216 | spl0_220 | ~spl0_261 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232, inference(rat,[],[s1502,s1294,s1501,s5488,s5518,s666,s1877,s2155,s452,s2013,s3935,s3948,s5519,s5448,s5472,s5444,s4,s2,s5446])). 18.34/3.84 cnf(s5521, plain, ~spl0_161 | spl0_167 | spl0_199 | spl0_168 | spl0_245 | spl0_197 | spl0_217 | ~spl0_151 | ~spl0_154 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s5520,s1923,s1710,s3840,s1072,s448,s1819,s3842,s1818,s568,s938,s611,s1966,s620,s3476,s5350,s607,s612,s1884,s1954,s1,s5443,s5439,s4,s5456,s5437,s6,s5438,s5444,s5446,s2,s5436,s5460,s5467])). 18.34/3.84 cnf(s5522, plain, ~spl0_165 | spl0_167 | spl0_199 | spl0_168 | spl0_245 | spl0_217 | spl0_252 | spl0_111 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s2431,s611,s620,s5350,s612,s614,s607,s3199,s2013,s1710,s606,s1048,s4640,s1072,s786,s524,s448,s1818,s5512,s1757,s1819,s5521,s596,s440,s497,s931,s441,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5433,s5444,s5437,s5472,s5467,s5460,s5465,s5436,s5456])). 18.34/3.84 cnf(s5523, plain, ~spl0_175 | spl0_171 | spl0_173 | spl0_183 | spl0_232 | spl0_82, inference(rat,[],[s530,s1850,s474,s1501,s1485,s5518,s1774,s1877,s5437,s2,s5464,s4,s5439])). 18.34/3.84 cnf(s5524, plain, ~spl0_194 | spl0_162 | spl0_161 | spl0_199 | ~spl0_154, inference(rat,[],[s446,s1044,s1921,s1818,s568,s3945,s2774,s2,s5456,s4,s8,s6,s5433,s1,s5438,s5444,s5446])). 18.34/3.84 cnf(s5525, plain, ~spl0_174 | spl0_258 | spl0_161 | spl0_199 | spl0_217 | spl0_252 | spl0_111 | ~spl0_154 | spl0_95 | spl0_92, inference(rat,[],[s5350,s620,s612,s2431,s614,s607,s3199,s938,s5524,s524,s1776,s2013,s2016,s497,s931,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439,s2,s5444,s5460,s5465,s5446,s5435,s8,s7,s6])). 18.34/3.84 cnf(s5526, plain, ~spl0_302 | spl0_173 | spl0_174 | spl0_183 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s452,s5523,s1923,s1710,s3840,s4,s5472,s1,s5443,s5439])). 18.34/3.84 cnf(s5527, plain, spl0_162 | ~spl0_193 | spl0_159 | spl0_161, inference(rat,[],[s3921,s446,s2,s5456])). 18.34/3.84 cnf(s5528, plain, ~spl0_164 | spl0_258 | spl0_161 | spl0_199 | spl0_217 | spl0_252 | spl0_111 | spl0_100 | spl0_95 | spl0_92, inference(rat,[],[s5350,s620,s612,s2431,s614,s2013,s607,s4640,s3199,s524,s606,s5527,s786,s1818,s1044,s3842,s3931,s497,s931,s441,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439,s2,s5444,s5460,s5465,s5446,s5448,s5436,s5435,s8,s7,s6])). 18.34/3.84 cnf(s5529, plain, spl0_279 | spl0_216 | spl0_167 | spl0_199 | spl0_168 | spl0_245 | spl0_217 | spl0_252 | spl0_111 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s5350,s620,s612,s2431,s614,s607,s3199,s938,s5524,s524,s2013,s1048,s3948,s5526,s1072,s448,s5528,s5525,s666,s5488,s5486,s5521,s596,s440,s497,s931,s441,s5522,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439,s2,s5444,s5460,s5465,s5448,s5456,s5436,s5435,s8,s7,s6])). 18.34/3.84 cnf(s5530, plain, ~spl0_302 | spl0_173 | ~spl0_256 | ~spl0_311 | spl0_165 | spl0_161 | spl0_199 | spl0_217 | spl0_252 | spl0_111 | ~spl0_154 | spl0_95 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s1399,s666,s5525,s725,s1877,s5518,s1923,s1710,s3840,s1501,s1502,s530,s1295,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5444,s5433])). 18.34/3.84 cnf(s5531, plain, ~spl0_164 | spl0_162 | spl0_161 | spl0_199 | spl0_100, inference(rat,[],[s786,s5527,s1818,s1044,s3842,s3931,s4,s1,s5448,s5444,s5460,s5436,s5465,s5437,s5446])). 18.34/3.84 cnf(s5532, plain, spl0_162 | ~spl0_311 | spl0_165 | spl0_161 | spl0_167 | spl0_199 | spl0_168 | spl0_217 | spl0_252 | spl0_111 | spl0_100 | spl0_95 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s452,s1877,s3935,s5518,s1923,s5530,s1710,s3840,s1072,s448,s5531,s607,s3199,s938,s5524,s497,s931,s441,s1501,s1502,s4,s5472,s2,s5444,s1,s5443,s5439,s5456,s5460,s5465,s5446,s5435,s8,s7,s6,s5436,s5448])). 18.34/3.84 cnf(s5533, plain, ~spl0_302 | spl0_174 | spl0_315 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s1877,s452,s5518,s1923,s1710,s3840,s2,s4,s5472,s1,s5443,s5439])). 18.34/3.84 cnf(s5534, plain, ~spl0_311 | spl0_165 | spl0_161 | spl0_167 | spl0_199 | spl0_168 | spl0_217 | spl0_252 | spl0_111 | spl0_100 | spl0_95 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s1786,s4415,s725,s1109,s1733,s1774,s1484,s1485,s756,s1397,s666,s5528,s752,s1072,s5533,s1048,s1780,s524,s5532,s530,s1501,s1295,s1502,s441,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5437,s5449,s5436,s5433,s5465])). 18.34/3.84 cnf(s5535, plain, spl0_111 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s1406,s666,s5526,s610,s1072,s2013,s448,s1048,s4640,s3842,s1780,s524,s1818,s5524,s568,s938,s3476,s607,s2690,s613,s612,s5370,s611,s5529,s1294,s5534,s5522,s5521,s1089,s1938,s5516,s906,s1935,s1847,s820,s5507,s625,s5479,s596,s618,s603,s602,s832,s600,s440,s1289,s798,s2636,s778,s497,s931,s441,s2,s5444,s5472,s4,s1,s5456,s5443,s5439,s5437,s5436,s6,s5438,s5446,s5460,s7,s8,s5435,s5433,s5448,s5451,s5467,s5465,s5453,s5450])). 18.34/3.84 cnf(s5536, plain, ~spl0_149 | spl0_217 | ~spl0_161 | spl0_245 | spl0_193 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s5506,s1072,s5491,s5508,s465,s829,s2340,s1966,s441,s620,s611,s5350,s612,s1954,s4,s5443,s5467,s5446,s1,s5438,s5465,s5436,s5448,s5453,s5451,s6,s8])). 18.34/3.84 cnf(s5537, plain, spl0_217 | ~spl0_161 | spl0_245 | spl0_193 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s5520,s1923,s1710,s3840,s1072,s448,s1089,s1938,s5491,s1819,s3842,s1818,s580,s906,s1935,s1847,s820,s5536,s611,s1966,s620,s5350,s441,s612,s1954,s1,s5443,s5439,s4,s5456,s6,s5448,s5437,s5438,s5444,s5446,s7,s8,s5435,s2,s5433,s5451,s5436,s5467,s5465])). 18.34/3.84 cnf(s5538, plain, ~spl0_161 | spl0_245 | spl0_196 | spl0_193 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s846,s832,s1945,s602,s767,s618,s1943,s5537,s607,s612,s1884,s1954,s8,s5451,s5467,s5448,s6,s5449,s5443,s1,s5437,s5446])). 18.34/3.84 cnf(s5539, plain, ~spl0_165 | ~spl0_255 | spl0_161 | spl0_245 | spl0_160 | spl0_193 | spl0_100 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s1072,s5480,s5506,s465,s820,s1844,s906,s524,s786,s446,s1818,s1044,s1819,s4452,s4,s5443,s7,s6,s5433,s1,s5448,s5451,s5446,s5444,s5460,s5436,s5465,s2,s5456])). 18.34/3.84 cnf(s5540, plain, ~spl0_302 | spl0_177 | spl0_165 | ~spl0_255 | spl0_245 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s612,s2676,s5370,s610,s611,s666,s5486,s1406,s474,s1294,s530,s2013,s1485,s1502,s1850,s3935,s2016,s1730,s1501,s5501,s5498,s5494,s603,s618,s5448,s5456,s5444,s5472,s4,s5443,s2,s5464,s5446,s5437])). 18.34/3.84 cnf(s5541, plain, ~spl0_199 | spl0_165 | ~spl0_255 | spl0_161 | spl0_245 | spl0_160 | ~spl0_154 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5484,s2013,s1048,s4640,s1780,s524,s446,s1044,s3931,s752,s1072,s5540,s1089,s465,s1709,s820,s1844,s579,s906,s829,s2340,s2,s5443,s5439,s5436,s4,s5456,s5446,s1,s5448,s5449,s6,s7,s5433,s5451,s5453,s8])). 18.34/3.84 cnf(s5542, plain, ~spl0_255 | spl0_161 | spl0_245 | spl0_160 | spl0_193 | spl0_100 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s612,s2676,s5370,s610,s611,s5486,s1294,s1502,s666,s1501,s1406,s5533,s5526,s1072,s448,s1935,s820,s1089,s459,s1938,s5484,s2013,s1048,s4640,s1780,s524,s446,s1044,s3842,s1921,s1818,s580,s5541,s5539,s618,s603,s829,s2340,s441,s5448,s5456,s5444,s5472,s4,s5443,s2,s5446,s1,s7,s6,s5433,s5451,s8,s5440,s5439,s5436,s5437,s5438,s5465,s5453])). 18.34/3.84 cnf(s5543, plain, ~spl0_165 | spl0_113 | spl0_161 | spl0_245 | spl0_196 | spl0_160 | spl0_193 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s1943,s767,s5350,s607,s612,s4971,s2676,s610,s666,s611,s1402,s5486,s474,s1294,s530,s1485,s1502,s1850,s1730,s1501,s5498,s5494,s1072,s5506,s465,s820,s2013,s1844,s1048,s4640,s906,s524,s786,s446,s1818,s1044,s1819,s4452,s6,s5448,s5449,s5438,s1,s5467,s5443,s5444,s5472,s2,s4,s5464,s5446,s5437,s7,s5433,s5451,s5439,s5460,s5436,s5465,s5456])). 18.34/3.84 cnf(s5544, plain, spl0_177 | ~spl0_302 | spl0_217 | spl0_165 | spl0_245 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2676,s612,s610,s5370,s666,s611,s1402,s5486,s474,s1294,s530,s1485,s1502,s1850,s2013,s1730,s1501,s3935,s2016,s5498,s5494,s5501,s5448,s5444,s5472,s5456,s2,s4,s5443,s5464,s5446,s5437])). 18.34/3.84 cnf(s5545, plain, ~spl0_302 | spl0_217 | spl0_165 | spl0_161 | spl0_245 | spl0_160 | spl0_193 | ~spl0_154 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s612,s2676,s5370,s610,s611,s5486,s1294,s666,s1502,s1402,s1501,s5526,s2013,s5533,s1048,s4640,s1780,s524,s446,s1044,s1921,s1818,s580,s906,s1847,s820,s459,s5544,s829,s2340,s5448,s5456,s5444,s5472,s4,s5443,s2,s5446,s5439,s5436,s8,s6,s5433,s1,s5438,s7,s5435,s5451,s5440,s5453])). 18.34/3.84 cnf(s5546, plain, ~spl0_199 | spl0_166 | spl0_217 | spl0_165 | spl0_161 | spl0_245 | spl0_160 | ~spl0_154 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s2676,s612,s610,s5370,s666,s611,s1402,s5486,s474,s1294,s530,s1502,s1850,s1485,s1501,s5483,s2013,s5482,s2781,s1048,s4640,s1780,s524,s446,s1044,s3931,s448,s1089,s465,s1709,s820,s1844,s579,s906,s829,s2340,s1067,s5448,s5444,s5472,s5456,s2,s4,s5443,s5464,s5446,s5437,s5439,s5436,s1,s6,s7,s5433,s5451,s5453,s8])). 18.34/3.84 cnf(s5547, plain, spl0_177 | spl0_172 | spl0_173 | spl0_174 | spl0_217 | spl0_165 | spl0_245 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s2676,s612,s610,s5370,s666,s611,s1402,s5486,s474,s1294,s530,s1502,s1850,s1485,s1501,s5483,s5482,s829,s2340,s1067,s2781,s5448,s5444,s5472,s5456,s2,s4,s5443,s5464,s5446,s5437,s5453,s5451,s6,s8])). 18.34/3.84 cnf(s5548, plain, spl0_217 | spl0_165 | spl0_82 | spl0_161 | spl0_245 | spl0_160 | spl0_193 | ~spl0_154 | spl0_157 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106, inference(rat,[],[s1935,s448,s820,s1089,s459,s1938,s5547,s2013,s1048,s4640,s1780,s524,s446,s1044,s3842,s1921,s1818,s580,s5546,s1072,s5545,s5446,s5438,s5437,s5436,s5439,s5443,s5440,s2,s8,s4,s5451,s5448,s5433,s6,s7,s5456,s1,s5444])). 18.34/3.84 cnf(s5549, plain, spl0_177 | ~spl0_302 | spl0_257 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s666,s610,s1402,s5486,s474,s1294,s530,s1485,s1502,s1850,s2013,s1730,s1501,s3935,s2016,s5498,s5494,s5501,s2,s5444,s5472,s5464,s4,s5446,s5437])). 18.34/3.84 cnf(s5550, plain, ~spl0_302 | spl0_257 | spl0_165 | spl0_161 | spl0_245 | spl0_160 | spl0_193 | ~spl0_154 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5486,s610,s1294,s666,s1502,s1402,s1501,s5526,s2013,s5533,s1048,s4640,s1780,s524,s446,s1044,s1921,s1818,s580,s906,s1847,s820,s459,s5549,s829,s2340,s5444,s5472,s2,s5446,s4,s5443,s5439,s5436,s5456,s8,s6,s5433,s1,s5438,s7,s5435,s5448,s5451,s5440,s5453])). 18.34/3.84 cnf(s5551, plain, spl0_174 | spl0_216 | spl0_173 | spl0_177 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5486,s474,s1294,s530,s1502,s1850,s1485,s1501,s5483,s5482,s2781,s829,s2340,s1067,s2,s5464,s5446,s5437,s4,s5453,s5451,s6,s8])). 18.34/3.84 cnf(s5552, plain, ~spl0_300 | spl0_166 | spl0_193 | spl0_100, inference(rat,[],[s1709,s1089,s820,s752,s1844,s579,s906,s786,s1818,s3934,s1922,s5439,s6,s7,s5433,s1,s5448,s5451,s5449,s5446,s4,s5444,s5460,s5436,s5465,s8,s2,s5435])). 18.34/3.84 cnf(s5553, plain, spl0_177 | spl0_172 | spl0_173 | spl0_174 | ~spl0_256 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s756,s530,s1399,s666,s1850,s1485,s610,s1501,s5483,s5551,s5482,s829,s2340,s1067,s4971,s2781,s2,s5439,s5454,s5444,s5437,s4,s5472,s5443,s5453,s5451,s6,s8])). 18.34/3.84 cnf(s5554, plain, spl0_245 | spl0_196 | spl0_160 | spl0_193 | spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s1818,s3842,s580,s752,s906,s1935,s1847,s820,s1089,s459,s1938,s5553,s2013,s1048,s4640,s1780,s524,s446,s1044,s5552,s1072,s5550,s4971,s607,s767,s1942,s5548,s5543,s1947,s846,s832,s602,s5542,s5538,s829,s2340,s2636,s778,s441,s1,s5437,s6,s4,s5438,s5444,s5446,s5448,s5449,s7,s8,s5435,s2,s5433,s5451,s5440,s5443,s5439,s5436,s5456,s5467,s5465,s5453])). 18.34/3.84 cnf(s5555, plain, ~spl0_264 | spl0_283 | spl0_106 | spl0_86, inference(rat,[],[s3631,s4363,s1240,s562,s1173,s1265,s627,s1326,s2134,s3751,s661,s1333,s1313,s1396,s645,s5448,s5431,s5,s5451,s5444,s5443,s5458,s5453,s5474,s5445,s5466,s8,s5450,s5446,s5439,s5454,s2])). 18.34/3.84 cnf(s5556, plain, spl0_100 | spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5554,s938,s1896,s1692,s1950,s924,s5535,s645,s625,s5555,s1289,s798,s2,s5443,s5437,s8,s6,s5433,s5448,s5453,s5451,s5450,s5454])). 18.34/3.84 cnf(s5557, plain, ~spl0_219 | ~spl0_302 | ~spl0_161 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s5487,s1970,s611,s620,s4,s5443])). 18.34/3.84 cnf(s5558, plain, ~spl0_165 | ~spl0_161 | spl0_167 | spl0_177 | spl0_199 | spl0_168 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s497,s787,s5425,s924,s730,s1040,s1951,s606,s938,s3465,s1947,s600,s846,s832,s602,s596,s618,s1942,s5370,s5557,s1072,s448,s1818,s1757,s1819,s612,s1954,s607,s1884,s4,s8,s2,s5439,s5454,s6,s5438,s5446,s5460,s1,s5444,s5451,s5467,s5443,s5456,s5437])). 18.34/3.84 cnf(s5559, plain, ~spl0_219 | spl0_165 | ~spl0_161 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5491,s1970,s611,s620,s4,s5443])). 18.34/3.84 cnf(s5560, plain, ~spl0_161 | spl0_167 | spl0_177 | spl0_199 | spl0_168 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s497,s787,s5425,s924,s730,s1040,s1951,s606,s938,s3465,s1947,s600,s846,s832,s602,s596,s618,s1942,s5370,s5559,s1818,s3842,s752,s1072,s5549,s5558,s607,s612,s1884,s1954,s1958,s829,s2340,s4,s8,s2,s5439,s5454,s6,s5438,s5446,s5460,s1,s5444,s5451,s5467,s5443,s5456,s5437,s5448,s5449,s5453])). 18.34/3.84 cnf(s5561, plain, ~spl0_196 | ~spl0_302 | spl0_163 | spl0_159 | spl0_161 | spl0_177 | spl0_199 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s832,s600,s602,s440,s5480,s497,s524,s5425,s446,s924,s730,s1040,s3945,s1951,s606,s938,s2774,s8,s5451,s5467,s5446,s6,s2,s5439,s5465,s4,s5456,s5438,s1])). 18.34/3.84 cnf(s5562, plain, ~spl0_256 | spl0_217 | spl0_279 | spl0_184 | spl0_181 | spl0_95 | spl0_245 | spl0_94 | spl0_93 | spl0_92, inference(rat,[],[s2013,s2431,s3948,s666,s756,s5488,s5486,s611,s620,s5350,s612,s614,s2,s5437,s5443,s5472,s5448,s5439,s5454,s4,s5438,s1,s5467])). 18.34/3.84 cnf(s5563, plain, spl0_111 | spl0_195 | spl0_152 | spl0_196 | spl0_91, inference(rat,[],[s602,s832,s603,s600,s3199,s440,s6,s8,s5451,s5467,s5437,s5446,s2,s5439,s5444,s5460,s5465])). 18.34/3.84 cnf(s5564, plain, spl0_217 | spl0_152 | spl0_196 | spl0_279 | spl0_184 | spl0_181 | spl0_159 | spl0_161 | spl0_95 | spl0_245 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | ~spl0_267 | spl0_106, inference(rat,[],[s612,s2676,s5370,s610,s611,s666,s5486,s1402,s474,s2013,s1048,s4640,s524,s446,s1896,s924,s5563,s607,s5562,s2636,s778,s5448,s5456,s5444,s5472,s4,s5443,s2,s5464,s5439,s6,s1,s5446,s5453,s5451,s5438])). 18.34/3.84 cnf(s5565, plain, spl0_152 | spl0_196 | spl0_106 | spl0_279 | spl0_184 | spl0_181 | spl0_159 | spl0_161 | spl0_95 | spl0_245 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | ~spl0_267, inference(rat,[],[s610,s666,s5486,s1402,s474,s2013,s1048,s4640,s524,s446,s4971,s1896,s607,s924,s3465,s787,s1947,s600,s846,s832,s602,s596,s618,s1942,s5564,s5467,s5451,s5446,s5454,s8,s5460,s6,s1,s5456,s4,s5439,s5443,s5464,s2,s5472,s5444])). 18.34/3.84 cnf(s5566, plain, ~spl0_165 | spl0_161 | spl0_167 | spl0_177 | ~spl0_146 | spl0_199 | spl0_168 | spl0_95 | spl0_245 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s1942,s767,s5350,s607,s612,s4971,s2676,s1947,s610,s846,s611,s666,s832,s5486,s1402,s602,s474,s2013,s5480,s1048,s4640,s524,s5527,s762,s5426,s497,s5565,s5561,s1294,s530,s1485,s1502,s1850,s1730,s1501,s5498,s5494,s1072,s448,s1818,s1044,s1757,s1819,s4452,s2636,s778,s5444,s6,s5448,s5449,s5438,s1,s5467,s5443,s8,s5472,s4,s2,s5451,s5464,s5439,s5435,s5446,s5437,s5456,s5453])). 18.34/3.84 cnf(s5567, plain, ~spl0_302 | ~spl0_196 | spl0_165 | spl0_161 | spl0_177 | ~spl0_146 | spl0_199 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s762,s1818,s5426,s1922,s497,s1044,s787,s446,s600,s524,s832,s1776,s602,s5501,s5540,s606,s3945,s2774,s924,s1951,s938,s6,s4,s5448,s5449,s1,s5435,s5439,s8,s2,s5454,s5456,s5446,s5451,s5467,s5437])). 18.34/3.84 cnf(s5568, plain, ~spl0_196 | spl0_165 | spl0_161 | spl0_167 | spl0_177 | ~spl0_146 | spl0_199 | spl0_168 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s832,s602,s600,s5484,s440,s2013,s497,s1048,s4640,s5425,s1784,s524,s730,s446,s1818,s1044,s3842,s3931,s752,s1072,s5567,s924,s1040,s3945,s1951,s606,s938,s829,s2340,s2774,s8,s5451,s5467,s6,s5446,s2,s5439,s5465,s4,s5443,s5438,s5456,s1,s5437,s5448,s5449,s5453])). 18.34/3.84 cnf(s5569, plain, ~spl0_302 | spl0_196 | spl0_165 | spl0_177 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s1947,s3465,s846,s607,s596,s832,s4971,s1942,s602,s5549,s5544,s5540,s8,s6,s1,s5444,s5460,s5451,s5467,s5443])). 18.34/3.84 cnf(s5570, plain, ~spl0_203 | spl0_217 | spl0_165 | spl0_177 | spl0_157 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5547,s2013,s1048,s1776,s4640,s2,s5443,s5437,s5439])). 18.34/3.84 cnf(s5571, plain, spl0_162 | spl0_163 | spl0_159 | spl0_196 | spl0_165 | spl0_161 | ~spl0_149 | spl0_199 | spl0_95 | spl0_245 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s602,s832,s5514,s600,s607,s440,s5563,s497,s5425,s924,s730,s1040,s1902,s5527,s446,s465,s6,s8,s5451,s5467,s5446,s1,s2,s5439,s5465,s4,s5438,s5456,s5443])). 18.34/3.84 cnf(s5572, plain, spl0_95 | spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s846,s1945,s832,s3465,s607,s602,s596,s5553,s618,s1942,s2013,s5570,s1048,s1776,s4640,s524,s5571,s1818,s1044,s3842,s3931,s752,s1072,s5569,s5568,s5566,s5560,s1089,s465,s1709,s820,s831,s906,s1848,s3630,s4450,s896,s5556,s2636,s778,s829,s2340,s645,s625,s5555,s1289,s798,s5448,s8,s5451,s5467,s5460,s1,s6,s5443,s5444,s2,s5437,s5439,s4,s5446,s5449,s7,s5433,s5431,s5438,s5453,s5450,s5454])). 18.34/3.84 cnf(s5573, plain, ~spl0_201 | ~spl0_196 | ~spl0_165 | spl0_177 | ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s5487,s5081,s3890,s5258,s1997,s618,s602,s832,s600,s440,s5557,s497,s1072,s931,s5506,s441,s820,s896,s1844,s4451,s798,s612,s1954,s606,s924,s1951,s938,s8,s6,s1,s5444,s4,s7,s5435,s2,s5439,s5474,s5456,s5443,s5451,s5467,s5446,s5465,s5448,s5436,s5433,s5453,s5450])). 18.34/3.84 cnf(s5574, plain, ~spl0_196 | ~spl0_165 | spl0_177 | ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5487,s5081,s3890,s5258,s1072,s1561,s448,s5560,s1089,s1709,s820,s1848,s3630,s896,s786,s906,s5573,s606,s829,s2340,s798,s1757,s1818,s1819,s8,s6,s1,s5444,s4,s7,s5435,s2,s5439,s5474,s5456,s5433,s5448,s5451,s5431,s5437,s5460,s5436,s5465,s5446,s5443,s5453,s5450])). 18.34/3.84 cnf(s5575, plain, ~spl0_288 | ~spl0_302 | spl0_177 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s5487,s5081,s3890,s8,s6,s1,s5444,s4,s7,s5435,s2])). 18.34/3.84 cnf(s5576, plain, ~spl0_217 | spl0_196 | spl0_195 | spl0_91, inference(rat,[],[s846,s832,s1945,s602,s767,s618,s1942,s8,s5451,s5467,s5448,s6,s5449,s5443,s5444])). 18.34/3.84 cnf(s5577, plain, ~spl0_302 | spl0_217 | spl0_177 | ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_221, inference(rat,[],[s5258,s1997,s5575,s5557,s798,s612,s1954,s4,s2,s5439,s5474,s5444,s5456,s5446,s5453,s5451,s5450])). 18.34/3.84 cnf(s5578, plain, spl0_167 | spl0_166 | spl0_196 | spl0_163 | spl0_164 | spl0_195 | spl0_91, inference(rat,[],[s5563,s924,s497,s1702,s931,s786,s441,s896,s579,s526,s1849,s448,s6,s4,s7,s8,s2,s1,s5435,s5448,s5444,s5460,s5436,s5465,s5443,s5456])). 18.34/3.84 cnf(s5579, plain, ~spl0_165 | spl0_177 | ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s5563,s924,s497,s1695,s931,s786,s441,s906,s896,s1847,s3630,s820,s1708,s1089,s5578,s1072,s5577,s5576,s5574,s1818,s1757,s1819,s829,s2340,s607,s1884,s6,s4,s7,s8,s2,s1,s5435,s5448,s5444,s5460,s5436,s5465,s5437,s5433,s5451,s5443,s5453])). 18.34/3.84 cnf(s5580, plain, spl0_173 | ~spl0_288 | spl0_165 | spl0_177 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s474,s5496,s530,s1501,s1295,s1502,s1294,s5488,s1397,s666,s2155,s2013,s2016,s5551,s3890,s5081,s2,s5464,s4,s8,s6,s5433,s5446,s5437,s5444,s5472,s1,s5435,s7])). 18.34/3.84 cnf(s5581, plain, ~spl0_288 | spl0_165 | spl0_177 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1294,s5488,s1502,s666,s1501,s2155,s5482,s2013,s3935,s3948,s5580,s5081,s3890,s2,s5446,s4,s5444,s5472,s5448,s8,s6,s1,s7,s5435])). 18.34/3.84 cnf(s5582, plain, ~spl0_296 | spl0_157 | spl0_177 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s1089,s1709,s5560,s820,s906,s1848,s3630,s4450,s6,s5439,s7,s5433,s1,s5448,s5451,s5431,s2,s5437,s8])). 18.34/3.84 cnf(s5583, plain, spl0_177 | ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s787,s497,s924,s931,s1951,s441,s938,s896,s5576,s5582,s600,s832,s602,s618,s1997,s1561,s5258,s5581,s5559,s5579,s798,s612,s1954,s607,s1884,s8,s2,s5439,s5454,s4,s6,s7,s1,s5435,s5448,s5436,s5465,s5446,s5451,s5467,s5443,s5444,s5456,s5474,s5437,s5453,s5450])). 18.34/3.84 cnf(s5584, plain, ~spl0_193 | spl0_152 | spl0_195 | spl0_91 | ~spl0_269 | spl0_98, inference(rat,[],[s5563,s924,s606,s1695,s6,s2,s5446])). 18.34/3.84 cnf(s5585, plain, ~spl0_219 | spl0_169 | spl0_171 | spl0_165 | ~spl0_154 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5520,s611,s1966,s620,s4,s5443,s5436])). 18.34/3.84 cnf(s5586, plain, spl0_174 | spl0_173 | spl0_216 | ~spl0_302 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1294,s1502,s5486,s1501,s5526,s5533,s2,s5446,s4])). 18.34/3.84 cnf(s5587, plain, spl0_173 | ~spl0_288 | ~spl0_302 | spl0_165 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s530,s1501,s1295,s1502,s1294,s5488,s1397,s666,s2155,s2013,s2016,s5586,s1710,s3890,s5081,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5433,s5437,s5444,s5472])). 18.34/3.84 cnf(s5588, plain, ~spl0_288 | ~spl0_302 | spl0_165 | ~spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1294,s5488,s1502,s666,s1501,s2155,s5533,s2013,s3935,s3948,s5587,s5081,s3890,s2,s5446,s4,s5444,s5472,s5448,s8,s6,s1,s7,s5435])). 18.34/3.84 cnf(s5589, plain, ~spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s440,s924,s600,s1951,s832,s938,s602,s5576,s618,s1997,s5258,s5588,s5585,s1923,s1710,s3840,s1072,s448,s1819,s3842,s1818,s580,s5584,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5583,s607,s612,s1884,s1954,s2340,s798,s2,s5439,s5465,s6,s5446,s8,s5451,s5467,s5443,s5444,s5456,s4,s5474,s1,s5437,s5438,s7,s5435,s5448,s5436,s5433,s5440,s5453,s5450])). 18.34/3.84 cnf(s5590, plain, ~spl0_203 | spl0_279 | spl0_184 | spl0_181 | spl0_217 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | ~spl0_267 | spl0_106, inference(rat,[],[s612,s1997,s2676,s5258,s610,s611,s5079,s666,s5486,s1402,s756,s2013,s1048,s4640,s798,s5444,s5456,s5448,s4,s2,s5439,s5474,s5472,s5443,s5454,s5453,s5451,s5450])). 18.34/3.84 cnf(s5591, plain, ~spl0_110 | spl0_193 | spl0_163, inference(rat,[],[s4451,s896,s906,s772,s730,s928,s5425,s1040,s5439,s6,s1,s8,s5448,s5436,s5449,s4,s5438,s5446])). 18.34/3.84 cnf(s5593, plain, ~spl0_288 | ~spl0_256 | spl0_279 | spl0_184 | spl0_181 | spl0_245 | spl0_94 | spl0_93, inference(rat,[],[s2013,s1558,s3948,s666,s474,s5488,s5486,s5081,s2,s5443,s5446,s5472,s5448,s5464,s8,s6,s1,s5444])). 18.34/3.84 cnf(s5594, plain, ~spl0_302 | spl0_177 | spl0_217 | ~spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2013,s2431,s3948,s666,s474,s5488,s5486,s611,s620,s1997,s5258,s5593,s612,s614,s607,s5563,s497,s5591,s924,s938,s1896,s3938,s5527,s446,s524,s5590,s1294,s530,s1485,s1502,s1850,s1730,s1501,s5498,s5494,s798,s1044,s4452,s1818,s1819,s2,s5437,s5443,s5472,s5448,s5464,s4,s5444,s5456,s5439,s5474,s1,s6,s5446,s5453,s5451,s5450])). 18.34/3.84 cnf(s5595, plain, ~spl0_296 | spl0_166 | spl0_164, inference(rat,[],[s1089,s1709,s448,s820,s1848,s3630,s6,s5439,s1,s5456,s7,s5433,s5448,s5451,s5431,s2,s5437])). 18.34/3.84 cnf(s5596, plain, spl0_193 | spl0_166 | ~spl0_165, inference(rat,[],[s1847,s906,s820,s786,s5506,s1818,s1819,s896,s5595,s1757,s4,s6,s7,s8,s5435,s2,s1,s5433,s5448,s5451,s5444,s5460,s5436,s5465,s5443])). 18.34/3.84 cnf(s5597, plain, ~spl0_219 | spl0_172 | ~spl0_256 | spl0_173 | spl0_177 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s756,s5496,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s2431,s611,s620,s2,s5439,s5454,s4,s8,s6,s5433,s5446,s5444,s5437,s5443,s5472])). 18.34/3.84 cnf(s5598, plain, spl0_177 | spl0_217 | ~spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s756,s5496,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s1558,s5081,s5258,s1997,s5597,s612,s614,s2013,s607,s1048,s4640,s5584,s524,s497,s5527,s931,s5596,s441,s896,s5595,s1072,s5594,s829,s2340,s798,s1757,s1044,s4452,s2,s5439,s5454,s4,s8,s6,s5433,s5446,s5444,s5443,s5472,s1,s5474,s5456,s7,s5435,s5448,s5436,s5465,s5453,s5451,s5450])). 18.34/3.84 cnf(s5599, plain, ~spl0_219 | ~spl0_256 | spl0_172 | spl0_173 | spl0_171 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s2431,s611,s620,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5433,s5444,s5437,s5472])). 18.34/3.84 cnf(s5600, plain, spl0_217 | ~spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s1558,s5081,s5258,s1997,s5599,s612,s614,s607,s2013,s5584,s1048,s4640,s497,s1710,s524,s931,s1072,s5512,s786,s441,s448,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5598,s2340,s798,s1757,s1818,s1819,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5433,s5444,s5472,s5474,s5456,s5460,s5436,s5465,s5437,s5440,s5453,s5450])). 18.34/3.84 cnf(s5601, plain, ~spl0_297 | spl0_279 | spl0_184 | spl0_181 | ~spl0_217 | spl0_159 | spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | ~spl0_267 | spl0_106, inference(rat,[],[s610,s666,s5486,s1402,s756,s2013,s4971,s1048,s4640,s607,s524,s5576,s446,s938,s1896,s1950,s5444,s5472,s2,s5439,s5454,s5443,s1,s4,s5456,s8,s6,s5433])). 18.34/3.84 cnf(s5602, plain, ~spl0_302 | spl0_177 | ~spl0_217 | spl0_163 | spl0_159 | spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s610,s666,s5486,s1402,s756,s2013,s4971,s1048,s4640,s607,s524,s5576,s5527,s606,s5591,s497,s440,s924,s5601,s1294,s530,s1485,s1502,s1850,s1730,s1501,s5498,s5494,s600,s832,s602,s618,s5444,s5472,s2,s5439,s5454,s5443,s1,s4,s5446,s5465,s6,s5437,s5467,s5451,s8])). 18.34/3.84 cnf(s5603, plain, spl0_166 | spl0_151 | ~spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s497,s440,s931,s924,s441,s1695,s896,s5596,s5595,s1757,s4,s2,s5439,s5465,s6,s7,s8,s1,s5435,s5448,s5436,s5444])). 18.34/3.84 cnf(s5604, plain, ~spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s787,s924,s497,s1695,s931,s786,s441,s906,s896,s1847,s3630,s820,s459,s5602,s1072,s5603,s600,s832,s602,s618,s5600,s1818,s1044,s1819,s4452,s829,s2340,s8,s2,s5439,s5454,s6,s4,s7,s1,s5435,s5448,s5444,s5460,s5436,s5465,s5437,s5433,s5451,s5440,s5446,s5467,s5443,s5453])). 18.34/3.84 cnf(s5605, plain, ~spl0_302 | spl0_177 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s756,s5486,s1294,s530,s5081,s1485,s1502,s1850,s5258,s1730,s1501,s1561,s3935,s5498,s5494,s5544,s5501,s798,s2,s5439,s5454,s8,s6,s1,s5444,s4,s5446,s5437,s5474,s5453,s5451,s5450])). 18.34/3.84 cnf(s5606, plain, ~spl0_160 | spl0_195 | spl0_152 | spl0_91, inference(rat,[],[s5563,s924,s938,s1896,s3938,s6,s2,s5443,s5448])). 18.34/3.84 cnf(s5607, plain, ~spl0_300 | spl0_193 | spl0_166, inference(rat,[],[s896,s5595,s5552,s3934,s6,s4,s7,s8,s2,s5435,s1])). 18.34/3.84 cnf(s5608, plain, ~spl0_162 | spl0_216 | spl0_193 | spl0_177 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5551,s1048,s1784,s524,s5443,s4])). 18.34/3.84 cnf(s5609, plain, spl0_173 | ~spl0_256 | spl0_216 | spl0_177 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s756,s5496,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s1558,s5258,s1997,s5597,s2013,s2016,s5551,s798,s612,s614,s2,s5439,s5454,s4,s8,s6,s5433,s5446,s5444,s5443,s5472,s5474,s5456,s5453,s5451,s5450])). 18.34/3.84 cnf(s5610, plain, spl0_216 | spl0_152 | spl0_159 | spl0_193 | spl0_177 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s1997,s5258,s620,s5593,s5513,s1294,s530,s1502,s1850,s1485,s1501,s5483,s5482,s2781,s3935,s5609,s612,s614,s607,s5606,s446,s5608,s829,s2340,s798,s1067,s5444,s5456,s4,s2,s5439,s5474,s5446,s5437,s1,s5453,s5451,s5450,s6,s8])). 18.34/3.84 cnf(s5611, plain, spl0_152 | spl0_193 | spl0_177 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5606,s607,s446,s613,s524,s612,s5570,s1997,s1561,s5258,s611,s5079,s5610,s798,s1044,s5607,s1072,s5605,s829,s2340,s1,s2,s5456,s8,s6,s5433,s4,s5444,s5439,s5474,s5443,s5448,s5453,s5451,s5450])). 18.34/3.84 cnf(s5612, plain, spl0_193 | spl0_177 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5595,s3842,s896,s1818,s772,s5591,s928,s497,s5611,s1072,s5605,s829,s2340,s5437,s6,s1,s8,s5448,s5436,s5449,s5446,s4,s5453,s5451])). 18.34/3.84 cnf(s5613, plain, spl0_216 | ~spl0_256 | spl0_177 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1997,s5258,s620,s5593,s5513,s1294,s530,s1502,s1850,s1485,s1501,s5483,s5482,s2781,s3935,s5609,s829,s2340,s798,s1067,s612,s614,s5444,s5456,s4,s2,s5439,s5474,s5446,s5437,s5453,s5451,s5450,s6,s8])). 18.34/3.84 cnf(s5614, plain, ~spl0_256 | spl0_177 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1997,s5258,s611,s5079,s5613,s612,s614,s798,s5444,s5456,s4,s2,s5439,s5474,s5443,s5448,s5453,s5451,s5450])). 18.34/3.84 cnf(s5615, plain, spl0_177 | spl0_217 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s5258,s5079,s1561,s5551,s5570,s1048,s1776,s524,s5527,s1044,s3931,s5595,s896,s772,s928,s497,s5584,s607,s5614,s5612,s1072,s5605,s829,s2340,s798,s5604,s5589,s4,s2,s5439,s5474,s5448,s5443,s5437,s5446,s6,s8,s1,s5436,s5449,s5453,s5451,s5450])). 18.34/3.84 cnf(s5616, plain, ~spl0_162 | spl0_216 | ~spl0_302 | spl0_193 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s5586,s1048,s1784,s524,s5443,s4])). 18.34/3.84 cnf(s5617, plain, spl0_173 | ~spl0_256 | spl0_216 | ~spl0_302 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s1558,s5258,s1997,s5599,s2013,s2016,s5586,s798,s1710,s612,s614,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5433,s5444,s5472,s5474,s5456,s5453,s5450])). 18.34/3.84 cnf(s5618, plain, spl0_216 | ~spl0_302 | spl0_159 | spl0_193 | spl0_152 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s620,s1997,s2431,s5258,s666,s5593,s5488,s1294,s530,s1485,s1502,s1850,s1774,s1501,s725,s5533,s2013,s3935,s3948,s5617,s612,s614,s607,s5606,s446,s5616,s798,s1923,s3840,s4,s5444,s5456,s5437,s5443,s5472,s2,s5439,s5474,s5446,s5438,s5448,s1,s5453,s5451,s5450])). 18.34/3.84 cnf(s5619, plain, spl0_193 | spl0_199 | spl0_100 | spl0_168 | spl0_167 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s607,s613,s5606,s612,s5548,s1997,s1561,s5258,s611,s5079,s5618,s1072,s752,s1044,s3842,s1921,s1818,s786,s798,s497,s931,s441,s1,s8,s6,s5433,s2,s5444,s5456,s4,s5439,s5474,s5443,s5448,s5449,s5437,s5460,s5436,s5465,s5435,s7,s5453,s5451,s5450])). 18.34/3.84 cnf(s5620, plain, ~spl0_302 | spl0_216 | ~spl0_256 | spl0_217 | spl0_165 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s620,s1997,s2431,s5258,s666,s5593,s5488,s1294,s530,s1485,s1502,s1850,s1774,s1501,s725,s5533,s2013,s3935,s3948,s1923,s5617,s3840,s798,s612,s614,s4,s5444,s5456,s5437,s5443,s5472,s2,s5439,s5474,s5446,s5438,s5448,s1,s5453,s5451,s5450])). 18.34/3.84 cnf(s5621, plain, ~spl0_219 | spl0_172 | spl0_173 | spl0_174 | spl0_216 | ~spl0_256 | spl0_165 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s530,s474,s1295,s1485,s1294,s1774,s5488,s725,s1399,s666,s1786,s2431,s5599,s620,s2,s5464,s8,s6,s5433,s4,s5439,s5438,s5446,s5444,s1,s5448,s5437,s5443,s5472])). 18.34/3.84 cnf(s5622, plain, spl0_216 | ~spl0_256 | spl0_199 | spl0_100 | spl0_168 | spl0_167 | spl0_217 | spl0_165 | spl0_161 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s1786,s4415,s452,s1109,s1733,s1774,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s5488,s1399,s666,s1558,s5258,s1997,s5621,s2013,s1048,s4640,s1780,s524,s5531,s448,s1072,s5620,s798,s441,s612,s614,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s5472,s7,s8,s2,s5435,s5454,s5433,s5444,s5474,s5456,s5436,s5465,s5453,s5450])). 18.34/3.84 cnf(s5623, plain, spl0_217 | spl0_147 | spl0_245 | spl0_94 | spl0_93 | spl0_158 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s1997,s5258,s611,s5079,s5622,s612,s614,s607,s5584,s5619,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5615,s2340,s798,s5604,s5589,s5444,s5456,s4,s2,s5439,s5474,s5443,s5448,s1,s6,s7,s8,s5435,s5436,s5465,s5437,s5433,s5451,s5440,s5453,s5450])). 18.34/3.84 cnf(s5625, plain, ~spl0_177 | spl0_257 | spl0_160 | spl0_193 | spl0_165 | spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s448,s3842,s1072,s1818,s5550,s786,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s1,s5456,s5437,s4,s5448,s5444,s5460,s5436,s5465,s6,s7,s8,s5435,s2,s5433,s5451,s5440])). 18.34/3.84 cnf(s5626, plain, ~spl0_297 | ~spl0_217 | spl0_165 | spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5553,s2013,s1048,s4640,s1784,s524,s446,s1044,s5607,s1072,s5549,s5625,s4971,s607,s5576,s938,s1896,s1692,s1950,s829,s2340,s2,s5443,s5439,s4,s5456,s1,s5437,s8,s6,s5433,s5453,s5451])). 18.34/3.84 cnf(s5627, plain, ~spl0_321 | ~spl0_296 | ~spl0_217 | spl0_165 | spl0_161 | spl0_245 | spl0_94 | spl0_93 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s3938,s938,s446,s5576,s524,s607,s1776,s4971,s5501,s5549,s1072,s5595,s1044,s3842,s1921,s465,s820,s3630,s5448,s2,s5456,s4,s1,s5437,s5443,s8,s6,s5433,s5451,s7])). 18.34/3.84 cnf(s5628, plain, spl0_94 | spl0_93 | spl0_92 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5553,s2013,s1048,s1776,s4640,s524,s5527,s1044,s3931,s5595,s1072,s5549,s4971,s607,s5576,s606,s5591,s1818,s5627,s465,s820,s3630,s896,s772,s928,s497,s440,s924,s5626,s600,s832,s602,s618,s5623,s5604,s5589,s1529,s231,s5572,s625,s5555,s1289,s798,s829,s2340,s645,s1539,s782,s2,s5443,s5437,s5439,s4,s5446,s1,s7,s6,s5433,s5448,s5451,s8,s5436,s5449,s5465,s5467,s5450,s5453,s5444,s5454])). 18.34/3.84 cnf(s5629, plain, spl0_177 | spl0_173 | spl0_183 | ~spl0_302 | spl0_232 | ~spl0_221, inference(rat,[],[s474,s530,s1485,s1850,s1730,s1501,s5498,s5494,s2,s5464,s4,s5437,s5446])). 18.34/3.84 cnf(s5630, plain, ~spl0_202 | spl0_198 | spl0_163, inference(rat,[],[s742,s906,s896,s1847,s3630,s1,s5448,s5444,s5460,s5436,s5465,s6,s4,s7,s8,s5435,s2,s5437])). 18.34/3.84 cnf(s5631, plain, ~spl0_219 | spl0_177 | ~spl0_302 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_221, inference(rat,[],[s2013,s3948,s4297,s5629,s666,s4970,s3636,s2630,s3496,s611,s620,s2,s5448,s5437,s5444,s5472,s4,s6,s7,s8,s5435,s1,s5433,s5464,s5443])). 18.34/3.85 cnf(s5632, plain, spl0_193 | spl0_95 | ~spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s787,s924,s600,s1951,s832,s938,s602,s5576,s618,s5350,s5631,s465,s820,s5630,s497,s1072,s5591,s5596,s1040,s612,s1954,s607,s1884,s1818,s1819,s8,s2,s5439,s5454,s6,s5446,s5451,s5467,s5443,s5438,s1,s7,s5433,s5448,s4,s5437])). 18.34/3.85 cnf(s5633, plain, spl0_95 | ~spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s5631,s465,s1072,s820,s5595,s3630,s896,s772,s928,s5350,s497,s5576,s5584,s606,s5632,s829,s612,s1954,s607,s1884,s1757,s5443,s4,s7,s6,s5433,s1,s5448,s5451,s5437,s8,s5436,s5449,s5446,s5438,s5467,s2,s5444,s5453])). 18.34/3.85 cnf(s5634, plain, ~spl0_288 | spl0_177 | ~spl0_302 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_221, inference(rat,[],[s2013,s3948,s2155,s5629,s666,s4970,s3636,s2630,s3496,s5081,s3890,s2,s5448,s5444,s5472,s4,s6,s7,s8,s5435,s1,s5433,s5464])). 18.34/3.85 cnf(s5635, plain, spl0_193 | spl0_147 | ~spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s787,s924,s600,s1951,s832,s938,s602,s5576,s618,s1997,s758,s5634,s5631,s465,s820,s497,s1072,s5630,s5591,s5596,s1040,s5408,s5085,s612,s1954,s607,s1884,s1818,s1819,s8,s2,s5439,s5454,s6,s5446,s5451,s5467,s5443,s5444,s5456,s4,s5474,s7,s5433,s1,s5448,s5437])). 18.34/3.85 cnf(s5636, plain, ~spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s758,s1997,s5634,s5631,s465,s1072,s820,s5595,s3630,s896,s772,s928,s497,s5576,s5584,s606,s5635,s1529,s231,s5633,s1757,s829,s5408,s5085,s612,s1954,s607,s1884,s4,s5474,s5444,s5456,s5443,s7,s6,s5433,s1,s5448,s5451,s5437,s8,s5436,s5449,s5446,s2,s5453])). 18.34/3.85 cnf(s5637, plain, ~spl0_219 | spl0_177 | spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_232 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s3950,s2019,s2013,s4297,s666,s4970,s3636,s2630,s3496,s611,s620,s829,s2340,s1067,s2,s5439,s5454,s5437,s4,s8,s6,s1,s5444,s7,s5435,s5472,s5433,s5464,s5443,s5453,s5451])). 18.34/3.85 cnf(s5638, plain, ~spl0_302 | spl0_177 | spl0_165 | spl0_257 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s610,s3496,s666,s2630,s1402,s4967,s5629,s2013,s3935,s2016,s5501,s5444,s5472,s5464,s2,s5446])). 18.34/3.85 cnf(s5639, plain, ~spl0_110 | spl0_166 | spl0_193, inference(rat,[],[s5595,s3842,s896,s1818,s772,s5591,s928,s5437,s6,s1,s8,s5448,s5436,s5449,s5446])). 18.34/3.85 cnf(s5640, plain, ~spl0_217 | spl0_152 | spl0_195 | spl0_91, inference(rat,[],[s787,s924,s600,s1951,s832,s938,s602,s5576,s618,s8,s2,s5439,s5454,s6,s5446,s5451,s5467,s5443])). 18.34/3.85 cnf(s5641, plain, spl0_177 | spl0_193 | spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s3950,s2019,s2013,s2155,s666,s4970,s3636,s2630,s3496,s5081,s3890,s2732,s1529,s231,s1997,s5350,s5640,s497,s5639,s1072,s5638,s5637,s829,s2340,s5085,s1958,s612,s1954,s607,s1884,s1067,s2,s5439,s5454,s5437,s4,s8,s6,s1,s5444,s7,s5435,s5472,s5433,s5464,s5474,s5456,s5438,s5467,s5446,s5443,s5453,s5451])). 18.34/3.85 cnf(s5642, plain, ~spl0_219 | ~spl0_302 | spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_232 | spl0_82, inference(rat,[],[s5526,s3950,s2019,s2013,s4297,s666,s4970,s3636,s2630,s3496,s611,s620,s8,s6,s1,s5444,s4,s7,s2,s5435,s5437,s5472,s5433,s5464,s5443])). 18.34/3.85 cnf(s5643, plain, spl0_193 | spl0_165 | ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5526,s3950,s2019,s2013,s2155,s666,s4970,s3636,s2630,s3496,s5081,s3890,s2732,s1529,s231,s1997,s5350,s5642,s5640,s1072,s497,s448,s931,s3842,s441,s1818,s896,s5630,s1935,s3630,s820,s1089,s459,s1938,s5641,s1040,s5085,s612,s1954,s607,s1884,s8,s6,s1,s5444,s4,s7,s2,s5435,s5472,s5433,s5464,s5474,s5437,s5456,s5438,s5467,s5448,s5436,s5465,s5451,s5440,s5446,s5443])). 18.34/3.85 cnf(s5644, plain, ~spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s3950,s2019,s2013,s2155,s666,s4970,s3636,s2630,s3496,s5081,s3890,s2732,s1529,s231,s1997,s5350,s5637,s465,s820,s3630,s896,s772,s928,s497,s5576,s5584,s606,s5643,s1067,s5636,s607,s612,s1884,s1954,s829,s2340,s5085,s2,s5439,s5454,s5437,s4,s8,s6,s1,s5444,s7,s5435,s5472,s5433,s5464,s5474,s5456,s5438,s5467,s5443,s5448,s5451,s5436,s5449,s5446,s5453])). 18.34/3.85 cnf(s5645, plain, ~spl0_203 | spl0_217 | spl0_95 | ~spl0_302 | spl0_177 | ~spl0_283 | spl0_215 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s612,s2676,s5350,s610,s611,s3496,s666,s2630,s1402,s4967,s5629,s2013,s1048,s4640,s5448,s5438,s1,s5467,s5444,s5472,s4,s5443,s5464,s2,s5446,s5439])). 18.34/3.85 cnf(s5646, plain, spl0_217 | spl0_95 | spl0_152 | ~spl0_302 | spl0_177 | spl0_159 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2013,s3948,s2431,s5629,s666,s4970,s3636,s2630,s3496,s611,s620,s5350,s612,s614,s607,s5606,s446,s524,s5645,s2,s5448,s5437,s5443,s5472,s4,s6,s7,s8,s5435,s1,s5433,s5444,s5464,s5438,s5467,s5439,s5456])). 18.34/3.85 cnf(s5647, plain, ~spl0_217 | spl0_152 | ~spl0_302 | spl0_177 | spl0_159 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s610,s3496,s666,s2630,s1402,s4967,s5629,s2013,s1048,s4640,s524,s446,s1896,s924,s787,s600,s4971,s832,s607,s602,s5640,s618,s5444,s5472,s5464,s2,s5446,s5443,s5439,s4,s5456,s6,s8,s5454,s5451,s5467,s1])). 18.34/3.85 cnf(s5648, plain, ~spl0_203 | spl0_147 | spl0_217 | ~spl0_302 | spl0_177 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s612,s1997,s2676,s758,s610,s611,s5079,s3496,s666,s2630,s1402,s4967,s5629,s2013,s1048,s4640,s5408,s5085,s5444,s5456,s5448,s4,s5474,s5472,s5443,s5464,s2,s5446,s5439])). 18.34/3.85 cnf(s5649, plain, ~spl0_329 | ~spl0_256 | spl0_147 | spl0_217 | ~spl0_302 | spl0_177 | spl0_284 | spl0_232 | ~spl0_221, inference(rat,[],[s1997,s620,s758,s2431,s1558,s2013,s3948,s5629,s666,s4970,s3636,s612,s614,s5444,s5456,s4,s5474,s5437,s5443,s5472,s5446,s2,s5448,s6,s7,s8,s5435,s1,s5433,s5439])). 18.34/3.85 cnf(s5650, plain, spl0_193 | spl0_177 | ~spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s1997,s758,s611,s5079,s3496,s2630,s5649,s612,s614,s607,s5606,s446,s524,s5648,s1529,s231,s5646,s5647,s497,s1072,s5591,s5596,s5408,s5085,s1044,s4452,s1818,s1819,s5444,s5456,s4,s5474,s5443,s5448,s5464,s5439,s1,s2,s5437])). 18.34/3.85 cnf(s5651, plain, spl0_217 | spl0_95 | ~spl0_203 | spl0_111 | spl0_196 | spl0_177 | ~spl0_165 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s3637,s2630,s666,s3496,s2431,s611,s620,s5350,s612,s614,s607,s3199,s497,s603,s931,s602,s441,s832,s896,s600,s5595,s5603,s1072,s5645,s829,s1757,s2013,s4640,s5439,s2,s5444,s5464,s5437,s5443,s5472,s4,s5438,s1,s5467,s5460,s5465,s6,s7,s8,s5435,s5448,s5436,s5451,s5446,s5453])). 18.34/3.85 cnf(s5652, plain, ~spl0_217 | spl0_172 | spl0_173 | spl0_196 | spl0_177 | ~spl0_165 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s610,s3496,s666,s2630,s1402,s4967,s5629,s1072,s5603,s600,s4971,s832,s607,s602,s5576,s618,s829,s5444,s5472,s5464,s2,s5446,s4,s5443,s8,s5451,s5467,s1,s6,s5453])). 18.34/3.85 cnf(s5653, plain, spl0_258 | ~spl0_256 | spl0_147 | spl0_217 | spl0_172 | spl0_284, inference(rat,[],[s1997,s620,s758,s2431,s1558,s612,s614,s5444,s5456,s4,s5474,s5437,s5443,s5472,s5446,s5439])). 18.34/3.85 cnf(s5654, plain, spl0_177 | ~spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s1997,s758,s611,s5079,s3496,s2630,s3637,s666,s5653,s612,s614,s607,s3199,s497,s603,s931,s602,s441,s832,s896,s600,s5595,s5603,s1072,s5648,s1529,s231,s5651,s5652,s2013,s1048,s4640,s524,s924,s5527,s606,s1695,s5650,s829,s5408,s5085,s1757,s1044,s4452,s5444,s5456,s4,s5474,s5443,s5448,s5464,s5439,s2,s1,s5460,s5465,s5437,s6,s7,s8,s5435,s5436,s5451,s5467,s5446,s5453])). 18.34/3.85 cnf(s5655, plain, ~spl0_219 | ~spl0_256 | spl0_172 | ~spl0_283 | spl0_215, inference(rat,[],[s3637,s2630,s666,s3496,s2431,s611,s620,s5439,s2,s5444,s5464,s5437,s5443,s5472,s4])). 18.34/3.85 cnf(s5656, plain, ~spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s2630,s3496,s3637,s5081,s666,s2732,s5653,s1529,s231,s1997,s5350,s5655,s618,s602,s612,s832,s614,s600,s607,s2013,s440,s5584,s4640,s497,s924,s524,s931,s1695,s5512,s441,s1040,s906,s896,s5630,s1847,s3630,s820,s459,s5654,s1818,s1819,s5408,s5085,s5444,s5464,s5439,s8,s6,s1,s2,s4,s5474,s5437,s5456,s5438,s5467,s5443,s5451,s5446,s5465,s7,s5435,s5448,s5436,s5433,s5440])). 18.34/3.85 cnf(s5657, plain, ~spl0_302 | spl0_183 | spl0_177 | spl0_165 | spl0_232 | ~spl0_221, inference(rat,[],[s3935,s5629,s5501,s5444])). 18.34/3.85 cnf(s5658, plain, spl0_183 | spl0_160 | spl0_193 | spl0_177 | spl0_165 | spl0_161 | spl0_232 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s1048,s1784,s524,s446,s1044,s5607,s1072,s5657,s829,s2340,s1067,s2,s5439,s5454,s5437,s4,s5443,s5456,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5659, plain, spl0_160 | spl0_193 | spl0_177 | spl0_217 | spl0_95 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s446,s524,s1044,s4639,s5607,s2013,s1072,s610,s5638,s2690,s612,s5350,s611,s3496,s666,s2630,s1402,s4967,s5658,s829,s2340,s2,s5456,s4,s8,s6,s5433,s5444,s5472,s7,s5435,s1,s5438,s5467,s5443,s5464,s5446,s5453,s5451])). 18.34/3.85 cnf(s5660, plain, ~spl0_302 | spl0_177 | spl0_217 | spl0_95 | spl0_165 | ~spl0_283 | spl0_215 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s611,s3496,s5350,s2630,s612,s4967,s2676,s5657,s5638,s4,s5443,s5444,s5464,s5438,s1,s5467,s5446,s5448])). 18.34/3.85 cnf(s5661, plain, ~spl0_256 | spl0_177 | spl0_217 | spl0_95 | spl0_165 | ~spl0_283 | spl0_215 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s4970,s3950,s2019,s2630,s2013,s3496,s5655,s611,s5350,s612,s614,s829,s2340,s1067,s2,s5439,s5454,s5437,s4,s6,s7,s8,s5435,s1,s5444,s5464,s5443,s5438,s5467,s5453,s5451])). 18.34/3.85 cnf(s5662, plain, spl0_193 | spl0_177 | spl0_217 | spl0_95 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s497,s5606,s5639,s5659,s1072,s5660,s829,s2340,s607,s5661,s4,s1,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5663, plain, spl0_177 | spl0_217 | spl0_95 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s612,s2676,s5350,s610,s611,s3496,s666,s2630,s1402,s4967,s474,s530,s1850,s1485,s1501,s5483,s5482,s2781,s2013,s1048,s1776,s4640,s524,s446,s1044,s3931,s5595,s896,s772,s928,s497,s5584,s3919,s5662,s607,s5661,s1072,s5660,s829,s1067,s5656,s5644,s2340,s5448,s5438,s1,s5467,s5444,s5472,s4,s5443,s5464,s2,s5446,s5437,s5439,s5456,s6,s8,s5436,s5449,s5453,s5451])). 18.34/3.85 cnf(s5664, plain, ~spl0_162 | ~spl0_302 | spl0_193 | spl0_217 | spl0_95 | spl0_165 | ~spl0_283 | spl0_215 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s612,s2676,s5350,s610,s611,s3496,s666,s2630,s1402,s4967,s5526,s2013,s1048,s4640,s1784,s524,s5448,s5438,s1,s5467,s5444,s5472,s4,s5443,s5464,s2,s5446,s5439])). 18.34/3.85 cnf(s5665, plain, spl0_193 | spl0_199 | spl0_100 | spl0_168 | spl0_167 | spl0_217 | spl0_95 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5526,s4970,s3950,s2019,s2630,s2013,s3496,s5655,s611,s5350,s612,s614,s607,s5606,s446,s5664,s1072,s752,s1044,s3842,s1921,s1818,s786,s497,s931,s441,s4,s6,s7,s8,s2,s5435,s1,s5444,s5464,s5443,s5438,s5467,s5439,s5456,s5448,s5449,s5437,s5433,s5460,s5436,s5465])). 18.34/3.85 cnf(s5666, plain, spl0_217 | spl0_95 | ~spl0_283 | spl0_215 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s752,s1072,s5531,s5526,s524,s4970,s3950,s2019,s4639,s2630,s2013,s3496,s5655,s611,s5350,s612,s614,s607,s5584,s5665,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5663,s5656,s5644,s2340,s1,s5448,s5449,s4,s6,s7,s8,s2,s5435,s5444,s5433,s5464,s5443,s5438,s5467,s5439,s5436,s5465,s5437,s5451,s5440])). 18.34/3.85 cnf(s5667, plain, spl0_195 | spl0_193 | spl0_177 | ~spl0_217 | spl0_165 | spl0_161 | spl0_91 | ~spl0_221, inference(rat,[],[s524,s446,s1776,s1044,s5501,s1921,s1072,s1818,s3945,s5639,s5591,s938,s497,s5576,s5640,s2774,s4,s2,s5456,s5437,s8,s6,s5433,s1])). 18.34/3.85 cnf(s5668, plain, spl0_193 | spl0_177 | ~spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s610,s2013,s3496,s4640,s666,s2630,s524,s1402,s4967,s446,s5658,s1896,s924,s787,s497,s1044,s5639,s5607,s1072,s5638,s4971,s607,s5667,s829,s2340,s600,s832,s602,s618,s5444,s5472,s2,s5464,s5439,s4,s5446,s5456,s5443,s6,s8,s5454,s1,s5467,s5451,s5453])). 18.34/3.85 cnf(s5669, plain, spl0_177 | ~spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s610,s3496,s666,s2630,s1402,s4967,s474,s530,s1850,s1485,s1501,s5483,s5482,s2781,s2013,s1048,s1776,s4640,s524,s5527,s1044,s3931,s5595,s896,s1072,s772,s5638,s928,s4971,s497,s607,s440,s5576,s924,s606,s1695,s5668,s829,s2340,s1067,s600,s832,s602,s618,s5444,s5472,s5464,s2,s5446,s5437,s4,s5443,s5439,s6,s8,s1,s5448,s5436,s5449,s5465,s5467,s5451,s5453])). 18.34/3.85 cnf(s5670, plain, ~spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s610,s3496,s666,s2630,s1402,s4967,s5526,s2013,s1048,s4640,s1784,s524,s1072,s446,s752,s1044,s3842,s1921,s1818,s786,s1896,s1692,s4971,s924,s607,s787,s5640,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5669,s600,s832,s602,s618,s5444,s5472,s5464,s2,s5446,s5443,s5439,s4,s5456,s1,s5448,s5449,s5437,s8,s6,s5433,s5460,s5436,s5465,s5454,s7,s5435,s5451,s5440,s5467])). 18.34/3.85 cnf(s5671, plain, spl0_160 | spl0_193 | spl0_177 | spl0_147 | spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s446,s524,s1044,s4639,s5607,s2013,s1072,s610,s5638,s2690,s612,s1997,s758,s611,s5079,s3496,s666,s2630,s1402,s4967,s5658,s829,s2340,s5408,s5085,s2,s5456,s4,s8,s6,s5433,s5444,s5472,s7,s5435,s1,s5474,s5443,s5448,s5464,s5446,s5453,s5451])). 18.34/3.85 cnf(s5672, plain, ~spl0_302 | spl0_177 | spl0_147 | spl0_217 | spl0_165 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s1997,s758,s611,s5079,s3496,s2630,s612,s4967,s2676,s5657,s5638,s5408,s5085,s5444,s5456,s4,s5474,s5443,s5448,s5464,s5446,s2])). 18.34/3.85 cnf(s5673, plain, ~spl0_216 | spl0_218 | spl0_147 | spl0_217 | spl0_284, inference(rat,[],[s1997,s758,s611,s5079,s5444,s5456,s4,s5474,s5443,s5448])). 18.34/3.85 cnf(s5674, plain, ~spl0_256 | spl0_177 | spl0_147 | spl0_217 | spl0_165 | ~spl0_283 | spl0_215 | spl0_232 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s3950,s2019,s2013,s5653,s666,s4970,s3636,s2630,s3496,s5673,s612,s614,s829,s2340,s5408,s5085,s1067,s2,s5439,s5454,s5437,s4,s8,s6,s1,s5444,s7,s5435,s5433,s5464,s5443,s5453,s5451])). 18.34/3.85 cnf(s5675, plain, spl0_193 | spl0_177 | spl0_147 | spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s497,s5606,s5639,s5671,s1072,s5672,s829,s2340,s607,s5674,s4,s1,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5676, plain, spl0_177 | spl0_147 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s2676,s612,s610,s5673,s3496,s666,s2630,s1402,s4967,s474,s530,s1850,s1485,s1501,s5483,s5482,s2781,s2013,s1048,s1776,s4640,s524,s5527,s1044,s3931,s5595,s896,s772,s928,s497,s5584,s5675,s607,s5674,s1072,s5672,s829,s2340,s5408,s5085,s1067,s5670,s5448,s5444,s5472,s5464,s2,s5446,s5437,s4,s5443,s5439,s6,s8,s1,s5436,s5449,s5453,s5451])). 18.34/3.85 cnf(s5677, plain, ~spl0_162 | ~spl0_302 | spl0_193 | spl0_147 | spl0_217 | spl0_165 | ~spl0_283 | spl0_215 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s2676,s612,s610,s5673,s3496,s666,s2630,s1402,s4967,s5526,s2013,s1048,s4640,s1784,s524,s5408,s5085,s5448,s5444,s5472,s5464,s2,s5446,s5443,s5439,s4])). 18.34/3.85 cnf(s5678, plain, spl0_193 | spl0_199 | spl0_100 | spl0_168 | spl0_167 | spl0_147 | spl0_217 | spl0_165 | spl0_161 | ~spl0_283 | spl0_215 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5526,s3950,s2019,s2013,s5653,s666,s4970,s3636,s2630,s3496,s5673,s612,s614,s607,s5606,s446,s5677,s1072,s752,s1044,s3842,s1921,s1818,s786,s5408,s5085,s497,s931,s441,s8,s6,s1,s5444,s4,s7,s2,s5435,s5433,s5464,s5439,s5456,s5448,s5449,s5437,s5460,s5436,s5465,s5443])). 18.34/3.85 cnf(s5679, plain, ~spl0_121 | spl0_92 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s752,s1072,s5531,s5526,s524,s3950,s2019,s4639,s2013,s5653,s666,s4970,s3636,s2630,s3496,s5673,s612,s614,s607,s5584,s5678,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5676,s1529,s231,s5666,s5670,s5656,s5644,s5408,s5085,s5002,s3631,s621,s2338,s4200,s683,s3751,s4646,s675,s627,s562,s3604,s1569,s4972,s2340,s645,s1,s5448,s5449,s4,s8,s6,s5444,s7,s2,s5435,s5433,s5464,s5439,s5436,s5465,s5437,s5451,s5440,s5443,s5474,s5458,s5467,s5466,s5450,s5453,s5431,s5,s5475,s5454])). 18.34/3.85 cnf(s5680, plain, ~spl0_302 | spl0_177 | ~spl0_262 | ~spl0_261 | ~spl0_161 | spl0_245 | spl0_232 | ~spl0_221, inference(rat,[],[s2013,s3948,s4297,s5629,s666,s1872,s1309,s2130,s1294,s1502,s1501,s5494,s679,s2,s5448,s5437,s5444,s5472,s5434,s5450,s5446,s4,s5443])). 18.34/3.85 cnf(s5681, plain, spl0_166 | spl0_195 | ~spl0_165 | spl0_91 | ~spl0_269 | spl0_98, inference(rat,[],[s928,s441,s497,s896,s5584,s5595,s5596,s1757,s5446,s1,s5448,s5436,s5465,s4,s6,s5444])). 18.34/3.85 cnf(s5682, plain, ~spl0_202 | spl0_195 | spl0_163 | spl0_91 | ~spl0_269 | spl0_98, inference(rat,[],[s497,s931,s5584,s441,s1040,s896,s5630,s3630,s4,s6,s7,s8,s2,s1,s5435,s5448,s5436,s5465,s5437])). 18.34/3.85 cnf(s5683, plain, ~spl0_219 | spl0_177 | ~spl0_302 | ~spl0_161 | spl0_245 | spl0_156 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s2013,s3948,s4297,s5629,s666,s4970,s3636,s2630,s5411,s621,s5680,s5414,s2732,s4443,s611,s620,s2,s5448,s5437,s5444,s5472,s4,s6,s7,s8,s5435,s1,s5433,s5464,s5474,s5439,s5443])). 18.34/3.85 cnf(s5684, plain, ~spl0_161 | ~spl0_165 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s5591,s606,s497,s5576,s5640,s5350,s5683,s465,s820,s5682,s1072,s5681,s607,s612,s1884,s1954,s829,s3638,s778,s1818,s1819,s2,s5446,s4,s5438,s1,s5467,s5443,s7,s6,s5433,s5448,s5451,s5437,s5453,s8])). 18.34/3.85 cnf(s5685, plain, ~spl0_219 | spl0_215 | spl0_214 | spl0_156 | spl0_147, inference(rat,[],[s5414,s2732,s5411,s4443,s611,s620,s5437,s4,s2,s5474,s5464,s5439,s5443])). 18.34/3.85 cnf(s5686, plain, ~spl0_203 | ~spl0_302 | spl0_217 | spl0_177 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2732,s5414,s3887,s5411,s4040,s610,s2690,s612,s5350,s5685,s621,s666,s2117,s2630,s1402,s1872,s4967,s5629,s2013,s1048,s4640,s3638,s778,s1294,s1502,s1501,s5494,s4,s2,s5474,s5437,s5446,s5464,s5472,s5444,s6,s7,s8,s5435,s1,s5438,s5467,s5445,s5450,s5443,s5439,s5448,s5453,s5451])). 18.34/3.85 cnf(s5687, plain, ~spl0_329 | ~spl0_261 | spl0_257 | ~spl0_302 | spl0_177 | spl0_232 | ~spl0_221, inference(rat,[],[s2013,s3948,s4251,s5629,s666,s4970,s3636,s2,s5448,s5437,s5472,s4,s6,s7,s8,s5435,s1,s5433])). 18.34/3.85 cnf(s5688, plain, spl0_193 | spl0_217 | spl0_177 | spl0_161 | ~spl0_165 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2013,s3948,s4251,s5629,s666,s1872,s1309,s2130,s679,s621,s5685,s2630,s5687,s620,s5350,s612,s614,s4971,s607,s5606,s446,s524,s5686,s1294,s1502,s1501,s5494,s497,s1072,s5591,s5596,s3638,s778,s1044,s4452,s1818,s1819,s2,s5448,s5437,s5472,s5444,s5434,s5450,s5443,s4,s5438,s1,s5467,s5439,s5456,s5446,s5453,s5451])). 18.34/3.85 cnf(s5689, plain, spl0_217 | spl0_177 | ~spl0_165 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s474,s5496,s530,s1501,s1295,s1502,s1294,s2130,s621,s5685,s2630,s1300,s3637,s1399,s666,s2431,s620,s5350,s612,s614,s607,s5681,s1072,s2013,s5686,s1048,s4640,s524,s5527,s5688,s829,s3638,s778,s1044,s4452,s5684,s2340,s2,s5464,s4,s8,s6,s5433,s5446,s5434,s5437,s5450,s5443,s5439,s5444,s5472,s5438,s1,s5467,s5448,s5453,s5451])). 18.34/3.85 cnf(s5690, plain, spl0_162 | spl0_151 | ~spl0_217 | spl0_161 | spl0_163 | spl0_159, inference(rat,[],[s787,s497,s924,s5591,s1907,s5527,s446,s618,s8,s2,s5439,s5454,s4,s6,s5456,s5443])). 18.34/3.85 cnf(s5691, plain, ~spl0_256 | spl0_215 | spl0_258 | spl0_214 | spl0_172 | spl0_156 | spl0_147, inference(rat,[],[s5414,s5411,s2732,s610,s1558,s4971,s5437,s5464,s4,s2,s5474,s5444,s5472,s5443,s5446])). 18.34/3.85 cnf(s5692, plain, spl0_177 | ~spl0_165 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s5591,s606,s497,s5576,s5640,s607,s5691,s621,s666,s2117,s2630,s1402,s1872,s4967,s5629,s2013,s1048,s4640,s524,s5690,s1294,s1502,s1501,s5494,s1072,s5603,s600,s832,s602,s618,s5689,s829,s3638,s778,s1044,s4452,s1818,s1819,s5684,s2340,s2,s5446,s4,s1,s5437,s5445,s5450,s5444,s5443,s5439,s8,s5451,s5467,s6,s5448,s5453,s5438])). 18.34/3.85 cnf(s5693, plain, ~spl0_165 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s530,s1501,s1295,s1502,s1294,s2130,s621,s5685,s2630,s1300,s3637,s1399,s666,s2431,s620,s5350,s618,s602,s832,s600,s2013,s440,s1048,s4640,s497,s612,s924,s1710,s524,s931,s614,s1695,s1072,s5512,s441,s607,s1040,s752,s906,s896,s5682,s5630,s1935,s1847,s3630,s820,s1089,s459,s1938,s5692,s5684,s1818,s1757,s1819,s2340,s3638,s778,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5433,s5434,s5437,s5450,s5444,s5472,s5467,s5465,s5436,s5449,s5440,s5453])). 18.34/3.85 cnf(s5694, plain, ~spl0_183 | ~spl0_262 | spl0_177 | ~spl0_261 | ~spl0_161 | spl0_165 | spl0_245 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5482,s2019,s1501,s2013,s1502,s4297,s1294,s666,s2130,s1402,s1872,s4,s6,s7,s8,s2,s5435,s1,s5446,s5437,s5444,s5472,s5434,s5450])). 18.34/3.85 cnf(s5695, plain, ~spl0_324 | spl0_183 | spl0_177 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s530,s756,s1850,s1485,s1501,s5483,s5482,s2781,s3950,s2019,s829,s2340,s1067,s2,s5439,s5454,s5437,s4,s8,s6,s1,s5444,s7,s5435,s5453,s5451])). 18.34/3.85 cnf(s5696, plain, ~spl0_262 | spl0_177 | spl0_82 | ~spl0_261 | ~spl0_161 | spl0_165 | spl0_245 | spl0_232 | ~spl0_267 | spl0_106, inference(rat,[],[s3935,s756,s5482,s5496,s530,s1501,s1295,s1502,s1294,s2130,s1300,s666,s4297,s2013,s5695,s5694,s5472,s5443,s5450,s5437,s5434,s5446,s5433,s6,s8,s4,s5454,s5439,s2,s5444])). 18.34/3.85 cnf(s5697, plain, spl0_177 | ~spl0_219 | ~spl0_161 | spl0_165 | spl0_245 | spl0_156 | spl0_147 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s2013,s4297,s5695,s666,s4970,s3636,s2630,s5685,s621,s5696,s620,s2,s5437,s5444,s5472,s4,s6,s7,s8,s5435,s1,s5433])). 18.34/3.85 cnf(s5698, plain, ~spl0_329 | ~spl0_302 | ~spl0_261 | ~spl0_161 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s5526,s3950,s2019,s2013,s4297,s666,s4970,s3636,s8,s6,s1,s5444,s4,s7,s2,s5435,s5437,s5472,s5433])). 18.34/3.85 cnf(s5699, plain, ~spl0_183 | ~spl0_262 | ~spl0_302 | ~spl0_261 | ~spl0_161 | spl0_165 | spl0_245 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5533,s2019,s1501,s2013,s1502,s4297,s1294,s666,s2130,s1402,s1872,s4,s6,s7,s8,s2,s5435,s1,s5446,s5437,s5444,s5472,s5434,s5450])). 18.34/3.85 cnf(s5700, plain, ~spl0_324 | spl0_183 | ~spl0_302 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s5526,s3950,s2019,s8,s6,s1,s5444,s4,s7,s2,s5435])). 18.34/3.85 cnf(s5701, plain, ~spl0_161 | spl0_217 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s3935,s5533,s530,s1501,s1295,s1502,s1294,s2130,s1300,s666,s4297,s2013,s5700,s5699,s621,s5685,s2630,s5698,s1710,s1072,s752,s3842,s1818,s5682,s1935,s820,s1089,s459,s1938,s5697,s620,s5350,s607,s612,s1884,s1954,s2340,s3638,s778,s5693,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5444,s5433,s5434,s5437,s5450,s5472,s5449,s5440,s5467,s5453])). 18.34/3.85 cnf(s5702, plain, ~spl0_324 | spl0_315 | spl0_161 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s5531,s448,s906,s896,s1935,s1847,s3630,s820,s1089,s1072,s459,s1938,s5533,s5482,s524,s2019,s4639,s1,s5456,s6,s5444,s4,s7,s8,s5435,s2,s5437,s5433,s5448,s5451,s5440])). 18.34/3.85 cnf(s5703, plain, spl0_193 | spl0_195 | spl0_162 | spl0_166 | spl0_161 | spl0_91, inference(rat,[],[s446,s5606,s1044,s497,s5607,s5639,s2,s5456,s4])). 18.34/3.85 cnf(s5704, plain, spl0_195 | spl0_162 | spl0_166 | spl0_161 | spl0_91 | ~spl0_269 | spl0_98, inference(rat,[],[s896,s772,s5595,s928,s3934,s497,s1044,s5584,s5527,s5703,s6,s8,s1,s5448,s5436,s5449,s5446,s4,s7,s2,s5435])). 18.34/3.85 cnf(s5705, plain, ~spl0_256 | spl0_172 | spl0_258 | spl0_217 | spl0_95 | spl0_92, inference(rat,[],[s5350,s620,s612,s2431,s614,s5438,s1,s5467,s4,s5437,s5443,s5472,s5439])). 18.34/3.85 cnf(s5706, plain, spl0_177 | spl0_195 | spl0_315 | spl0_161 | spl0_165 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s524,s5704,s1776,s1072,s5482,s5494,s829,s2340,s4,s5437,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5707, plain, ~spl0_183 | ~spl0_262 | spl0_161 | spl0_217 | spl0_165 | spl0_245 | spl0_95 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s524,s1776,s446,s5533,s5606,s1072,s497,s752,s1044,s931,s3842,s1921,s441,s1818,s896,s5682,s1935,s3630,s820,s1089,s459,s1938,s5706,s607,s5705,s2013,s5702,s1501,s1502,s1294,s666,s2130,s1402,s1872,s2340,s4,s5437,s2,s5456,s1,s5448,s5449,s6,s7,s8,s5435,s5433,s5436,s5465,s5444,s5451,s5440,s5446,s5434,s5450])). 18.34/3.85 cnf(s5708, plain, ~spl0_324 | spl0_183 | spl0_161 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s5531,s448,s906,s896,s1935,s1847,s3630,s820,s1089,s1072,s459,s1938,s524,s5700,s5695,s4639,s1,s5456,s6,s5444,s4,s7,s8,s5435,s2,s5437,s5433,s5448,s5451,s5440])). 18.34/3.85 cnf(s5709, plain, spl0_195 | spl0_177 | spl0_183 | spl0_161 | spl0_165 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s1485,s5483,s474,s2781,s530,s1048,s1776,s1850,s524,s1501,s5704,s5706,s1067,s1072,s5657,s829,s2340,s4,s2,s5464,s5443,s5437,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5710, plain, spl0_177 | spl0_183 | ~spl0_262 | spl0_161 | spl0_217 | spl0_165 | spl0_245 | spl0_95 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s3935,s756,s5482,s5496,s530,s1501,s1295,s1502,s1294,s2130,s1300,s666,s5705,s607,s5709,s2013,s5708,s5444,s2,s5439,s5454,s4,s8,s6,s5433,s5446,s5434,s5437,s5450,s5443,s1])). 18.34/3.85 cnf(s5711, plain, spl0_195 | ~spl0_302 | ~spl0_202 | spl0_183 | spl0_161 | spl0_165 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5526,s1048,s1784,s524,s446,s1044,s1921,s1818,s5606,s5584,s5682,s2340,s497,s931,s441,s896,s3630,s5443,s4,s2,s5456,s8,s6,s5433,s1,s5435,s7,s5465,s5436,s5448,s5437])). 18.34/3.85 cnf(s5712, plain, ~spl0_302 | spl0_183 | ~spl0_262 | spl0_161 | spl0_217 | spl0_165 | spl0_245 | spl0_95 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s3935,s5533,s530,s1501,s1295,s1502,s1294,s2130,s1300,s666,s5705,s607,s5711,s1710,s2013,s5708,s820,s459,s5710,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5444,s5433,s5434,s5437,s5450,s5440])). 18.34/3.85 cnf(s5713, plain, ~spl0_262 | spl0_161 | spl0_217 | spl0_165 | spl0_245 | spl0_95 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s603,s5534,s602,s1294,s832,s2130,s600,s1300,s440,s666,s924,s5705,s1695,s607,s786,s5682,s1818,s3842,s448,s1072,s5712,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5710,s2013,s5708,s5707,s2340,s5437,s6,s2,s8,s5451,s5467,s5434,s5450,s5446,s5443,s5439,s5465,s1,s4,s5448,s5444,s5460,s5436,s5456,s7,s5435,s5433,s5440])). 18.34/3.85 cnf(s5714, plain, ~spl0_324 | spl0_215 | spl0_161 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5606,s446,s497,s1044,s931,s1921,s441,s1818,s896,s5682,s3630,s820,s459,s5501,s1072,s5704,s607,s613,s612,s5350,s5685,s2630,s4967,s524,s5708,s2019,s4639,s829,s2340,s3638,s778,s2,s5456,s4,s6,s7,s8,s1,s5435,s5433,s5448,s5436,s5465,s5437,s5451,s5440,s5438,s5467,s5446,s5453])). 18.34/3.85 cnf(s5715, plain, ~spl0_183 | spl0_172 | spl0_215 | spl0_217 | spl0_95 | spl0_147 | spl0_92 | ~spl0_267 | spl0_106, inference(rat,[],[s2732,s5414,s3887,s5411,s4040,s610,s2690,s612,s5350,s5685,s666,s2630,s1402,s4967,s3638,s778,s4,s2,s5474,s5437,s5446,s5464,s5472,s5444,s6,s7,s8,s5435,s1,s5438,s5467,s5448,s5453,s5451])). 18.34/3.85 cnf(s5716, plain, ~spl0_256 | spl0_172 | spl0_215 | spl0_217 | spl0_95 | spl0_147 | spl0_92, inference(rat,[],[s2630,s5685,s3637,s5350,s666,s612,s5705,s614,s3638,s778,s5439,s5438,s1,s5467,s2,s5448,s5453,s5451])). 18.34/3.85 cnf(s5717, plain, spl0_217 | spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s448,s3842,s1072,s1818,s5711,s5682,s1935,s820,s1089,s459,s1938,s5709,s607,s5716,s5715,s2013,s5714,s621,s5713,s5701,s2340,s5693,s1,s5456,s5437,s4,s5444,s7,s6,s5433,s5448,s5451,s8,s2,s5440])). 18.34/3.85 cnf(s5718, plain, ~spl0_161 | ~spl0_217 | spl0_165 | spl0_245 | spl0_156 | spl0_147 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s5411,s5414,s621,s2732,s2117,s3887,s1294,s4040,s610,s1502,s2013,s666,s2630,s1501,s2016,s1402,s1872,s4967,s5494,s5501,s5657,s465,s820,s3630,s896,s1072,s772,s5639,s928,s606,s497,s5576,s5640,s607,s1884,s1958,s5464,s5437,s4,s2,s5474,s5445,s5450,s5446,s5472,s5444,s5443,s7,s6,s5433,s1,s5448,s5451,s8,s5436,s5449])). 18.34/3.85 cnf(s5719, plain, ~spl0_297 | spl0_166 | spl0_162 | spl0_161, inference(rat,[],[s1044,s446,s5607,s1896,s1692,s4,s2,s5456,s5443,s5437])). 18.34/3.85 cnf(s5720, plain, spl0_166 | spl0_162 | spl0_161 | spl0_151, inference(rat,[],[s3934,s5595,s1044,s896,s5527,s772,s5639,s928,s497,s440,s924,s5719,s4,s6,s7,s8,s2,s5435,s1,s5448,s5436,s5449,s5446,s5439,s5465])). 18.34/3.85 cnf(s5721, plain, ~spl0_324 | spl0_161 | spl0_151 | spl0_165 | ~spl0_221, inference(rat,[],[s1921,s1044,s1818,s446,s786,s1896,s1692,s924,s787,s497,s931,s441,s906,s896,s1847,s3630,s820,s459,s5501,s1072,s5720,s524,s2019,s4639,s8,s6,s5433,s2,s4,s1,s5456,s5448,s5444,s5460,s5436,s5465,s5443,s5437,s5439,s5454,s7,s5435,s5451,s5440])). 18.34/3.85 cnf(s5722, plain, spl0_195 | spl0_177 | spl0_161 | ~spl0_217 | spl0_165 | spl0_91 | ~spl0_221, inference(rat,[],[s606,s5667,s5576,s2,s5446])). 18.34/3.85 cnf(s5723, plain, ~spl0_302 | ~spl0_256 | spl0_177 | spl0_172 | spl0_165 | spl0_245 | spl0_156 | spl0_147 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s2117,s621,s1294,s5691,s1502,s666,s2630,s1501,s1402,s1872,s4967,s5494,s5657,s5437,s5445,s5450,s2,s5446,s4,s5444])). 18.34/3.85 cnf(s5724, plain, spl0_177 | ~spl0_217 | spl0_165 | spl0_245 | spl0_156 | spl0_147 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5691,s621,s666,s2117,s2630,s1402,s1872,s4967,s474,s1294,s530,s1502,s1850,s1485,s1501,s5483,s5482,s2781,s1048,s1776,s524,s5720,s1072,s5723,s607,s5722,s1067,s2013,s5721,s5718,s600,s832,s602,s618,s829,s2340,s2,s5437,s5445,s5450,s5444,s5446,s5464,s4,s5443,s1,s5453,s5451,s6,s8,s5467])). 18.34/3.85 cnf(s5725, plain, spl0_245 | spl0_95 | spl0_147 | spl0_92 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s621,s2117,s5691,s1294,s666,s2630,s1502,s1402,s1872,s4967,s1501,s5526,s5533,s1048,s1784,s524,s1072,s446,s752,s1044,s3842,s1921,s1818,s786,s1896,s1692,s924,s607,s787,s5640,s497,s931,s441,s906,s896,s1935,s1847,s3630,s820,s1089,s459,s1938,s5724,s2013,s5721,s5718,s600,s832,s602,s618,s5717,s5693,s829,s2340,s3638,s778,s5437,s5445,s5450,s2,s5446,s5444,s4,s5443,s5456,s1,s5448,s5449,s8,s6,s5433,s5460,s5436,s5465,s5439,s5454,s7,s5435,s5451,s5440,s5467,s5453,s5438])). 18.34/3.85 cnf(s5726, plain, spl0_92 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5670,s5656,s5666,s5644,s621,s1252,s833,s1173,s627,s1326,s2134,s3751,s661,s1333,s5555,s1313,s1396,s625,s5725,s231,s291,s2632,s5628,s205,s5679,s2340,s645,s5439,s5443,s5458,s5475,s5431,s5,s5451,s5453,s5450,s5446,s4,s2,s1,s5444,s5454,s6])). 18.34/3.85 cnf(s5727, plain, ~spl0_121 | spl0_283 | spl0_82 | spl0_86, inference(rat,[],[s683,s3751,s4962,s4646,s675,s3633,s627,s5002,s562,s3604,s1569,s4972,s5448,s5450,s5451,s5453,s5445,s5446,s5458,s4,s6,s7,s8,s5435,s2,s1,s5439,s5444,s5474,s5431,s5,s5466,s5443,s5475,s5437])). 18.34/3.85 cnf(s5728, plain, ~spl0_254 | spl0_163 | spl0_195 | spl0_91, inference(rat,[],[s497,s440,s5591,s924,s606,s1950,s938,s3465,s1947,s600,s846,s832,s596,s602,s3851,s3937,s4,s2,s5439,s5465,s6,s5446,s8,s5433,s5460,s1,s5444,s5451,s5467,s7,s5435])). 18.34/3.85 cnf(s5729, plain, spl0_245 | spl0_93 | ~spl0_219 | spl0_177 | ~spl0_302 | ~spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5631,s5727,s621,s205,s5680,s5557,s829,s2340,s620,s4,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5730, plain, ~spl0_264 | ~spl0_219 | spl0_177 | ~spl0_302 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_221 | spl0_86, inference(rat,[],[s1240,s679,s1173,s1265,s621,s1326,s2134,s5631,s3751,s661,s1333,s5555,s1313,s1396,s645,s5445,s5444,s5458,s5443,s5453,s8,s5431,s5,s5474,s5451,s5450,s5446,s5439,s5454,s2])). 18.34/3.85 cnf(s5731, plain, ~spl0_219 | spl0_156 | spl0_177 | ~spl0_302 | ~spl0_161 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s2632,s5683,s5729,s625,s5730,s829,s2340,s5444,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5732, plain, ~spl0_165 | ~spl0_161 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5591,s606,s497,s5576,s5640,s5370,s5731,s5371,s3771,s2429,s5728,s465,s820,s5682,s1072,s1818,s5681,s1819,s2340,s3835,s819,s1591,s5726,s612,s1954,s607,s1884,s2,s5446,s4,s5456,s5437,s6,s1,s5443,s5474,s7,s5433,s5448,s5451,s5444,s5453,s8])). 18.34/3.85 cnf(s5733, plain, ~spl0_302 | spl0_93 | spl0_245 | spl0_177 | spl0_165 | spl0_257 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s621,s2117,s5638,s1294,s5727,s1502,s205,s1501,s1872,s5549,s5494,s5657,s829,s2340,s645,s5437,s5445,s5450,s2,s5446,s4,s5444,s5454,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5734, plain, ~spl0_254 | spl0_166 | spl0_195 | spl0_91, inference(rat,[],[s1951,s924,s938,s787,s3465,s497,s1947,s5639,s600,s846,s582,s832,s1060,s596,s602,s5728,s3851,s3937,s5439,s6,s2,s8,s5454,s5460,s4,s1,s5444,s5446,s5451,s5467,s5448,s7,s5435])). 18.34/3.85 cnf(s5735, plain, spl0_93 | spl0_245 | spl0_177 | spl0_217 | spl0_165 | ~spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5637,s5727,s621,s205,s5696,s5559,s620,s5370,s5371,s2429,s5734,s1072,s5733,s645,s3835,s819,s1958,s612,s1954,s607,s1884,s4,s5456,s5437,s6,s1,s5474,s5446,s5444,s5448,s5453,s5451,s8,s5454,s2])). 18.34/3.85 cnf(s5736, plain, ~spl0_302 | spl0_147 | spl0_245 | spl0_177 | spl0_217 | spl0_165 | spl0_218 | spl0_257 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s5411,s5414,s621,s2732,s1997,s2117,s3887,s620,s1294,s4040,s4251,s610,s1502,s666,s2630,s2013,s1501,s1402,s1872,s4967,s2016,s5494,s5657,s5501,s5464,s5437,s4,s2,s5474,s5444,s5456,s5445,s5450,s5446,s5472])). 18.34/3.85 cnf(s5737, plain, spl0_245 | spl0_177 | spl0_217 | spl0_165 | ~spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5370,s5697,s5371,s3771,s2429,s5734,s1072,s5736,s2632,s5735,s829,s2340,s645,s3835,s819,s1958,s612,s1954,s607,s1884,s5456,s5437,s6,s1,s5443,s5474,s4,s5444,s5446,s5448,s5453,s5451,s8,s5454,s2])). 18.34/3.85 cnf(s5738, plain, spl0_177 | spl0_217 | spl0_165 | ~spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s2429,s5371,s5734,s5370,s1072,s5637,s5638,s621,s1252,s833,s1173,s627,s1326,s2134,s3751,s661,s1333,s5555,s1313,s1396,s625,s5737,s829,s2340,s645,s3835,s819,s1958,s612,s1954,s607,s1884,s6,s1,s5474,s5437,s5456,s4,s5439,s5443,s5458,s5475,s5431,s5,s5451,s5453,s5450,s5446,s5444,s5448,s8,s5454,s2])). 18.34/3.85 cnf(s5739, plain, ~spl0_254 | spl0_152 | spl0_195 | spl0_91, inference(rat,[],[s1950,s938,s924,s3465,s787,s1947,s600,s846,s832,s596,s602,s3851,s3937,s8,s6,s5433,s2,s5460,s5439,s5454,s1,s5444,s5446,s5451,s5467,s4,s7,s5435])). 18.34/3.85 cnf(s5740, plain, ~spl0_121 | ~spl0_219 | ~spl0_302 | spl0_165 | ~spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s683,s3751,s4200,s4646,s675,s621,s627,s5642,s562,s5727,s1569,s5448,s5450,s5451,s5453,s5443,s5458,s5467,s5466,s4,s6,s7,s8,s5435,s2,s1,s5439,s5431,s5])). 18.34/3.85 cnf(s5741, plain, spl0_245 | spl0_94 | ~spl0_219 | spl0_156 | ~spl0_302 | ~spl0_154 | spl0_165 | ~spl0_161 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s474,s3935,s5533,s530,s1501,s1295,s1502,s1294,s2130,s1300,s666,s4297,s2013,s5700,s5699,s621,s5685,s2632,s5585,s1710,s1923,s3840,s2630,s5698,s620,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5444,s5433,s5434,s5437,s5450,s5472])). 18.34/3.85 cnf(s5742, plain, spl0_217 | ~spl0_161 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2632,s798,s2732,s1291,s5085,s5555,s625,s5741,s205,s5740,s4443,s620,s5370,s5371,s3771,s2429,s5739,s1072,s497,s752,s931,s3842,s441,s1818,s896,s5682,s1935,s3630,s820,s1089,s459,s1938,s5738,s2340,s645,s3835,s819,s1591,s5726,s612,s1954,s607,s1884,s5732,s5444,s2,s5450,s5451,s5453,s4,s5474,s8,s6,s1,s5443,s5439,s5456,s5437,s5448,s5449,s7,s5435,s5436,s5465,s5433,s5440,s5446,s5454])). 18.34/3.85 cnf(s5743, plain, spl0_245 | spl0_156 | ~spl0_217 | spl0_165 | ~spl0_161 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s2632,s5733,s5718,s829,s2340,s645,s1958,s1072,s5639,s606,s5576,s465,s820,s3630,s896,s772,s928,s497,s5640,s607,s1884,s5444,s5443,s5451,s5448,s1,s5433,s6,s7,s5437,s5449,s5436,s8,s5446,s4,s2,s5454,s5453])). 18.34/3.85 cnf(s5744, plain, ~spl0_161 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s830,s679,s1173,s627,s621,s1326,s2134,s5638,s3751,s661,s1333,s5555,s1313,s1396,s625,s5743,s465,s820,s3630,s896,s1072,s772,s5639,s928,s606,s497,s3771,s5576,s5640,s1684,s5742,s5732,s607,s1884,s1958,s829,s2340,s645,s3835,s819,s1591,s5726,s5431,s5,s5469,s5453,s5458,s5443,s5451,s5450,s5446,s5439,s7,s6,s5433,s1,s5448,s5437,s4,s8,s5436,s5449,s2,s5474,s5444,s5454])). 18.34/3.85 cnf(s5745, plain, spl0_162 | spl0_195 | ~spl0_165 | spl0_161 | spl0_91, inference(rat,[],[s497,s5591,s5606,s5527,s446,s1044,s4452,s1818,s1819,s4,s2,s5456,s1,s5443,s5448])). 18.34/3.85 cnf(s5746, plain, ~spl0_216 | spl0_258 | spl0_172 | spl0_157 | spl0_217, inference(rat,[],[s612,s2676,s5370,s610,s611,s5448,s5456,s5444,s5472,s4,s5443])). 18.34/3.85 cnf(s5747, plain, spl0_195 | spl0_93 | spl0_177 | ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5727,s205,s3496,s5486,s5746,s621,s666,s2117,s2630,s1402,s1872,s4967,s5629,s2013,s1048,s4640,s524,s5745,s5371,s2429,s5728,s645,s3835,s819,s1818,s1819,s1294,s1502,s1501,s5494,s829,s2340,s5444,s5464,s2,s5437,s5445,s5450,s5446,s5443,s5439,s4,s6,s1,s5474,s5453,s5451,s8,s5448,s5454])). 18.34/3.85 cnf(s5748, plain, ~spl0_262 | ~spl0_256 | spl0_177 | ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_221, inference(rat,[],[s602,s832,s3937,s600,s2429,s440,s5371,s497,s924,s5370,s5591,s1896,s620,s5527,s446,s4251,s524,s2013,s1048,s3948,s5629,s666,s1872,s1309,s2130,s679,s3835,s819,s1044,s4452,s1818,s1819,s1294,s1502,s1501,s5494,s4971,s612,s614,s6,s8,s5451,s5467,s5439,s5446,s1,s5474,s2,s5465,s5437,s4,s5456,s5443,s5472,s5448,s5444,s5434,s5450,s5453])). 18.34/3.85 cnf(s5749, plain, ~spl0_219 | spl0_215 | spl0_257 | spl0_93 | spl0_177 | ~spl0_302 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5727,s205,s3496,s5394,s2630,s5687,s611,s620,s829,s2340,s5444,s5464,s2,s5450,s5467,s4,s5443,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s5750, plain, spl0_162 | spl0_151 | ~spl0_165 | spl0_161, inference(rat,[],[s440,s497,s924,s5591,s1896,s5527,s446,s1044,s4452,s1818,s1819,s2,s5439,s5465,s4,s6,s5443,s5456,s1,s5448])). 18.34/3.85 cnf(s5751, plain, spl0_93 | spl0_177 | ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s205,s5727,s5486,s3496,s610,s666,s2630,s1402,s4967,s5629,s2013,s1048,s4640,s524,s5750,s600,s832,s602,s3937,s2429,s5371,s5370,s5749,s621,s5748,s612,s614,s4971,s607,s5747,s645,s3835,s819,s1294,s1502,s1501,s5494,s829,s2340,s5444,s5464,s5472,s2,s5446,s5443,s5439,s4,s8,s5451,s5467,s6,s1,s5474,s5437,s5456,s5453,s5448,s5454])). 18.34/3.85 cnf(s5752, plain, spl0_195 | spl0_147 | spl0_177 | ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s4040,s3890,s2690,s2732,s612,s5414,s5370,s5411,s5685,s5746,s621,s666,s2117,s2630,s1402,s1872,s4967,s5629,s2013,s1048,s4640,s5371,s524,s3771,s2429,s5745,s5728,s3835,s819,s1818,s1819,s1294,s1502,s1501,s5494,s5472,s4,s6,s7,s8,s5435,s2,s1,s5474,s5437,s5456,s5464,s5445,s5450,s5444,s5446,s5443,s5439,s5448,s5453,s5451])). 18.34/3.85 cnf(s5753, plain, ~spl0_219 | spl0_215 | spl0_257 | spl0_147 | spl0_177 | ~spl0_302 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s666,s1402,s4251,s5629,s2013,s1048,s4640,s524,s5750,s600,s832,s602,s3937,s3771,s5685,s2630,s5687,s620,s3835,s819,s2,s5437,s5472,s5443,s5439,s4,s5446,s8,s5451,s5467,s6,s1,s5474,s5448,s5453])). 18.34/3.85 cnf(s5754, plain, spl0_177 | ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5691,s666,s2630,s1402,s4967,s5629,s2013,s1048,s4640,s524,s5750,s600,s832,s602,s3937,s2429,s5371,s5370,s1997,s5753,s621,s612,s5748,s614,s4971,s607,s5752,s2632,s5751,s829,s2340,s645,s3835,s819,s2,s5446,s5443,s5439,s4,s8,s5451,s5467,s6,s1,s5474,s5437,s5456,s5444,s5448,s5453,s5454])). 18.34/3.85 cnf(s5755, plain, ~spl0_121 | spl0_214 | spl0_216 | spl0_82 | spl0_86, inference(rat,[],[s683,s3751,s4200,s4646,s675,s621,s627,s3496,s562,s5727,s1569,s5448,s5450,s5451,s5453,s5443,s5458,s5467,s5466,s4,s6,s7,s8,s5435,s2,s1,s5439,s5444,s5464,s5431,s5])). 18.34/3.85 cnf(s5756, plain, ~spl0_302 | spl0_217 | spl0_245 | ~spl0_165 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s1749,s472,s2040,s2110,s3768,s2112,s1500,s2068,s4415,s1109,s1733,s1484,s1485,s756,s530,s1501,s1295,s1502,s1294,s2130,s621,s5685,s2632,s5599,s205,s5755,s2630,s1300,s3637,s1399,s666,s4251,s611,s620,s5370,s5371,s3771,s2429,s3937,s602,s832,s600,s2013,s787,s1048,s4640,s497,s924,s612,s524,s931,s1695,s614,s4971,s5512,s441,s1040,s607,s906,s896,s5630,s5682,s1847,s3630,s820,s459,s5754,s1710,s2340,s3835,s819,s1591,s5726,s5744,s1818,s1819,s6,s1,s5464,s5448,s5443,s5451,s5471,s5445,s5439,s5446,s5438,s4,s7,s8,s2,s5435,s5454,s5433,s5434,s5437,s5450,s5444,s5472,s5456,s5474,s5467,s5436,s5465,s5440,s5453])). 18.34/3.85 cnf(s5757, plain, ~spl0_177 | spl0_166 | spl0_164, inference(rat,[],[s1935,s448,s820,s1089,s459,s1938,s5444,s1,s5456,s7,s6,s5433,s5448,s5451,s4,s8,s2,s5440])). 18.34/3.85 cnf(s5758, plain, spl0_217 | spl0_245 | ~spl0_165 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s756,s5496,s530,s1501,s1295,s1502,s1294,s2130,s621,s5685,s2632,s5597,s5757,s205,s5755,s2630,s1300,s3637,s1399,s666,s4251,s611,s620,s5370,s5371,s3771,s2429,s3937,s2013,s612,s602,s1048,s4640,s614,s4971,s832,s524,s607,s600,s5527,s5681,s5603,s5596,s1072,s5756,s2340,s3835,s819,s1591,s5726,s5744,s1757,s1044,s4452,s2,s5439,s5454,s4,s8,s6,s5433,s5446,s5434,s5437,s5450,s5444,s5443,s5472,s5456,s1,s5474,s5451,s5467,s5448,s5453])). 18.34/3.85 cnf(s5759, plain, spl0_177 | spl0_93 | spl0_245 | ~spl0_165 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5591,s606,s497,s5652,s5647,s621,s2117,s1294,s5727,s1502,s205,s1872,s1501,s5602,s5629,s5494,s829,s645,s1072,s5603,s2340,s1048,s2013,s4640,s524,s5690,s600,s832,s602,s618,s1818,s1819,s5758,s5744,s1044,s4452,s2,s5446,s4,s5437,s5445,s5450,s5444,s5439,s5448,s1,s5443,s5467,s5451,s8,s6,s5454,s5453])). 18.34/3.85 cnf(s5760, plain, ~spl0_202 | spl0_151 | spl0_163 | ~spl0_269 | spl0_98, inference(rat,[],[s440,s497,s924,s931,s1695,s441,s1040,s896,s5630,s3630,s2,s5439,s5465,s4,s6,s7,s8,s1,s5435,s5448,s5436,s5437])). 18.34/3.85 cnf(s5761, plain, spl0_245 | ~spl0_165 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5591,s606,s497,s5576,s5640,s607,s5691,s621,s2117,s1294,s666,s2630,s1502,s2632,s1402,s1872,s4967,s1501,s5759,s5629,s5494,s465,s820,s5760,s2013,s1048,s4640,s524,s1072,s5690,s5603,s600,s832,s602,s3771,s618,s1684,s5758,s829,s2340,s645,s3835,s819,s1591,s5726,s5744,s1044,s4452,s1818,s1819,s2,s5446,s4,s1,s5437,s5445,s5450,s5444,s5443,s7,s6,s5433,s5448,s5451,s5439,s8,s5467,s5474,s5453,s5454])). 18.34/3.85 cnf(s5762, plain, ~spl0_302 | spl0_217 | spl0_177 | spl0_147 | spl0_215 | ~spl0_283 | ~spl0_165 | spl0_161 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s3496,s5673,s2630,s612,s5649,s614,s607,s5745,s524,s5648,s5408,s5085,s5444,s5464,s5439,s1,s4,s2,s5443])). 18.34/3.85 cnf(s5763, plain, spl0_217 | spl0_177 | spl0_147 | spl0_215 | ~spl0_283 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s5371,s5370,s2429,s5655,s3937,s2013,s612,s602,s4640,s614,s832,s524,s607,s600,s5527,s5681,s5603,s5596,s1072,s5762,s829,s3835,s819,s1044,s4452,s5437,s5456,s6,s1,s5474,s5439,s2,s8,s5451,s5467,s4,s5446,s5448,s5453])). 18.34/3.85 cnf(s5764, plain, spl0_177 | spl0_147 | spl0_215 | ~spl0_283 | ~spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s5629,s1048,s4970,s524,s1072,s2630,s5690,s5603,s3496,s600,s5081,s832,s2732,s602,s3771,s618,s1684,s5763,s829,s3835,s819,s1044,s4452,s1818,s1819,s5085,s5443,s4,s6,s7,s8,s2,s5435,s1,s5444,s5464,s5446,s5451,s5467,s5474,s5448,s5453])). 18.34/3.85 cnf(s5765, plain, ~spl0_165 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5370,s5371,s5655,s2429,s2013,s618,s3937,s4640,s602,s612,s524,s832,s614,s5512,s600,s607,s906,s896,s5760,s5682,s1847,s3630,s820,s459,s5764,s2632,s798,s205,s621,s1569,s1252,s562,s833,s1173,s627,s1326,s2134,s1291,s3751,s661,s1333,s5555,s1313,s1396,s625,s5761,s1818,s1819,s2340,s645,s3835,s819,s1591,s5726,s5744,s5456,s5437,s6,s1,s5474,s2,s5443,s5439,s4,s8,s5451,s5467,s5446,s7,s5435,s5433,s5448,s5440,s5444,s5450,s5453,s5458,s5475,s5431,s5,s5466,s5454])). 18.34/3.85 cnf(s5766, plain, spl0_216 | spl0_279 | ~spl0_183 | spl0_93 | spl0_245 | spl0_82 | spl0_86, inference(rat,[],[s205,s5755,s5486,s2630,s4967,s5446])). 18.34/3.85 cnf(s5767, plain, ~spl0_302 | spl0_93 | spl0_217 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s938,s3938,s3465,s446,s1947,s1044,s846,s1921,s832,s1818,s596,s602,s5728,s3851,s3937,s2429,s5371,s5746,s5766,s1294,s607,s666,s524,s2013,s1502,s4971,s1402,s1776,s2016,s1501,s5733,s5657,s5501,s5494,s829,s2340,s645,s3835,s819,s2,s5448,s5460,s5456,s8,s6,s1,s5444,s4,s5433,s5451,s5467,s7,s5435,s5439,s5474,s5437,s5446,s5443,s5453,s5454])). 18.34/3.85 cnf(s5768, plain, spl0_195 | ~spl0_262 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s1294,s1502,s2130,s1501,s1872,s5706,s5709,s2,s5446,s5434,s5437,s5450,s4,s5444])). 18.34/3.85 cnf(s5769, plain, ~spl0_324 | ~spl0_262 | spl0_245 | spl0_165 | spl0_161 | spl0_232 | spl0_82, inference(rat,[],[s1294,s2130,s1502,s1872,s1501,s5708,s5702,s2,s5434,s5437,s5450,s5446,s5444,s4])). 18.34/3.85 cnf(s5770, plain, ~spl0_183 | ~spl0_256 | ~spl0_262 | spl0_166 | spl0_217 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s832,s600,s602,s5720,s3937,s524,s2429,s1776,s5371,s5482,s5370,s1501,s620,s1502,s2431,s1294,s666,s2130,s1402,s1872,s3835,s819,s612,s614,s2013,s5769,s8,s5451,s5467,s5446,s6,s5439,s4,s1,s5474,s5437,s5456,s5443,s5472,s2,s5434,s5450,s5444,s5448,s5453])). 18.34/3.85 cnf(s5771, plain, ~spl0_219 | spl0_172 | ~spl0_256 | ~spl0_262 | spl0_93 | spl0_177 | spl0_245 | spl0_165 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5482,s3935,s1501,s5597,s1502,s205,s1294,s5755,s2130,s2630,s1300,s3637,s666,s4251,s611,s620,s4971,s5444,s4,s5446,s2,s5434,s5437,s5450,s5443,s5439,s5472])). 18.34/3.85 cnf(s5772, plain, ~spl0_262 | spl0_93 | spl0_217 | spl0_177 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s530,s474,s1850,s1485,s1501,s5483,s5482,s2781,s1048,s1776,s524,s5720,s600,s832,s602,s3937,s2429,s5371,s5370,s5771,s5770,s2013,s5769,s612,s614,s607,s5768,s829,s2340,s645,s3835,s819,s1067,s1072,s5767,s5765,s5744,s1591,s5726,s2,s5464,s5437,s4,s5443,s5446,s8,s5451,s5467,s6,s5439,s1,s5474,s5456,s5444,s5448,s5453,s5454])). 18.34/3.85 cnf(s5786, plain, ~spl0_285 | ~spl0_331, inference(rat,[],[s5414,s5437])). 18.34/3.85 cnf(s5789, plain, spl0_216 | spl0_214 | spl0_285 | spl0_215, inference(rat,[],[s5411,s5464])). 18.34/3.85 cnf(s5790, plain, spl0_220 | ~spl0_284 | spl0_219 | spl0_216, inference(rat,[],[s5410,s5472,s5444])). 18.34/3.85 cnf(s5792, plain, ~spl0_284 | spl0_331, inference(rat,[],[s5408,s2])). 18.34/3.85 cnf(s5795, plain, ~spl0_158 | spl0_328, inference(rat,[],[s5403,s1])). 18.34/3.85 cnf(s5799, plain, spl0_216 | spl0_94 | spl0_214 | spl0_215 | spl0_93, inference(rat,[],[s5394,s5467,s5450,s2])). 18.34/3.85 cnf(s5804, plain, ~spl0_95 | ~spl0_295, inference(rat,[],[s5372,s5443])). 18.34/3.85 cnf(s5805, plain, ~spl0_157 | ~spl0_328, inference(rat,[],[s5371,s5437])). 18.34/3.85 cnf(s5806, plain, spl0_219 | spl0_157 | spl0_218 | spl0_217, inference(rat,[],[s5370,s5456])). 18.34/3.85 cnf(s5814, plain, spl0_217 | spl0_219 | spl0_92 | spl0_95 | spl0_218, inference(rat,[],[s5350,s5467,s1,s5438])). 18.34/3.85 cnf(s5822, plain, spl0_169 | spl0_175 | spl0_326 | spl0_204, inference(rat,[],[s5339,s5439,s5438])). 18.34/3.85 cnf(s5866, plain, ~spl0_120 | spl0_288 | spl0_156 | spl0_147, inference(rat,[],[s5258,s5474,s5439,s2,s4])). 18.34/3.85 cnf(s5936, plain, spl0_239 | spl0_240 | spl0_241 | spl0_248, inference(rat,[],[s5104,s5449,s5448,s1])). 18.34/3.85 cnf(s5942, plain, ~spl0_283 | ~spl0_331, inference(rat,[],[s5085,s5443])). 18.34/3.85 cnf(s5946, plain, ~spl0_216 | ~spl0_288, inference(rat,[],[s5081,s5444,s1,s6,s8])). 18.34/3.85 cnf(s5947, plain, ~spl0_216 | ~spl0_288, inference(rat,[],[s5080,s5446,s1,s6,s8])). 18.34/3.85 cnf(s5948, plain, ~spl0_216 | ~spl0_288, inference(rat,[],[s5079,s5448])). 18.34/3.85 cnf(s5949, plain, ~spl0_180 | ~spl0_182, inference(rat,[],[s5078,s5444])). 18.34/3.85 cnf(s5950, plain, ~spl0_247 | ~spl0_336, inference(rat,[],[s5077,s5439])). 18.34/3.85 cnf(s5951, plain, ~spl0_247 | ~spl0_336, inference(rat,[],[s5076,s2,s5433,s6,s8])). 18.34/3.85 cnf(s5954, plain, ~spl0_236 | ~spl0_311, inference(rat,[],[s5073,s5444,s1,s6,s8])). 18.34/3.85 cnf(s5955, plain, ~spl0_236 | ~spl0_311, inference(rat,[],[s5072,s5446,s1,s6,s8])). 18.34/3.85 cnf(s5956, plain, ~spl0_236 | ~spl0_311, inference(rat,[],[s5071,s5448])). 18.34/3.85 cnf(s5960, plain, ~spl0_240 | ~spl0_325, inference(rat,[],[s5067,s5444,s1,s6,s8])). 18.34/3.85 cnf(s5962, plain, ~spl0_240 | ~spl0_325, inference(rat,[],[s5065,s5448])). 18.34/3.85 cnf(s5963, plain, ~spl0_233 | ~spl0_336, inference(rat,[],[s5064,s5437])). 18.34/3.85 cnf(s5964, plain, spl0_233 | ~spl0_248, inference(rat,[],[s5063,s1])). 18.34/3.85 cnf(s5966, plain, spl0_239 | spl0_240 | spl0_241 | spl0_248, inference(rat,[],[s5061,s5449,s5448])). 18.34/3.85 cnf(s5977, plain, ~spl0_250 | spl0_308 | spl0_283 | spl0_313, inference(rat,[],[s5002,s5474,s5439])). 18.34/3.85 cnf(s5982, plain, ~spl0_180 | ~spl0_322, inference(rat,[],[s4973,s5437])). 18.34/3.85 cnf(s5983, plain, ~spl0_121 | ~spl0_313, inference(rat,[],[s4972,s5437])). 18.34/3.85 cnf(s5984, plain, ~spl0_256 | ~spl0_257, inference(rat,[],[s4971,s5443])). 18.34/3.85 cnf(s5985, plain, ~spl0_183 | ~spl0_329, inference(rat,[],[s4970,s1,s5435,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s5988, plain, ~spl0_183 | ~spl0_329, inference(rat,[],[s4967,s5446])). 18.34/3.85 cnf(s5989, plain, ~spl0_183 | ~spl0_329, inference(rat,[],[s4966,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s6006, plain, spl0_185 | ~spl0_251 | spl0_253, inference(rat,[],[s4946,s5451,s5445,s5439,s6])). 18.34/3.85 cnf(s6114, plain, ~spl0_238 | ~spl0_244, inference(rat,[],[s4646,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s6117, plain, ~spl0_238 | ~spl0_244, inference(rat,[],[s4643,s5446])). 18.34/3.85 cnf(s6120, plain, ~spl0_203 | ~spl0_324, inference(rat,[],[s4640,s5439])). 18.34/3.85 cnf(s6121, plain, ~spl0_203 | ~spl0_324, inference(rat,[],[s4639,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6122, plain, ~spl0_228 | ~spl0_313, inference(rat,[],[s4638,s5444])). 18.34/3.85 cnf(s6123, plain, spl0_308 | spl0_313 | spl0_283 | spl0_229, inference(rat,[],[s4625,s5474,s5453,s5458,s5443,s5451,s5,s5431])). 18.34/3.85 cnf(s6147, plain, spl0_83 | spl0_239 | spl0_240 | spl0_104 | spl0_251, inference(rat,[],[s4597,s5475,s1,s5438,s6])). 18.34/3.85 cnf(s6159, plain, spl0_83 | spl0_231 | spl0_104, inference(rat,[],[s4584,s5471,s5438])). 18.34/3.85 cnf(s6172, plain, ~spl0_292 | spl0_313 | ~spl0_120 | spl0_308 | spl0_229, inference(rat,[],[s4569,s5471,s5458,s5474,s5448,s5443,s5439])). 18.34/3.85 cnf(s6242, plain, spl0_83 | ~spl0_106, inference(rat,[],[s4486,s4])). 18.34/3.85 cnf(s6258, plain, ~spl0_158 | ~spl0_319, inference(rat,[],[s4468,s5443])). 18.34/3.85 cnf(s6263, plain, ~spl0_136 | ~spl0_328, inference(rat,[],[s4463,s5439])). 18.34/3.85 cnf(s6264, plain, ~spl0_136 | ~spl0_328, inference(rat,[],[s4462,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6265, plain, ~spl0_182 | ~spl0_322, inference(rat,[],[s4461,s5443])). 18.34/3.85 cnf(s6272, plain, ~spl0_165 | ~spl0_300, inference(rat,[],[s4452,s5448])). 18.34/3.85 cnf(s6275, plain, ~spl0_214 | ~spl0_259, inference(rat,[],[s4449,s5437])). 18.34/3.85 cnf(s6281, plain, ~spl0_261 | ~spl0_288, inference(rat,[],[s4443,s5439])). 18.34/3.85 cnf(s6282, plain, ~spl0_261 | ~spl0_288, inference(rat,[],[s4442,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6291, plain, ~spl0_195 | ~spl0_197, inference(rat,[],[s4433,s5448])). 18.34/3.85 cnf(s6303, plain, spl0_316 | spl0_208 | spl0_232 | spl0_315, inference(rat,[],[s4415,s5445,s5438])). 18.34/3.85 cnf(s6312, plain, spl0_211 | ~spl0_281 | spl0_212, inference(rat,[],[s4403,s5445,s5465,s5444])). 18.34/3.85 cnf(s6331, plain, ~spl0_228 | spl0_308 | spl0_283 | spl0_229, inference(rat,[],[s4363,s5474,s5453,s5458,s5443,s5444,s5451,s5,s5431])). 18.34/3.85 cnf(s6365, plain, spl0_172 | ~spl0_261 | spl0_258 | ~spl0_161, inference(rat,[],[s4297,s5472,s5444,s5437])). 18.34/3.85 cnf(s6396, plain, ~spl0_261 | spl0_258 | spl0_172 | spl0_257, inference(rat,[],[s4251,s5472,s5437])). 18.34/3.85 cnf(s6432, plain, spl0_272 | spl0_228 | spl0_270 | ~spl0_262, inference(rat,[],[s4200,s5466,s5467,s5458,s5443])). 18.34/3.85 cnf(s6434, plain, ~spl0_228 | spl0_229 | spl0_283 | ~spl0_262, inference(rat,[],[s4198,s5474,s5453,s5458,s5443,s5444,s5451,s5439,s5,s5431])). 18.34/3.85 cnf(s6515, plain, ~spl0_241 | spl0_251, inference(rat,[],[s4077,s6])). 18.34/3.85 cnf(s6542, plain, spl0_258 | spl0_220 | spl0_257 | spl0_172, inference(rat,[],[s4040,s5472])). 18.34/3.85 cnf(s6592, plain, ~spl0_173 | ~spl0_324, inference(rat,[],[s3950,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6594, plain, ~spl0_173 | ~spl0_324, inference(rat,[],[s3948,s5448])). 18.34/3.85 cnf(s6602, plain, ~spl0_160 | ~spl0_194, inference(rat,[],[s3940,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6604, plain, ~spl0_160 | ~spl0_194, inference(rat,[],[s3938,s5448])). 18.34/3.85 cnf(s6605, plain, ~spl0_254 | ~spl0_255, inference(rat,[],[s3937,s5439])). 18.34/3.85 cnf(s6606, plain, ~spl0_170 | ~spl0_302, inference(rat,[],[s3936,s5437])). 18.34/3.85 cnf(s6607, plain, ~spl0_173 | ~spl0_174, inference(rat,[],[s3935,s5444])). 18.34/3.85 cnf(s6611, plain, ~spl0_164 | ~spl0_300, inference(rat,[],[s3931,s5446])). 18.34/3.85 cnf(s6623, plain, ~spl0_284 | ~spl0_318, inference(rat,[],[s3917,s5443])). 18.34/3.85 cnf(s6630, plain, ~spl0_106 | ~spl0_267, inference(rat,[],[s3910,s5437])). 18.34/3.85 cnf(s6632, plain, ~spl0_307 | ~spl0_312, inference(rat,[],[s3908,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s6635, plain, ~spl0_307 | ~spl0_312, inference(rat,[],[s3905,s5446])). 18.34/3.85 cnf(s6650, plain, ~spl0_220 | ~spl0_288, inference(rat,[],[s3890,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s6653, plain, ~spl0_220 | ~spl0_288, inference(rat,[],[s3887,s5446])). 18.34/3.85 cnf(s6654, plain, ~spl0_220 | ~spl0_288, inference(rat,[],[s3886,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s6688, plain, ~spl0_98 | ~spl0_269, inference(rat,[],[s3852,s5437])). 18.34/3.85 cnf(s6689, plain, ~spl0_252 | ~spl0_254, inference(rat,[],[s3851,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s6692, plain, ~spl0_252 | ~spl0_254, inference(rat,[],[s3848,s5446])). 18.34/3.85 cnf(s6693, plain, ~spl0_252 | ~spl0_254, inference(rat,[],[s3847,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s6696, plain, ~spl0_185 | ~spl0_207, inference(rat,[],[s3844,s5443])). 18.34/3.85 cnf(s6698, plain, ~spl0_164 | ~spl0_321, inference(rat,[],[s3842,s5437])). 18.34/3.85 cnf(s6699, plain, ~spl0_170 | ~spl0_171, inference(rat,[],[s3841,s5444])). 18.34/3.85 cnf(s6700, plain, ~spl0_302 | ~spl0_323, inference(rat,[],[s3840,s5439])). 18.34/3.85 cnf(s6701, plain, ~spl0_302 | ~spl0_323, inference(rat,[],[s3839,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6703, plain, ~spl0_118 | ~spl0_281, inference(rat,[],[s3837,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6705, plain, ~spl0_118 | ~spl0_281, inference(rat,[],[s3835,s5448])). 18.34/3.85 cnf(s6739, plain, ~spl0_156 | spl0_254 | spl0_144 | spl0_281, inference(rat,[],[s3771,s5474,s5443,s1,s6])). 18.34/3.85 cnf(s6742, plain, spl0_185 | spl0_253 | spl0_82, inference(rat,[],[s3768,s5445,s5471,s5451,s5443,s6])). 18.34/3.85 cnf(s6755, plain, spl0_238 | spl0_243 | spl0_86, inference(rat,[],[s3751,s5453,s5451,s5450])). 18.34/3.85 cnf(s6792, plain, ~spl0_136 | ~spl0_156, inference(rat,[],[s3640,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6794, plain, ~spl0_136 | ~spl0_156, inference(rat,[],[s3638,s5448])). 18.34/3.85 cnf(s6795, plain, ~spl0_278 | ~spl0_329, inference(rat,[],[s3637,s5439])). 18.34/3.85 cnf(s6796, plain, ~spl0_278 | ~spl0_329, inference(rat,[],[s3636,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6799, plain, ~spl0_271 | ~spl0_308, inference(rat,[],[s3633,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6800, plain, ~spl0_271 | ~spl0_308, inference(rat,[],[s3632,s5446,s1,s6,s8])). 18.34/3.85 cnf(s6801, plain, ~spl0_271 | ~spl0_308, inference(rat,[],[s3631,s5448])). 18.34/3.85 cnf(s6802, plain, ~spl0_202 | ~spl0_296, inference(rat,[],[s3630,s5437])). 18.34/3.85 cnf(s6803, plain, ~spl0_240 | ~spl0_327, inference(rat,[],[s3629,s5443])). 18.34/3.85 cnf(s6805, plain, ~spl0_81 | ~spl0_269, inference(rat,[],[s3627,s5439])). 18.34/3.85 cnf(s6806, plain, ~spl0_81 | ~spl0_269, inference(rat,[],[s3626,s2,s5433,s6,s8])). 18.34/3.85 cnf(s6808, plain, ~spl0_231 | ~spl0_247, inference(rat,[],[s3624,s5444,s1,s6,s8])). 18.34/3.85 cnf(s6810, plain, ~spl0_231 | ~spl0_247, inference(rat,[],[s3622,s5448])). 18.34/3.85 cnf(s6811, plain, ~spl0_221 | ~spl0_241, inference(rat,[],[s3621,s5448,s6])). 18.34/3.85 cnf(s6812, plain, spl0_239 | spl0_240 | spl0_241 | ~spl0_247, inference(rat,[],[s3619,s5448,s5446,s5449,s1])). 18.34/3.85 cnf(s6813, plain, ~spl0_235 | spl0_247, inference(rat,[],[s3618,s4])). 18.34/3.85 cnf(s6822, plain, ~spl0_121 | spl0_250 | spl0_82, inference(rat,[],[s3604,s5466,s5475,s5453,s5443,s5451,s8])). 18.34/3.85 cnf(s6847, plain, spl0_316 | ~spl0_209 | spl0_232 | spl0_182, inference(rat,[],[s3529,s5446,s5437,s5438,s4])). 18.34/3.85 cnf(s6858, plain, ~spl0_209 | ~spl0_236, inference(rat,[],[s3509,s5443])). 18.34/3.85 cnf(s6867, plain, spl0_216 | ~spl0_283 | spl0_215 | spl0_214, inference(rat,[],[s3496,s5464,s5444])). 18.34/3.85 cnf(s6879, plain, spl0_196 | ~spl0_151 | spl0_197 | spl0_195, inference(rat,[],[s3476,s5460,s5444])). 18.34/3.85 cnf(s6881, plain, spl0_196 | spl0_113 | spl0_195 | spl0_197, inference(rat,[],[s3465,s5460])). 18.34/3.85 cnf(s6933, plain, ~spl0_112 | spl0_196 | spl0_197 | spl0_195, inference(rat,[],[s3344,s5465,s5460,s5444,s5448,s5446,s5439,s2])). 18.34/3.85 cnf(s7019, plain, spl0_152 | spl0_252 | spl0_195 | spl0_196 | spl0_111, inference(rat,[],[s3199,s5465,s5460,s5444,s5439,s2])). 18.34/3.85 cnf(s7195, plain, spl0_174 | ~spl0_326, inference(rat,[],[s2781,s4])). 18.34/3.85 cnf(s7212, plain, spl0_288 | spl0_156 | spl0_331 | spl0_147, inference(rat,[],[s2732,s5474,s2,s4])). 18.34/3.85 cnf(s7227, plain, ~spl0_257 | ~spl0_260, inference(rat,[],[s2690,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s7229, plain, ~spl0_257 | ~spl0_260, inference(rat,[],[s2688,s5462,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s7241, plain, ~spl0_257 | ~spl0_260, inference(rat,[],[s2676,s5448])). 18.34/3.85 cnf(s7243, plain, ~spl0_257 | ~spl0_260, inference(rat,[],[s2674,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s7250, plain, ~spl0_240 | ~spl0_253, inference(rat,[],[s2667,s5444])). 18.34/3.85 cnf(s7251, plain, ~spl0_240 | ~spl0_253, inference(rat,[],[s2666,s1,s5437,s4])). 18.34/3.85 cnf(s7277, plain, ~spl0_136 | ~spl0_157, inference(rat,[],[s2640,s5435,s1,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s7281, plain, ~spl0_136 | ~spl0_157, inference(rat,[],[s2636,s5446])). 18.34/3.85 cnf(s7285, plain, ~spl0_93 | ~spl0_147, inference(rat,[],[s2632,s5444])). 18.34/3.85 cnf(s7398, plain, ~spl0_261 | spl0_258 | ~spl0_256 | spl0_172, inference(rat,[],[s2431,s5472,s5443,s5437])). 18.34/3.85 cnf(s7399, plain, spl0_254 | spl0_328 | spl0_281 | spl0_144, inference(rat,[],[s2429,s5474,s1,s6])). 18.34/3.85 cnf(s7418, plain, spl0_82 | ~spl0_98, inference(rat,[],[s2340,s6])). 18.34/3.85 cnf(s7419, plain, spl0_272 | spl0_270 | spl0_271 | spl0_228, inference(rat,[],[s2338,s5466,s5467,s5458])). 18.34/3.85 cnf(s7421, plain, ~spl0_236 | ~spl0_317, inference(rat,[],[s2185,s5444])). 18.34/3.85 cnf(s7423, plain, ~spl0_264 | ~spl0_307, inference(rat,[],[s2167,s5437])). 18.34/3.85 cnf(s7424, plain, ~spl0_246 | spl0_307, inference(rat,[],[s2166,s2])). 18.34/3.85 cnf(s7426, plain, spl0_234 | spl0_236 | spl0_235 | spl0_246, inference(rat,[],[s2164,s5458,s5439])). 18.34/3.85 cnf(s7428, plain, spl0_234 | spl0_236 | spl0_235 | spl0_246, inference(rat,[],[s2162,s5454,s5439])). 18.34/3.85 cnf(s7434, plain, spl0_220 | spl0_172 | ~spl0_161 | spl0_258, inference(rat,[],[s2155,s5472,s5444])). 18.34/3.85 cnf(s7449, plain, ~spl0_244 | spl0_275 | spl0_86, inference(rat,[],[s2134,s5453,s5446,s5450,s5451])). 18.34/3.85 cnf(s7453, plain, spl0_279 | spl0_263 | ~spl0_262 | spl0_245, inference(rat,[],[s2130,s5450,s5437,s5434])). 18.34/3.85 cnf(s7461, plain, spl0_279 | spl0_263 | ~spl0_262 | spl0_245, inference(rat,[],[s2117,s5450,s5445,s5437])). 18.34/3.85 cnf(s7464, plain, ~spl0_80 | ~spl0_267, inference(rat,[],[s2114,s5439])). 18.34/3.85 cnf(s7465, plain, ~spl0_80 | ~spl0_267, inference(rat,[],[s2113,s2,s5433,s6,s8])). 18.34/3.85 cnf(s7466, plain, ~spl0_325 | ~spl0_327, inference(rat,[],[s2112,s5439])). 18.34/3.85 cnf(s7467, plain, ~spl0_325 | ~spl0_327, inference(rat,[],[s2111,s2,s5433,s6,s8])). 18.34/3.85 cnf(s7484, plain, ~spl0_316 | spl0_325, inference(rat,[],[s2068,s1])). 18.34/3.85 cnf(s7490, plain, ~spl0_185 | ~spl0_320, inference(rat,[],[s2040,s5448])). 18.34/3.85 cnf(s7492, plain, ~spl0_268 | ~spl0_279, inference(rat,[],[s2020,s5437])). 18.34/3.85 cnf(s7493, plain, ~spl0_174 | ~spl0_324, inference(rat,[],[s2019,s1,s5435,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s7496, plain, ~spl0_174 | ~spl0_324, inference(rat,[],[s2016,s5446])). 18.34/3.85 cnf(s7498, plain, ~spl0_174 | ~spl0_324, inference(rat,[],[s2014,s1,s2,s5434,s8,s6,s4])). 18.34/3.85 cnf(s7499, plain, ~spl0_172 | spl0_324, inference(rat,[],[s2013,s2])). 18.34/3.85 cnf(s7509, plain, ~spl0_156 | spl0_219 | spl0_218 | spl0_217, inference(rat,[],[s1997,s5456,s5444])). 18.34/3.85 cnf(s7523, plain, ~spl0_220 | ~spl0_219 | ~spl0_154 | ~spl0_261, inference(rat,[],[s1966,s5436])). 18.34/3.85 cnf(s7527, plain, ~spl0_161 | ~spl0_257, inference(rat,[],[s1958,s5444])). 18.34/3.85 cnf(s7528, plain, ~spl0_161 | ~spl0_260, inference(rat,[],[s1957,s1,s5435,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s7531, plain, ~spl0_161 | ~spl0_260, inference(rat,[],[s1954,s5446])). 18.34/3.85 cnf(s7534, plain, ~spl0_194 | ~spl0_297, inference(rat,[],[s1951,s5439])). 18.34/3.85 cnf(s7538, plain, ~spl0_113 | ~spl0_293, inference(rat,[],[s1947,s5444,s1,s6,s8])). 18.34/3.85 cnf(s7541, plain, ~spl0_217 | ~spl0_252, inference(rat,[],[s1942,s5444])). 18.34/3.85 cnf(s7545, plain, ~spl0_177 | ~spl0_303, inference(rat,[],[s1938,s5448])). 18.34/3.85 cnf(s7546, plain, ~spl0_168 | ~spl0_202, inference(rat,[],[s1935,s5444])). 18.34/3.85 cnf(s7547, plain, ~spl0_170 | ~spl0_323, inference(rat,[],[s1934,s1,s5435,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s7550, plain, ~spl0_170 | ~spl0_323, inference(rat,[],[s1931,s5446])). 18.34/3.85 cnf(s7554, plain, ~spl0_169 | spl0_323, inference(rat,[],[s1923,s1])). 18.34/3.85 cnf(s7556, plain, ~spl0_300 | ~spl0_321, inference(rat,[],[s1921,s2,s5433,s6,s8])). 18.34/3.85 cnf(s7564, plain, ~spl0_160 | ~spl0_297, inference(rat,[],[s1896,s5443])). 18.34/3.85 cnf(s7566, plain, ~spl0_161 | ~spl0_256, inference(rat,[],[s1884,s5437])). 18.34/3.85 cnf(s7567, plain, ~spl0_175 | spl0_322, inference(rat,[],[s1877,s2])). 18.34/3.85 cnf(s7568, plain, ~spl0_183 | ~spl0_263, inference(rat,[],[s1872,s5444])). 18.34/3.85 cnf(s7570, plain, ~spl0_209 | ~spl0_317, inference(rat,[],[s1850,s5437])). 18.34/3.85 cnf(s7573, plain, ~spl0_201 | ~spl0_202, inference(rat,[],[s1847,s1,s2,s5435,s8,s7,s6,s4])). 18.34/3.85 cnf(s7580, plain, ~spl0_165 | ~spl0_321, inference(rat,[],[s1819,s5443])). 18.34/3.85 cnf(s7581, plain, ~spl0_163 | spl0_321, inference(rat,[],[s1818,s1])). 18.34/3.85 cnf(s7592, plain, ~spl0_169 | ~spl0_171, inference(rat,[],[s1786,s5448,s1])). 18.34/3.85 cnf(s7595, plain, ~spl0_174 | ~spl0_203, inference(rat,[],[s1776,s5437])). 18.34/3.85 cnf(s7597, plain, ~spl0_175 | ~spl0_314, inference(rat,[],[s1774,s5439,s2])). 18.34/3.85 cnf(s7601, plain, ~spl0_164 | ~spl0_165, inference(rat,[],[s1757,s5444])). 18.34/3.85 cnf(s7604, plain, ~spl0_207 | ~spl0_320, inference(rat,[],[s1754,s5439])). 18.34/3.85 cnf(s7609, plain, ~spl0_178 | spl0_320, inference(rat,[],[s1749,s6])). 18.34/3.85 cnf(s7610, plain, ~spl0_179 | ~spl0_253, inference(rat,[],[s1748,s5437])). 18.34/3.85 cnf(s7616, plain, ~spl0_180 | ~spl0_314, inference(rat,[],[s1733,s1,s5435,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s7619, plain, ~spl0_180 | ~spl0_314, inference(rat,[],[s1730,s5446])). 18.34/3.85 cnf(s7621, plain, ~spl0_180 | ~spl0_314, inference(rat,[],[s1728,s1,s2,s5434,s8,s6,s4])). 18.34/3.85 cnf(s7623, plain, ~spl0_171 | ~spl0_302, inference(rat,[],[s1710,s5443])). 18.34/3.85 cnf(s7627, plain, ~spl0_193 | ~spl0_297, inference(rat,[],[s1692,s5437])). 18.34/3.85 cnf(s7633, plain, ~spl0_217 | ~spl0_254, inference(rat,[],[s1686,s5444,s1,s6,s8])). 18.34/3.85 cnf(s7634, plain, ~spl0_217 | ~spl0_254, inference(rat,[],[s1685,s5446,s1,s6,s8])). 18.34/3.85 cnf(s7635, plain, ~spl0_217 | ~spl0_254, inference(rat,[],[s1684,s5448])). 18.34/3.85 cnf(s7638, plain, ~spl0_281 | spl0_319, inference(rat,[],[s1681,s6])). 18.34/3.85 cnf(s7642, plain, ~spl0_210 | ~spl0_319, inference(rat,[],[s1659,s5437])). 18.34/3.85 cnf(s7653, plain, ~spl0_119 | ~spl0_144, inference(rat,[],[s1637,s5437])). 18.34/3.85 cnf(s7670, plain, ~spl0_92 | ~spl0_144, inference(rat,[],[s1620,s5461,s1,s2,s8,s6,s4,s3])). 18.34/3.85 cnf(s7697, plain, ~spl0_92 | ~spl0_144, inference(rat,[],[s1591,s5444])). 18.34/3.85 cnf(s7705, plain, ~spl0_92 | ~spl0_144, inference(rat,[],[s1583,s5455,s1,s2,s4])). 18.34/3.85 cnf(s7712, plain, ~spl0_121 | ~spl0_228, inference(rat,[],[s1569,s5443])). 18.34/3.85 cnf(s7718, plain, ~spl0_156 | spl0_318, inference(rat,[],[s1563,s4])). 18.34/3.85 cnf(s7719, plain, ~spl0_156 | ~spl0_157, inference(rat,[],[s1560,s5444])). 18.34/3.85 cnf(s7720, plain, spl0_258 | ~spl0_288 | ~spl0_256 | spl0_172, inference(rat,[],[s1558,s5472,s5446,s5443])). 18.34/3.85 cnf(s7742, plain, ~spl0_137 | ~spl0_147, inference(rat,[],[s1529,s5437])). 18.34/3.85 cnf(s7743, plain, ~spl0_137 | ~spl0_147, inference(rat,[],[s1528,s5454,s1,s2,s8,s6,s4,s3])). 18.34/3.85 cnf(s7747, plain, ~spl0_137 | ~spl0_147, inference(rat,[],[s1524,s2,s4,s5430])). 18.34/3.85 cnf(s7750, plain, ~spl0_261 | spl0_258 | ~spl0_256 | spl0_172, inference(rat,[],[s1521,s5472,s5443,s5437])). 18.34/3.85 cnf(s7766, plain, ~spl0_231 | ~spl0_232, inference(rat,[],[s1504,s5443])). 18.34/3.85 cnf(s7768, plain, ~spl0_311 | ~spl0_317, inference(rat,[],[s1502,s5446])). 18.34/3.85 cnf(s7769, plain, ~spl0_315 | spl0_317, inference(rat,[],[s1501,s4])). 18.34/3.85 cnf(s7770, plain, ~spl0_253 | ~spl0_316, inference(rat,[],[s1500,s5446,s1])). 18.34/3.85 cnf(s7781, plain, ~spl0_181 | spl0_314, inference(rat,[],[s1485,s4])). 18.34/3.85 cnf(s7782, plain, ~spl0_182 | ~spl0_181, inference(rat,[],[s1484,s5448,s4])). 18.34/3.85 cnf(s7808, plain, ~spl0_183 | ~spl0_258 | ~spl0_256 | ~spl0_278, inference(rat,[],[s1399,s5444])). 18.34/3.85 cnf(s7809, plain, ~spl0_183 | ~spl0_278, inference(rat,[],[s1397,s5437])). 18.34/3.85 cnf(s7810, plain, ~spl0_264 | ~spl0_312, inference(rat,[],[s1396,s5439])). 18.34/3.85 cnf(s7811, plain, ~spl0_264 | ~spl0_312, inference(rat,[],[s1395,s2,s5433,s6,s8])). 18.34/3.85 cnf(s7840, plain, spl0_228 | spl0_250, inference(rat,[],[s1345,s5466,s5453,s5451,s5458])). 18.34/3.85 cnf(s7850, plain, ~spl0_238 | ~spl0_305, inference(rat,[],[s1322,s5437])). 18.34/3.85 cnf(s7852, plain, ~spl0_243 | ~spl0_264, inference(rat,[],[s1313,s5443])). 18.34/3.85 cnf(s7857, plain, ~spl0_263 | ~spl0_278, inference(rat,[],[s1300,s5443])). 18.34/3.85 cnf(s7861, plain, ~spl0_209 | ~spl0_311, inference(rat,[],[s1296,s5439])). 18.34/3.85 cnf(s7862, plain, ~spl0_209 | ~spl0_311, inference(rat,[],[s1295,s2,s5433,s6,s8])). 18.34/3.85 cnf(s7863, plain, ~spl0_279 | spl0_311, inference(rat,[],[s1294,s2])). 18.34/3.85 cnf(s7865, plain, ~spl0_120 | ~spl0_283, inference(rat,[],[s1291,s5444,s1,s6,s8])). 18.34/3.85 cnf(s7880, plain, spl0_242 | spl0_244, inference(rat,[],[s1265,s5474,s5453,s5,s5431,s8])). 18.34/3.85 cnf(s7887, plain, ~spl0_292 | spl0_272 | spl0_229 | spl0_270 | ~spl0_262, inference(rat,[],[s1252,s5475,s5458,s5443,s5439])). 18.34/3.85 cnf(s7892, plain, spl0_272 | ~spl0_242 | spl0_271 | spl0_270, inference(rat,[],[s1240,s5458,s5444,s5445])). 18.34/3.85 cnf(s7914, plain, spl0_219 | ~spl0_136 | spl0_217 | spl0_218, inference(rat,[],[s1188,s5456,s5446])). 18.34/3.85 cnf(s7923, plain, ~spl0_272 | spl0_305, inference(rat,[],[s1173,s5453])). 18.34/3.85 cnf(s7978, plain, ~spl0_167 | spl0_303, inference(rat,[],[s1089,s6])). 18.34/3.85 cnf(s7985, plain, ~spl0_166 | spl0_302, inference(rat,[],[s1072,s4])). 18.34/3.85 cnf(s7988, plain, spl0_165 | ~spl0_204, inference(rat,[],[s1067,s4])). 18.34/3.85 cnf(s7995, plain, ~spl0_163 | ~spl0_198, inference(rat,[],[s1060,s5448])). 18.34/3.85 cnf(s8001, plain, ~spl0_173 | ~spl0_203, inference(rat,[],[s1048,s5443])). 18.34/3.85 cnf(s8005, plain, ~spl0_159 | spl0_300, inference(rat,[],[s1044,s4])). 18.34/3.85 cnf(s8008, plain, spl0_193 | ~spl0_198, inference(rat,[],[s1040,s4])). 18.34/3.85 cnf(s8057, plain, spl0_81 | ~spl0_104, inference(rat,[],[s985,s1])). 18.34/3.85 cnf(s8061, plain, ~spl0_80 | ~spl0_106, inference(rat,[],[s981,s5461,s1,s2,s8,s6,s4,s3])). 18.34/3.85 cnf(s8069, plain, ~spl0_80 | ~spl0_106, inference(rat,[],[s973,s5446])). 18.34/3.85 cnf(s8071, plain, ~spl0_80 | ~spl0_106, inference(rat,[],[s971,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s8083, plain, spl0_80 | ~spl0_86, inference(rat,[],[s959,s2])). 18.34/3.85 cnf(s8084, plain, spl0_81 | ~spl0_104, inference(rat,[],[s956,s1])). 18.34/3.85 cnf(s8096, plain, spl0_194 | ~spl0_196, inference(rat,[],[s938,s2])). 18.34/3.85 cnf(s8102, plain, ~spl0_110 | ~spl0_154, inference(rat,[],[s931,s5435,s1,s2,s8,s7,s6,s4])). 18.34/3.85 cnf(s8105, plain, ~spl0_110 | ~spl0_154, inference(rat,[],[s928,s5446])). 18.34/3.85 cnf(s8109, plain, ~spl0_111 | spl0_297, inference(rat,[],[s924,s6])). 18.34/3.85 cnf(s8122, plain, ~spl0_199 | spl0_201, inference(rat,[],[s906,s1])). 18.34/3.85 cnf(s8129, plain, ~spl0_100 | spl0_296, inference(rat,[],[s896,s6])). 18.34/3.85 cnf(s8131, plain, ~spl0_92 | spl0_295, inference(rat,[],[s893,s1])). 18.34/3.85 cnf(s8180, plain, spl0_229 | spl0_292, inference(rat,[],[s833,s5453,s5451,s5458,s5,s5431])). 18.34/3.85 cnf(s8181, plain, spl0_211 | spl0_212 | spl0_91, inference(rat,[],[s832,s5467,s5451,s8])). 18.34/3.85 cnf(s8183, plain, spl0_272 | spl0_229 | spl0_271 | spl0_270, inference(rat,[],[s830,s5458,s5453,s5469,s5,s5431])). 18.34/3.85 cnf(s8184, plain, spl0_98 | spl0_221, inference(rat,[],[s829,s5453,s5451,s6,s8])). 18.34/3.85 cnf(s8193, plain, spl0_149 | spl0_202, inference(rat,[],[s820,s5451,s5448,s1,s5433,s6,s7])). 18.34/3.85 cnf(s8194, plain, spl0_91 | spl0_118, inference(rat,[],[s819,s5453,s5451,s8])). 18.34/3.85 cnf(s8212, plain, spl0_106 | spl0_231 | spl0_104, inference(rat,[],[s800,s5453,s5446,s5438,s4])). 18.34/3.85 cnf(s8213, plain, spl0_94 | spl0_120 | spl0_93, inference(rat,[],[s798,s5453,s5451,s5450,s2])). 18.34/3.85 cnf(s8224, plain, spl0_152 | spl0_111 | spl0_151, inference(rat,[],[s787,s5454,s5439,s2,s8])). 18.34/3.85 cnf(s8225, plain, spl0_199 | spl0_100 | spl0_193 | spl0_163, inference(rat,[],[s786,s5465,s5436,s5460,s5444,s5448,s1,s4])). 18.34/3.85 cnf(s8226, plain, spl0_185 | spl0_253 | spl0_98, inference(rat,[],[s785,s5445,s5453,s5443,s5451,s6])). 18.34/3.85 cnf(s8232, plain, spl0_211 | spl0_212 | spl0_144 | spl0_158 | spl0_210, inference(rat,[],[s779,s5445,s5460,s5453,s5444,s5465])). 18.34/3.85 cnf(s8233, plain, spl0_95 | spl0_136 | spl0_92, inference(rat,[],[s778,s5453,s5451,s5438,s1])). 18.34/3.85 cnf(s8239, plain, spl0_100 | spl0_154, inference(rat,[],[s772,s5449,s5436,s5448,s1,s8])). 18.34/3.85 cnf(s8244, plain, spl0_196 | spl0_113 | spl0_252 | spl0_195, inference(rat,[],[s767,s5449,s5448,s6])). 18.34/3.85 cnf(s8251, plain, spl0_218 | spl0_257 | spl0_161 | spl0_195, inference(rat,[],[s760,s5456])). 18.34/3.85 cnf(s8253, plain, spl0_288 | spl0_156 | spl0_147 | spl0_284, inference(rat,[],[s758,s5474,s4])). 18.34/3.85 cnf(s8255, plain, spl0_184 | spl0_181 | spl0_183 | spl0_173, inference(rat,[],[s756,s5454,s5439,s2])). 18.34/3.85 cnf(s8258, plain, spl0_168 | spl0_167 | spl0_166 | spl0_164, inference(rat,[],[s752,s5449,s5448,s1])). 18.34/3.85 cnf(s8263, plain, spl0_111 | spl0_152 | spl0_197 | spl0_195 | spl0_196, inference(rat,[],[s746,s5465,s5460,s5444,s5439,s2])). 18.34/3.85 cnf(s8264, plain, spl0_254 | spl0_158 | spl0_144 | spl0_281, inference(rat,[],[s744,s5474,s6])). 18.34/3.85 cnf(s8270, plain, spl0_207 | spl0_170 | spl0_177, inference(rat,[],[s738,s5451,s5439,s2,s4,s6])). 18.34/3.85 cnf(s8274, plain, spl0_178 | spl0_179 | spl0_180 | spl0_171, inference(rat,[],[s734,s5449,s5448,s1,s2])). 18.34/3.85 cnf(s8278, plain, spl0_98 | spl0_269 | spl0_104, inference(rat,[],[s729,s5453,s5451,s5449,s1])). 18.34/3.85 cnf(s8282, plain, spl0_169 | spl0_175 | spl0_165 | spl0_174, inference(rat,[],[s725,s5446,s5438,s4])). 18.34/3.85 cnf(s8283, plain, ~spl0_243 | ~spl0_270, inference(rat,[],[s683,s5448])). 18.34/3.85 cnf(s8284, plain, ~spl0_262 | ~spl0_271, inference(rat,[],[s679,s5443])). 18.34/3.85 cnf(s8288, plain, ~spl0_244 | ~spl0_272, inference(rat,[],[s675,s5453,s5439])). 18.34/3.85 cnf(s8295, plain, ~spl0_258 | spl0_278, inference(rat,[],[s666,s2])). 18.34/3.85 cnf(s8300, plain, spl0_243 | ~spl0_275, inference(rat,[],[s661,s5453])). 18.34/3.85 cnf(s8303, plain, ~spl0_207 | spl0_253 | spl0_98, inference(rat,[],[s656,s5445,s5453,s5443,s5451,s6])). 18.34/3.85 cnf(s8304, plain, ~spl0_207 | spl0_253 | spl0_82, inference(rat,[],[s655,s5445,s5471,s5451,s5443,s6])). 18.34/3.85 cnf(s8313, plain, spl0_106 | spl0_267 | spl0_86, inference(rat,[],[s645,s5454,s5453,s5451,s2])). 18.34/3.85 cnf(s8325, plain, ~spl0_239 | spl0_269, inference(rat,[],[s633,s5453])). 18.34/3.85 cnf(s8326, plain, ~spl0_234 | spl0_267, inference(rat,[],[s631,s5453])). 18.34/3.85 cnf(s8333, plain, ~spl0_219 | spl0_261, inference(rat,[],[s620,s4])). 18.34/3.85 cnf(s8334, plain, ~spl0_217 | ~spl0_255, inference(rat,[],[s618,s5443])). 18.34/3.85 cnf(s8338, plain, ~spl0_256 | ~spl0_260, inference(rat,[],[s614,s5439])). 18.34/3.85 cnf(s8339, plain, ~spl0_256 | ~spl0_260, inference(rat,[],[s613,s2,s5433,s6,s8])). 18.34/3.85 cnf(s8340, plain, ~spl0_216 | ~spl0_219, inference(rat,[],[s611,s5443,s4])). 18.34/3.85 cnf(s8341, plain, ~spl0_216 | spl0_258 | spl0_257 | spl0_172, inference(rat,[],[s610,s5472,s5444])). 18.34/3.85 cnf(s8342, plain, ~spl0_216 | spl0_259, inference(rat,[],[s609,s2])). 18.34/3.85 cnf(s8344, plain, ~spl0_195 | spl0_256, inference(rat,[],[s607,s1])). 18.34/3.85 cnf(s8345, plain, ~spl0_193 | ~spl0_196, inference(rat,[],[s606,s5446,s2])). 18.34/3.85 cnf(s8346, plain, ~spl0_252 | ~spl0_255, inference(rat,[],[s603,s5437])). 18.34/3.85 cnf(s8347, plain, ~spl0_211 | spl0_255, inference(rat,[],[s602,s6])). 18.34/3.85 cnf(s8349, plain, ~spl0_151 | ~spl0_212, inference(rat,[],[s600,s5446])). 18.34/3.85 cnf(s8366, plain, ~spl0_193 | spl0_198, inference(rat,[],[s582,s4])). 18.34/3.85 cnf(s8376, plain, spl0_238 | spl0_236 | spl0_234 | spl0_86 | spl0_235, inference(rat,[],[s572,s5454,s5444,s5453,s5450,s5451,s5439,s2])). 18.34/3.85 cnf(s8380, plain, ~spl0_154 | ~spl0_194 | spl0_163 | spl0_199, inference(rat,[],[s568,s5446,s5444,s5438,s4,s6])). 18.34/3.85 cnf(s8386, plain, spl0_228 | spl0_229, inference(rat,[],[s562,s5458,s5453,s5466,s5448,s5451,s5,s5431])). 18.34/3.85 cnf(s8387, plain, spl0_228 | spl0_229, inference(rat,[],[s561,s5458,s5453,s5466,s5448,s5451,s5,s5431])). 18.34/3.85 cnf(s8394, plain, spl0_98 | spl0_221, inference(rat,[],[s544,s5453,s5451,s6])). 18.34/3.85 cnf(s8409, plain, ~spl0_162 | spl0_203, inference(rat,[],[s524,s4])). 18.34/3.85 cnf(s8426, plain, spl0_112 | ~spl0_151, inference(rat,[],[s500,s2])). 18.34/3.85 cnf(s8429, plain, ~spl0_152 | spl0_110, inference(rat,[],[s497,s4])). 18.34/3.85 cnf(s8431, plain, spl0_136 | ~spl0_142, inference(rat,[],[s495,s5453])). 18.34/3.85 cnf(s8436, plain, spl0_184 | spl0_181 | spl0_173 | spl0_183, inference(rat,[],[s474,s5464,s2])). 18.34/3.85 cnf(s8438, plain, spl0_178 | spl0_179 | spl0_180 | spl0_171, inference(rat,[],[s472,s5464,s1])). 18.34/3.85 cnf(s8445, plain, ~spl0_149 | ~spl0_177, inference(rat,[],[s465,s5443])). 18.34/3.85 cnf(s8450, plain, ~spl0_149 | ~spl0_177, inference(rat,[],[s460,s5455,s1,s2,s4])). 18.34/3.85 cnf(s8451, plain, ~spl0_149 | ~spl0_177, inference(rat,[],[s459,s1,s5440,s2,s8,s6,s4])). 18.34/3.85 cnf(s8458, plain, spl0_169 | spl0_175 | spl0_165 | spl0_174, inference(rat,[],[s452,s5472,s4])). 18.34/3.85 cnf(s8464, plain, spl0_160 | spl0_159 | spl0_161 | spl0_162, inference(rat,[],[s446,s5456,s2])). 18.34/3.85 cnf(s8469, plain, spl0_100 | spl0_154, inference(rat,[],[s441,s5465,s5436,s5448,s1])). 18.34/3.85 cnf(s8470, plain, spl0_152 | spl0_111 | spl0_151, inference(rat,[],[s440,s5465,s5439,s2])). 18.34/3.85 cnf(s8501, plain, ~spl0_92 | ~spl0_119, inference(rat,[],[s309,s1,s5438,s2,s8,s6,s5,s4,s3])). 18.34/3.85 cnf(s8508, plain, ~spl0_92 | ~spl0_119, inference(rat,[],[s302,s1,s2,s5430,s8,s6,s5,s4,s3])). 18.34/3.85 cnf(s8515, plain, ~spl0_93 | ~spl0_137, inference(rat,[],[s295,s5455,s1,s2,s4])). 18.34/3.85 cnf(s8516, plain, ~spl0_93 | ~spl0_137, inference(rat,[],[s294,s1,s5440,s2,s8,s6,s4])). 18.34/3.85 cnf(s8519, plain, ~spl0_93 | ~spl0_137, inference(rat,[],[s291,s1,s2,s5431])). 18.34/3.85 cnf(s8525, plain, ~spl0_83 | ~spl0_104, inference(rat,[],[s285,s5446])). 18.34/3.85 cnf(s8530, plain, ~spl0_83 | ~spl0_104, inference(rat,[],[s280,s1,s5440,s2,s8,s6,s4])). 18.34/3.85 cnf(s8540, plain, ~spl0_81 | ~spl0_98, inference(rat,[],[s270,s5446])). 18.34/3.85 cnf(s8544, plain, ~spl0_81 | ~spl0_98, inference(rat,[],[s266,s5455,s1,s2,s8,s6,s4])). 18.34/3.85 cnf(s8545, plain, ~spl0_81 | ~spl0_98, inference(rat,[],[s265,s1,s5440,s2,s8,s6,s4])). 18.34/3.85 cnf(s8555, plain, ~spl0_95 | spl0_137, inference(rat,[],[s231,s4])). 18.34/3.85 cnf(s8560, plain, ~spl0_91 | spl0_119, inference(rat,[],[s203,s6])). 18.34/3.85 cnf(s8565, plain, ~spl0_83 | spl0_106, inference(rat,[],[s184,s4])). 18.34/3.85 cnf(s8567, plain, ~spl0_81 | spl0_104, inference(rat,[],[s181,s1])). 18.34/3.85 cnf(s8571, plain, ~spl0_82 | spl0_98, inference(rat,[],[s172,s6])). 18.34/3.85 cnf(s8574, plain, spl0_195 | spl0_166 | spl0_93 | spl0_217 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5746,s5766,s7499,s7863,s5805,s6120,s7768,s8295,s7399,s8409,s7769,s7809,s5734,s5704,s5706,s5709,s7418,s6705,s8194])). 18.34/3.85 cnf(s8575, plain, ~spl0_324 | spl0_218 | spl0_93 | spl0_217 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5805,s5806,s7399,s8340,s6605,s5766,s8347,s7863,s8181,s7768,s8349,s7769,s5721,s5708,s5702,s8184,s7418,s6705,s8194])). 18.34/3.85 cnf(s8576, plain, ~spl0_183 | spl0_172 | spl0_257 | spl0_215 | spl0_93 | spl0_82 | spl0_86, inference(rat,[],[s205,s5755,s5799,s8341,s8295,s2630,s7809,s5988])). 18.34/3.85 cnf(s8577, plain, ~spl0_219 | spl0_172 | ~spl0_256 | spl0_215 | spl0_93 | spl0_82 | spl0_86, inference(rat,[],[s2630,s5799,s6795,s205,s8295,s5727,s6396,s5655,s8340,s8333,s5984])). 18.34/3.85 cnf(s8578, plain, spl0_93 | spl0_217 | spl0_177 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8577,s8576,s7499,s8575,s612,s8338,s5984,s8344,s8574,s621,s5772,s7985,s5767,s8184,s7418,s6705,s8194,s7697,s5726,s5744,s7988,s5765])). 18.34/3.85 cnf(s8579, plain, ~spl0_324 | spl0_147 | spl0_217 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5806,s5685,s5805,s612,s6739,s7399,s8338,s6605,s8344,s8347,s5704,s8181,s2630,s7985,s621,s8349,s5988,s5501,s8409,s5769,s5721,s5708,s7493,s6121,s8184,s7418,s6705,s8194])). 18.34/3.85 cnf(s8580, plain, ~spl0_311 | spl0_183 | spl0_177 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s6607,s8436,s5482,s5496,s530,s7769,s7862,s7768])). 18.34/3.85 cnf(s8581, plain, ~spl0_262 | spl0_147 | spl0_217 | spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_82, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8333,s7398,s8295,s7857,s7461,s7863,s8580,s5770,s7985,s5736,s612,s8338,s5984,s8344,s5768,s8184,s7418,s6705,s8194,s7988,s7499,s8579])). 18.34/3.85 cnf(s8582, plain, ~spl0_254 | spl0_162 | spl0_195 | spl0_161 | spl0_91, inference(rat,[],[s8096,s6604,s6881,s8464,s7538,s8005,s846,s7556,s8181,s7581,s596,s8347,s5728,s6689,s6605])). 18.34/3.85 cnf(s8583, plain, spl0_254 | ~spl0_183 | spl0_215 | spl0_172 | spl0_147 | spl0_217 | spl0_144 | spl0_281, inference(rat,[],[s6654,s6542,s7212,s7227,s5786,s612,s5789,s5806,s5746,s5685,s5805,s6739,s7399,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s8584, plain, spl0_195 | spl0_215 | spl0_172 | spl0_147 | spl0_217 | spl0_177 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7595,s5501,s8409,s7985,s8582,s5734,s8583,s5709,s8184,s7418,s6705,s8194])). 18.34/3.85 cnf(s8585, plain, ~spl0_183 | ~spl0_256 | spl0_215 | spl0_172 | spl0_147 | spl0_217, inference(rat,[],[s6623,s7718,s5653,s5691,s8295,s2630,s7809,s5988])). 18.34/3.85 cnf(s8586, plain, spl0_254 | spl0_218 | spl0_257 | spl0_215 | spl0_172 | spl0_147 | spl0_217 | spl0_144 | spl0_281, inference(rat,[],[s6795,s8295,s2630,s6396,s5685,s8333,s5806,s5805,s6739,s7399])). 18.34/3.85 cnf(s8587, plain, spl0_217 | spl0_177 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s8181,s8347,s6605,s8586,s8585,s7985,s5736,s612,s8338,s5984,s8344,s8584,s621,s8581,s7499,s8579,s7285,s8578,s8184,s7418,s8313,s6705,s8194,s7697,s5726,s5744,s7988,s5765])). 18.34/3.85 cnf(s8588, plain, spl0_177 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7461,s7568,s621,s8255,s5670,s7863,s530,s5727,s7768,s7570,s7781,s205,s7769,s5483,s5553,s5482,s7195,s8001,s7595,s8409,s5720,s7499,s7985,s5721,s5733,s8349,s7285,s5984,s8181,s5724,s8344,s8347,s6739,s5722,s8334,s7635,s8587,s8184,s7418,s8313,s6705,s8194,s7697,s5726,s5744,s7988,s5765])). 18.34/3.85 cnf(s8589, plain, spl0_195 | ~spl0_262 | ~spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7863,s7768,s7453,s7769,s7568,s5533,s5711,s1784,s8409,s7985,s8464,s5757,s8005,s6698,s7556,s7581,s5606,s5584,s5682,s7418,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8590, plain, ~spl0_183 | ~spl0_262 | spl0_93 | spl0_217 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5625,s7564,s8366,s8109,s7995,s8224,s5760,s8349,s8181,s8347,s6605,s7399,s5805,s205,s5806,s5755,s8333,s8341,s7398,s8295,s2630,s7809,s5988,s7418,s8313,s6705,s8194,s7697,s5726,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s7499,s5769,s5984,s612,s8338,s8344,s8589,s8588,s5765,s5744])). 18.34/3.85 cnf(s8591, plain, ~spl0_302 | spl0_315 | spl0_94 | ~spl0_219 | ~spl0_256 | spl0_172 | spl0_93 | spl0_245 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s6607,s5599,s5533,s7623])). 18.34/3.85 cnf(s8592, plain, ~spl0_219 | ~spl0_256 | ~spl0_262 | spl0_93 | ~spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5621,s8001,s7595,s8409,s5531,s5757,s7985,s8591,s7769,s7768,s205,s7863,s5755,s7453,s2630,s7857,s6795,s8295,s6396,s8340,s8333,s8129,s6802,s8122,s7573,s8193,s8451,s7499,s5769,s5984])). 18.34/3.85 cnf(s8593, plain, ~spl0_262 | spl0_93 | spl0_217 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5526,s8001,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s8224,s5760,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8592,s8590,s612,s8338,s8344,s8589,s7418,s6705,s8194,s7697,s5726,s5744,s5765,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8588])). 18.34/3.85 cnf(s8594, plain, spl0_195 | spl0_93 | spl0_217 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5746,s5755,s8295,s2630,s7499,s7809,s5988,s6120,s5711,s8409,s205,s7985,s8464,s5548,s5757,s8005,s5805,s6698,s7556,s7399,s7581,s5739,s5606,s5584,s5682,s7418,s8313,s6705,s8194,s7697,s5726,s5744,s5765,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8588])). 18.34/3.85 cnf(s8595, plain, spl0_93 | spl0_217 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5526,s8001,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s8224,s5760,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8577,s8576,s7499,s8575,s612,s8338,s5984,s8344,s8594,s621,s8593,s7418,s6705,s8194,s7697,s5726,s5744,s5765,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8588])). 18.34/3.85 cnf(s8596, plain, spl0_195 | spl0_147 | spl0_217 | ~spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7499,s8583,s6120,s5711,s8409,s7985,s8464,s5757,s8005,s6698,s7556,s621,s7581,s8589,s5739,s5606,s5682,s7418,s6705,s8194,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8597, plain, ~spl0_324 | spl0_215 | spl0_218 | spl0_147 | spl0_217 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | spl0_82, inference(rat,[],[s5806,s5685,s5805,s6739,s7399,s6605,s8347,s8181,s2630,s8349,s5988,s5721,s5708,s8184,s7418,s6705,s8194])). 18.34/3.85 cnf(s8598, plain, spl0_215 | ~spl0_256 | spl0_147 | spl0_217 | ~spl0_177 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5526,s8001,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s8224,s5760,s8349,s8181,s8347,s6605,s8585,s8586,s7499,s8597,s7418,s6705,s8194,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s5984,s612,s8338])). 18.34/3.85 cnf(s8599, plain, ~spl0_183 | ~spl0_262 | ~spl0_256 | spl0_217 | ~spl0_177 | spl0_245 | spl0_165 | spl0_161 | spl0_144 | spl0_91 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5533,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s8224,s5760,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s7769,s8333,s7768,s7398,s7863,s8295,s7453,s7809,s7568,s7418,s6705,s8194,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s612,s8338,s7499,s5769])). 18.34/3.85 cnf(s8600, plain, ~spl0_302 | ~spl0_311 | spl0_183 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s6607,s5533,s7623,s7769,s7768,s530,s7862])). 18.34/3.85 cnf(s8601, plain, ~spl0_311 | spl0_183 | ~spl0_177 | spl0_165 | spl0_161 | spl0_232 | spl0_82, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s7592,s6303,s8458,s1109,s7616,s7597,s7782,s7781,s8255,s8001,s7595,s8409,s5531,s5757,s7985,s8600,s530,s7769,s7862,s7768,s8129,s6802,s8122,s7573,s8193,s8451])). 18.34/3.85 cnf(s8602, plain, spl0_217 | spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5526,s8001,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s8224,s5760,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8333,s7398,s8295,s7857,s7461,s7863,s8601,s8599,s7499,s5769,s621,s8598,s612,s8338,s8344,s8596,s7285,s8595,s7418,s6705,s8194,s7697,s5726,s5744,s5765,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8588])). 18.34/3.85 cnf(s8603, plain, spl0_245 | spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5691,s7285,s621,s5766,s7461,s8341,s7863,s8295,s2630,s7768,s7809,s7568,s5988,s7769,s5526,s5533,s8001,s1784,s8409,s7985,s8464,s5757,s8005,s7564,s8366,s6698,s7556,s8109,s7995,s7581,s7499,s8224,s5760,s5721,s8349,s5984,s8181,s8344,s8347,s6739,s5640,s8334,s7635,s8602,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8588,s8184,s7418,s6705,s8194,s7697,s5726,s5744,s5765])). 18.34/3.85 cnf(s8604, plain, spl0_91 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8366,s5678,s7995,s8122,s8129,s5682,s7546,s7573,s6802,s8344,s8193,s7978,s8598,s8451,s7545,s5676,s7285,s8213,s5670,s205,s621,s7712,s7887,s8386,s8180,s7923,s627,s7850,s7449,s7865,s6755,s8300,s1333,s5555,s7852,s7810,s625,s8603,s5765,s5744,s7697,s5726,s7418,s8313])). 18.34/3.85 cnf(s8607, plain, ~spl0_302 | spl0_93 | spl0_215 | spl0_177 | spl0_217 | spl0_245 | ~spl0_161 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7212,s5634,s5942,s5727,s205,s5577,s7742,s8555,s5814,s7509,s5749,s8184,s7418,s7527,s612,s7531])). 18.34/3.85 cnf(s8608, plain, spl0_93 | spl0_215 | spl0_177 | spl0_217 | spl0_245 | ~spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s205,s5727,s8213,s5942,s5866,s7212,s6281,s7742,s8333,s8555,s5806,s8233,s5805,s6264,s6739,s7399,s6312,s8347,s8346,s6692,s596,s6879,s8349,s8345,s5603,s5596,s7985,s8607,s7418,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8609, plain, ~spl0_93 | spl0_177 | spl0_217 | spl0_245 | ~spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s596,s6879,s8349,s8345,s5603,s5596,s7985,s5683,s6794,s6263,s5814,s8233,s8555,s8519,s7285,s8184,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8610, plain, ~spl0_302 | ~spl0_262 | spl0_93 | spl0_177 | spl0_217 | spl0_245 | ~spl0_161 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s6654,s7434,s7212,s7499,s5942,s6594,s5727,s5629,s8295,s205,s7568,s7857,s5577,s7461,s7742,s7863,s8555,s7768,s5814,s7509,s7769,s5729,s5494,s8184,s7418,s612,s7531])). 18.34/3.85 cnf(s8611, plain, spl0_177 | spl0_217 | spl0_245 | ~spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s205,s5727,s8213,s5942,s5866,s7212,s6281,s7742,s8333,s8555,s5806,s8233,s5805,s6264,s6739,s7399,s6312,s8347,s8346,s6692,s596,s6879,s8349,s8345,s5603,s5596,s7985,s8610,s621,s8608,s8609,s7418,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8612, plain, spl0_217 | spl0_245 | ~spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s205,s5727,s8213,s5942,s5866,s7212,s6281,s8516,s7742,s8333,s8555,s5806,s8233,s5805,s6264,s6739,s7399,s6312,s8347,s8346,s6692,s596,s6879,s8345,s8008,s8349,s5630,s5760,s8193,s8451,s8611,s7418,s612,s7531,s8344,s7566,s7581,s7580])). 18.34/3.85 cnf(s8613, plain, ~spl0_212 | spl0_197 | spl0_163 | spl0_195, inference(rat,[],[s8470,s8429,s8109,s5591,s7534,s8345,s8096,s6881,s7538,s8349,s846])). 18.34/3.85 cnf(s8614, plain, spl0_288 | spl0_93 | spl0_147 | spl0_156 | spl0_82 | spl0_86, inference(rat,[],[s205,s5727,s8213,s5942,s5866,s7212])). 18.34/3.85 cnf(s8616, plain, spl0_166 | spl0_197 | ~spl0_165 | spl0_195 | ~spl0_269 | spl0_98, inference(rat,[],[s6879,s8345,s5603,s5596])). 18.34/3.85 cnf(s8617, plain, spl0_177 | ~spl0_302 | ~spl0_288 | spl0_93 | spl0_245 | ~spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7499,s6542,s6594,s8295,s5629,s6796,s5766,s2630,s7863,s5755,s7768,s205,s7769,s5575,s5494,s8184,s7418,s7527,s6650,s5946])). 18.34/3.85 cnf(s8618, plain, spl0_245 | ~spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8345,s8008,s6879,s5630,s5760,s8193,s8451,s8617,s7985,s8616,s8614,s8516,s7742,s8555,s8233,s6264,s6739,s7399,s6312,s8613,s8347,s596,s8334,s7635,s7541,s8612,s7418,s8344,s7566,s7581,s7580])). 18.34/3.85 cnf(s8619, plain, ~spl0_165 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8613,s8347,s7399,s596,s8334,s7635,s7541,s5814,s8333,s6282,s7212,s6794,s6263,s8233,s8555,s8519,s7285,s8213,s205,s7712,s8386,s627,s7449,s7865,s5942,s8300,s5555,s7852,s625,s8618,s7581,s7580,s7653,s8501,s8560,s8604,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8621, plain, ~spl0_219 | spl0_177 | spl0_93 | spl0_245 | spl0_165 | ~spl0_161 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5637,s5727,s621,s205,s5696,s5559,s8333,s8313])). 18.34/3.85 cnf(s8622, plain, spl0_177 | spl0_93 | spl0_217 | spl0_245 | spl0_165 | ~spl0_161 | spl0_92 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s7499,s6542,s5695,s8295,s5985,s6796,s2630,s5755,s205,s5581,s5946,s6650,s8614,s7742,s8555,s5814,s7509,s8621,s7527,s612,s7531])). 18.34/3.85 cnf(s8623, plain, ~spl0_302 | spl0_156 | ~spl0_219 | ~spl0_154 | spl0_245 | spl0_165 | ~spl0_161 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s205,s5741,s5740,s8313])). 18.34/3.85 cnf(s8624, plain, spl0_95 | ~spl0_177 | spl0_217 | spl0_245 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s7399,s8347,s6692,s8346,s7019,s8109,s8345,s7627,s8349,s8225,s5760,s7581,s6698,s5757,s7985,s8623,s6794,s6263,s5814,s8233,s7418,s7653,s8501,s8560,s8604,s612,s7531,s8344,s7566,s8619,s8122,s7573,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8626, plain, ~spl0_288 | ~spl0_302 | spl0_93 | spl0_245 | spl0_165 | ~spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7499,s6542,s5700,s8295,s5985,s6796,s2630,s5755,s205,s5588,s5946,s6650,s7527])). 18.34/3.85 cnf(s8627, plain, ~spl0_302 | spl0_147 | ~spl0_154 | spl0_93 | spl0_217 | spl0_245 | spl0_165 | ~spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s205,s5585,s5740,s7509,s8614,s8626,s7554,s7623,s6700,s612,s7531])). 18.34/3.85 cnf(s8628, plain, spl0_93 | spl0_217 | spl0_245 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8333,s6282,s5806,s8614,s5805,s6739,s7399,s6312,s8347,s8346,s6692,s7019,s8109,s8345,s7627,s8349,s8225,s5760,s7581,s6698,s5757,s7985,s8627,s7742,s8555,s8624,s8429,s8102,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8622,s7418,s7653,s8501,s8560,s8604,s612,s7531,s8344,s7566,s8619])). 18.34/3.85 cnf(s8629, plain, spl0_217 | spl0_245 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5697,s6794,s8624,s5814,s8233,s8555,s8519,s7285,s8628,s8313,s8501,s8560,s8604,s612,s7531,s8619])). 18.34/3.85 cnf(s8630, plain, ~spl0_212 | spl0_166 | spl0_197 | spl0_195, inference(rat,[],[s8224,s8109,s8429,s7534,s5639,s8096,s8366,s6881,s7995,s7538,s8613,s8349,s846])). 18.34/3.85 cnf(s8631, plain, spl0_177 | spl0_93 | spl0_211 | spl0_197 | spl0_254 | spl0_245 | spl0_165 | ~spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s7499,s6542,s5695,s8295,s5985,s6796,s2630,s5755,s205,s5581,s5946,s6650,s8614,s7742,s8555,s8233,s6264,s6739,s7399,s6312,s8630,s7985,s5733,s7527,s8344,s7566])). 18.34/3.85 cnf(s8632, plain, ~spl0_212 | spl0_152 | spl0_197 | spl0_195, inference(rat,[],[s7534,s8096,s8109,s6881,s8224,s7538,s8349,s846])). 18.34/3.85 cnf(s8633, plain, spl0_93 | spl0_245 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8345,s6879,s8225,s5760,s7581,s6698,s5757,s7985,s8626,s8614,s7742,s8555,s8233,s6264,s6739,s7399,s6312,s8632,s8429,s8102,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8631,s7418,s7653,s8501,s8560,s8604,s8344,s7566,s8619,s7635,s596,s7541,s8347,s8334,s8629])). 18.34/3.85 cnf(s8634, plain, spl0_245 | ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5786,s5789,s7212,s621,s6653,s7461,s6542,s8341,s7863,s8295,s2630,s7499,s7768,s7809,s7568,s5988,s7496,s7769,s5657,s5501,s5494,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s7985,s8632,s8630,s6312,s7399,s6794,s6263,s8233,s8555,s8519,s7285,s8633,s8347,s596,s8334,s7635,s7541,s8629,s8184,s7418,s7653,s8501,s8560,s8604,s7527,s8344,s7566,s8619])). 18.34/3.85 cnf(s8635, plain, ~spl0_161 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5700,s7985,s7499,s8630,s6542,s6312,s8295,s8347,s7399,s596,s5985,s6796,s8334,s7635,s7541,s2630,s5814,s6867,s8333,s5946,s6650,s6282,s8253,s6794,s6263,s8233,s8555,s8519,s7285,s8213,s205,s621,s7712,s7887,s8386,s8180,s7923,s627,s5792,s7850,s7449,s7865,s5942,s6755,s8300,s1333,s5555,s7852,s7810,s625,s8634,s8619,s8344,s612,s7566,s7531,s7527,s7653,s8501,s8560,s8604])). 18.34/3.85 cnf(s8636, plain, spl0_162 | spl0_197 | spl0_195 | ~spl0_165 | spl0_161, inference(rat,[],[s8096,s6604,s6879,s8464,s5750,s8005,s6272])). 18.34/3.85 cnf(s8637, plain, ~spl0_203 | spl0_157 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5746,s8295,s5766,s7809,s5629,s7499,s8001,s6120,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8638, plain, ~spl0_256 | spl0_95 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | spl0_245 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s5755,s5687,s8340,s8333,s5814,s205,s612,s5562,s8338,s5984,s7781,s7619,s5498,s530,s7570,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8639, plain, spl0_95 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s7019,s8344,s8638,s8429,s8109,s8096,s5591,s7564,s6604,s8349,s5527,s8464,s5750,s8409,s8637,s7281,s6263,s8233,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s8640, plain, spl0_281 | spl0_254 | spl0_147 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | spl0_245 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5755,s205,s2630,s5488,s6795,s8295,s6542,s7499,s7227,s6594,s612,s5629,s5806,s5766,s8333,s5946,s6650,s6282,s8614,s5805,s6739,s7399,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8641, plain, spl0_162 | ~spl0_319 | spl0_195 | ~spl0_165 | spl0_161 | spl0_144, inference(rat,[],[s8347,s8346,s8232,s596,s8349,s8636,s5750,s7642,s6258])). 18.34/3.85 cnf(s8642, plain, ~spl0_203 | spl0_147 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5947,s8614,s5766,s7719,s5629,s8637,s8001,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8643, plain, spl0_195 | spl0_147 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8640,s6692,s7638,s596,s8641,s8636,s8409,s8642])). 18.34/3.85 cnf(s8644, plain, ~spl0_288 | ~spl0_256 | spl0_147 | spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s5755,s5649,s205,s5790,s8333,s5593,s5946,s6650,s6282,s7781,s7619,s5498,s530,s7570,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8645, plain, spl0_177 | ~spl0_302 | spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5653,s8295,s7499,s7857,s6594,s7453,s5629,s621,s5766,s5749,s8340,s6623,s7509,s7718,s8614,s8644,s612,s8338,s5984,s8344,s8643,s7742,s8555,s8639,s7863,s7768,s7769,s5494,s8184,s7418])). 18.34/3.85 cnf(s8646, plain, ~spl0_252 | spl0_172 | spl0_173 | spl0_212 | spl0_171 | spl0_93 | spl0_217 | spl0_245 | spl0_92 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8436,s530,s7769,s7862,s7768,s7863,s5488,s205,s5755,s2630,s7809,s6795,s8295,s6542,s7227,s612,s5806,s8333,s5946,s6650,s6282,s8614,s7742,s8555,s8233,s5805,s6264,s6739,s7399,s6312,s8347,s8346,s6692])). 18.34/3.85 cnf(s8647, plain, spl0_95 | ~spl0_256 | spl0_252 | spl0_172 | spl0_111 | spl0_199 | spl0_100 | spl0_168 | spl0_167 | spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8340,s8295,s205,s5814,s5705,s5522,s612,s8338])). 18.34/3.85 cnf(s8648, plain, ~spl0_288 | ~spl0_256 | spl0_172 | spl0_173 | spl0_171 | spl0_93 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8436,s530,s7769,s7862,s7768,s7863,s5488,s205,s5755,s2630,s6795,s7808,s8295,s7720,s5946])). 18.34/3.85 cnf(s8649, plain, ~spl0_302 | spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s5653,s5599,s8340,s6623,s7509,s7718,s8614,s8648,s7742,s8555,s8647,s612,s8338,s8344,s7019,s8646,s7499,s8001,s6120,s8429,s8109,s8409,s8102,s8345,s7627,s5512,s8469,s8008,s8349,s8122,s8129,s5630,s5760,s7546,s7573,s6802,s8193,s7978,s8451,s7545,s8645,s7623,s7418,s7581,s7580])). 18.34/3.85 cnf(s8650, plain, ~spl0_252 | spl0_172 | spl0_173 | spl0_212 | spl0_177 | spl0_93 | spl0_217 | spl0_245 | spl0_92 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8436,s5496,s530,s7769,s7862,s7768,s7863,s5488,s205,s5755,s2630,s7809,s6795,s8295,s6542,s7227,s612,s5806,s8333,s5946,s6650,s6282,s8614,s7742,s8555,s8233,s5805,s6264,s6739,s7399,s6312,s8347,s8346,s6692])). 18.34/3.85 cnf(s8651, plain, spl0_95 | ~spl0_256 | spl0_172 | spl0_173 | spl0_177 | spl0_93 | spl0_217 | spl0_245 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5755,s2630,s205,s6795,s5597,s8340,s8295,s5814,s5705,s612,s8338])). 18.34/3.85 cnf(s8652, plain, ~spl0_288 | ~spl0_256 | spl0_172 | spl0_173 | spl0_177 | spl0_93 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8436,s5496,s530,s7769,s7862,s7768,s7863,s5488,s205,s5755,s2630,s6795,s7808,s8295,s7720,s5946])). 18.34/3.85 cnf(s8653, plain, spl0_93 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s5653,s5597,s8340,s6623,s7509,s7718,s8614,s8652,s7742,s8555,s8651,s612,s8338,s8344,s7019,s8650,s8429,s7499,s8102,s8001,s6120,s8469,s8409,s8109,s8129,s8349,s5527,s8345,s7627,s5595,s5757,s5603,s5596,s7985,s8649,s7418,s7601,s8005,s6272])). 18.34/3.85 cnf(s8654, plain, spl0_162 | spl0_195 | spl0_328 | ~spl0_165 | spl0_161 | spl0_144, inference(rat,[],[s7399,s6692,s7638,s596,s8641,s8636])). 18.34/3.85 cnf(s8655, plain, ~spl0_202 | spl0_195 | spl0_328 | spl0_163 | spl0_144 | ~spl0_269 | spl0_98, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s7019,s8429,s8109,s8102,s8345,s7627,s8469,s8008,s8349,s8129,s5630,s5760,s6802])). 18.34/3.85 cnf(s8656, plain, spl0_195 | spl0_95 | spl0_147 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_269 | spl0_98, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s596,s8349,s8616,s5603,s7985,s5686,s8445,s8193,s8655,s8409,s8654,s8184,s7581,s7580,s6263,s8233])). 18.34/3.85 cnf(s8657, plain, ~spl0_302 | spl0_177 | ~spl0_256 | spl0_95 | spl0_147 | spl0_217 | spl0_245 | spl0_92 | spl0_232 | ~spl0_221, inference(rat,[],[s7499,s6594,s5705,s5629,s8295,s7568,s7857,s7461,s621,s7863,s5685,s7768,s2630,s7769,s5687,s5494,s6794,s8233,s5984,s8333,s5814,s612,s8338])). 18.34/3.85 cnf(s8658, plain, spl0_177 | ~spl0_256 | spl0_95 | spl0_147 | spl0_217 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s8436,s5496,s530,s7769,s7862,s7768,s7863,s7453,s7857,s7808,s8295,s621,s5705,s5716,s7499,s8001,s6120,s8409,s5527,s5596,s7985,s8657,s8184,s7418,s8005,s6272])). 18.34/3.85 cnf(s8659, plain, spl0_217 | ~spl0_165 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8436,s530,s7769,s7862,s7768,s7863,s7453,s7857,s7808,s8295,s621,s5705,s5716,s7499,s8001,s6120,s8409,s5512,s8122,s8129,s7623,s7573,s6802,s7985,s8193,s5757,s8451,s8658,s8344,s8656,s8555,s8519,s7285,s8653,s7418,s8313,s7653,s8501,s8560,s8604,s8635,s7601])). 18.34/3.85 cnf(s8660, plain, spl0_177 | spl0_216 | spl0_93 | spl0_173 | ~spl0_302 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7863,s7768,s5766,s7769,s5629,s5494,s8184,s7418])). 18.34/3.85 cnf(s8661, plain, spl0_195 | spl0_211 | spl0_197 | spl0_254 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8345,s8008,s6879,s5630,s5760,s8193,s8451,s8660,s5946,s8614,s8516,s7742,s8555,s8233,s6264,s8001,s6739,s7399,s8409,s6312,s7985,s8636,s8613,s8616,s7418,s7581,s7580])). 18.34/3.85 cnf(s8662, plain, spl0_151 | spl0_177 | spl0_93 | spl0_257 | ~spl0_165 | spl0_245 | spl0_161 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8295,s8341,s7809,s8660,s5629,s7499,s8001,s6120,s8409,s7985,s5750,s5603,s8184,s7418])). 18.34/3.85 cnf(s8663, plain, ~spl0_302 | ~spl0_288 | spl0_177 | spl0_93 | ~spl0_256 | spl0_245 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s5755,s6795,s205,s8295,s5593,s7720,s7863,s530,s7499,s7781,s7768,s7570,s6594,s7619,s7769,s8660,s5498,s5494,s8184,s7418,s5946])). 18.34/3.85 cnf(s8664, plain, spl0_177 | spl0_93 | ~spl0_256 | spl0_211 | spl0_254 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8652,s7499,s8001,s6120,s8409,s5527,s5596,s7985,s8663,s8614,s7742,s8555,s8233,s6264,s6739,s7399,s6312,s8349,s8662,s8005,s6272,s5984])). 18.34/3.85 cnf(s8665, plain, spl0_93 | ~spl0_256 | spl0_211 | spl0_254 | ~spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7743,s8614,s8555,s8648,s8233,s7499,s6264,s8001,s6120,s6739,s7399,s8409,s6312,s5512,s8349,s8122,s8129,s7623,s5760,s7573,s6802,s7985,s8193,s5757,s8451,s8664,s7418,s7601,s7581,s7580])). 18.34/3.85 cnf(s8666, plain, ~spl0_165 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7461,s621,s7863,s5691,s7768,s8295,s2630,s7769,s7809,s7568,s5988,s5494,s5629,s7499,s8445,s8001,s6120,s8193,s8409,s7985,s5760,s5750,s5603,s8349,s6312,s7399,s6794,s6263,s8233,s8555,s8519,s7285,s8665,s8344,s8661,s8347,s596,s8334,s7635,s7541,s8659,s7581,s7580,s8184,s7418,s7653,s8501,s8560,s8604,s8635])). 18.34/3.85 cnf(s8667, plain, spl0_95 | spl0_219 | spl0_162 | spl0_218 | spl0_195 | spl0_161 | spl0_92 | spl0_144, inference(rat,[],[s8464,s6602,s8005,s8096,s7556,s6881,s7581,s7538,s8613,s846,s6312,s8347,s596,s7399,s8334,s7635,s7541,s6263,s5814,s8233])). 18.34/3.85 cnf(s8668, plain, ~spl0_302 | spl0_177 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s8464,s6602,s8005,s8096,s7556,s6881,s7581,s7538,s8613,s846,s6312,s8347,s6739,s596,s8334,s7635,s7541,s7509,s8614,s7742,s8555,s8667,s8340,s5948,s8660,s8409,s612,s6607,s7595,s7241,s5501,s5733,s8184,s7418])). 18.34/3.85 cnf(s8669, plain, ~spl0_196 | spl0_162 | spl0_166 | spl0_161, inference(rat,[],[s8005,s8464,s5607,s6602,s8345,s8096])). 18.34/3.85 cnf(s8670, plain, spl0_162 | spl0_328 | spl0_166 | spl0_195 | spl0_161 | spl0_144, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s596,s6879,s8669,s8349,s5720])). 18.34/3.85 cnf(s8671, plain, ~spl0_136 | spl0_166 | spl0_177 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8630,s8347,s7399,s596,s8334,s7635,s7541,s5746,s8295,s7809,s5766,s8436,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s7499,s8001,s7595,s6120,s8409,s8670,s7281,s6263,s8184,s7418,s7988])). 18.34/3.85 cnf(s8672, plain, ~spl0_324 | spl0_216 | spl0_93 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7863,s7768,s5766,s7769,s5708,s5702])). 18.34/3.85 cnf(s8673, plain, spl0_162 | spl0_217 | spl0_147 | spl0_166 | spl0_177 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5488,s205,s7863,s5755,s8580,s2630,s7809,s6795,s8295,s6542,s7499,s8672,s7227,s612,s5806,s8333,s5946,s6650,s6282,s8614,s6739,s6312,s8347,s8346,s6692,s596,s5805,s6879,s8349,s8670,s8669,s5720])). 18.34/3.85 cnf(s8674, plain, spl0_217 | spl0_147 | spl0_166 | spl0_177 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7719,s8614,s5746,s5948,s8295,s5766,s7809,s8436,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s7499,s8001,s7595,s6120,s8409,s8673,s8184,s7418,s7988])). 18.34/3.85 cnf(s8675, plain, spl0_162 | spl0_197 | spl0_166 | spl0_195 | spl0_161, inference(rat,[],[s6879,s8669,s5720])). 18.34/3.85 cnf(s8676, plain, spl0_177 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s5766,s8436,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s8675,s5946,s8614,s6739,s6312,s8630,s8347,s596,s8334,s7635,s7541,s8674,s7742,s8555,s8233,s8671,s7985,s8668,s8184,s7418,s7988])). 18.34/3.85 cnf(s8677, plain, spl0_162 | spl0_159 | spl0_328 | ~spl0_202 | spl0_195 | spl0_161 | spl0_144, inference(rat,[],[s6312,s8347,s7399,s8346,s6692,s8349,s7019,s8470,s8109,s7564,s8096,s8464,s5524,s8122,s7573,s8429,s8102,s8469,s8129,s6802])). 18.34/3.85 cnf(s8678, plain, ~spl0_136 | spl0_217 | ~spl0_302 | ~spl0_202 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5766,s7863,s5746,s7768,s8295,s7769,s7809,s7499,s5533,s5526,s8001,s6120,s1784,s8409,s8677,s8005,s8366,s7556,s7995,s7581,s8655,s7281,s6263,s7418])). 18.34/3.85 cnf(s8679, plain, spl0_252 | spl0_162 | ~spl0_202 | spl0_195 | spl0_161 | ~spl0_269 | spl0_98, inference(rat,[],[s8005,s7556,s8464,s7581,s7564,s5760,s8109,s6879,s7019,s596,s8429,s8102,s8096,s5524,s8122,s7573,s8469,s8129,s6802])). 18.34/3.85 cnf(s8681, plain, spl0_212 | spl0_173 | ~spl0_252 | spl0_147 | spl0_217 | spl0_171 | spl0_93 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s5947,s8614,s8672,s6739,s7499,s6312,s8646,s6692,s8347,s8346])). 18.34/3.85 cnf(s8682, plain, spl0_151 | spl0_162 | ~spl0_202 | spl0_161 | ~spl0_269 | spl0_98, inference(rat,[],[s8464,s8005,s7564,s7556,s8109,s7581,s8224,s5760,s8429,s8102,s8469,s8129,s6802])). 18.34/3.85 cnf(s8683, plain, spl0_162 | spl0_217 | ~spl0_302 | ~spl0_202 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5755,s205,s2630,s5488,s6795,s8295,s6542,s7227,s612,s7863,s5806,s7768,s8333,s7769,s5946,s6650,s6282,s5533,s7499,s8614,s5805,s6607,s6594,s6739,s7399,s8681,s6312,s8349,s8682,s8347,s8346,s6692,s8679,s7418,s7623,s7742,s8555,s8233,s8678])). 18.34/3.85 cnf(s8684, plain, spl0_217 | ~spl0_302 | ~spl0_202 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7719,s8614,s5746,s5948,s5766,s7863,s7768,s8295,s7769,s7809,s5533,s5526,s7499,s8001,s7595,s6120,s8409,s8683,s7742,s8555,s8233,s8678])). 18.34/3.85 cnf(s8685, plain, ~spl0_302 | ~spl0_202 | spl0_93 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5947,s8614,s5766,s7742,s7863,s8555,s7768,s8233,s7769,s6264,s5533,s5526,s6739,s7399,s8001,s7595,s6312,s8409,s8632,s8347,s8679,s596,s8334,s7635,s7541,s8684,s7418,s8429,s8102,s8469,s8129,s6802])). 18.34/3.85 cnf(s8686, plain, spl0_93 | spl0_195 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5488,s205,s7863,s5755,s8601,s2630,s7809,s6795,s8295,s6542,s7227,s612,s5806,s8333,s5946,s6650,s6282,s8614,s6739,s6312,s8347,s7541,s8346,s6692,s7742,s596,s8555,s6879,s8233,s7499,s8349,s8096,s5805,s6264,s6120,s5760,s8380,s8655,s8409,s7581,s5531,s6698,s5757,s7985,s8685,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8676,s7418,s7653,s8501,s8560,s8604,s8635,s8666])). 18.34/3.85 cnf(s8687, plain, spl0_162 | spl0_177 | spl0_95 | spl0_147 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_221, inference(rat,[],[s7212,s5786,s6653,s5789,s6542,s8341,s7227,s612,s8667,s5685,s621,s7461,s7863,s7768,s8295,s2630,s7499,s7769,s7809,s7568,s5988,s7496,s5494,s5657,s5501,s7985,s8670,s6263,s6794,s8233])). 18.34/3.85 cnf(s8688, plain, spl0_177 | spl0_95 | spl0_147 | spl0_195 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s6312,s8630,s8347,s7399,s596,s8334,s7635,s7541,s5715,s621,s7461,s7568,s8436,s7863,s530,s7768,s7570,s7781,s7769,s7985,s5483,s5482,s5501,s7195,s7499,s8001,s7595,s6120,s8409,s8687,s8184,s7418,s7988,s6263,s8233])). 18.34/3.85 cnf(s8689, plain, spl0_195 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8632,s8347,s7399,s596,s8334,s7635,s7541,s5715,s621,s7461,s7863,s7768,s7769,s7568,s7499,s5533,s5526,s8001,s6120,s1784,s8409,s7985,s8677,s8429,s5757,s8005,s8102,s8366,s6698,s7556,s8469,s7995,s7581,s8129,s8655,s6802,s8193,s8451,s8688,s6263,s8233,s8555,s8519,s7285,s8686,s7418,s8313,s7653,s8501,s8560,s8604,s8635,s8666])). 18.34/3.85 cnf(s8690, plain, spl0_172 | ~spl0_219 | ~spl0_256 | spl0_86 | spl0_93 | spl0_177 | spl0_245 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s621,s8577,s5771])). 18.34/3.85 cnf(s8691, plain, ~spl0_219 | spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8690,s7499,s8672,s8340])). 18.34/3.85 cnf(s8692, plain, spl0_217 | spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8295,s5653,s6796,s7499,s2630,s8672,s5790,s5755,s5946,s6650,s205,s8614,s5614,s7742,s8555,s7509,s5814,s612,s8338,s8691])). 18.34/3.85 cnf(s8693, plain, ~spl0_288 | spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s205,s5488,s5755,s7863,s2630,s8580,s6795,s7808,s8295,s7720,s7499,s8672,s5946])). 18.34/3.85 cnf(s8694, plain, spl0_151 | spl0_166 | spl0_177 | spl0_93 | spl0_257 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8341,s8295,s5766,s7809,s8436,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s7499,s5720,s5721,s8184,s7418,s7988])). 18.34/3.85 cnf(s8695, plain, spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_106 | spl0_82 | spl0_86, inference(rat,[],[s8555,s7747,s8233,s8614,s6264,s6739,s7399,s6312,s8349,s8694,s8693,s8347,s8334,s7635,s8692,s7985,s5733,s5984])). 18.34/3.85 cnf(s8696, plain, ~spl0_219 | ~spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8577,s7499,s621,s8672,s8592,s8340])). 18.34/3.85 cnf(s8698, plain, spl0_151 | ~spl0_302 | spl0_93 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8341,s5755,s8295,s2630,s205,s7809,s5988,s5625,s5526,s7564,s8366,s8001,s7595,s8109,s7995,s8409,s7499,s8224,s5760,s8682,s5721,s8184,s7418,s8313,s5984,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8695,s8344,s8689,s8666,s8635,s8501,s7653,s8560,s8604])). 18.34/3.85 cnf(s8699, plain, ~spl0_288 | ~spl0_177 | spl0_93 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s205,s5488,s5755,s7863,s2630,s8601,s6795,s7808,s8295,s7720,s7499,s8672,s5946])). 18.34/3.85 cnf(s8701, plain, spl0_151 | spl0_93 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5757,s6698,s7985,s7581,s8698,s5760,s7418,s8193,s8451,s8695,s8344,s8689,s8666,s8635,s8501,s7653,s8560,s8604])). 18.34/3.85 cnf(s8702, plain, ~spl0_217 | spl0_212 | spl0_288 | spl0_93 | ~spl0_119 | spl0_82 | spl0_86, inference(rat,[],[s8555,s7747,s8233,s8614,s6264,s6739,s7399,s6312,s8347,s8334,s7635,s7653,s8501])). 18.34/3.85 cnf(s8703, plain, spl0_93 | spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7743,s8614,s8555,s7509,s5814,s8702,s8349,s8701,s8699,s8696,s8695,s7653,s8501,s8560,s8604,s8635,s8666,s612,s8338,s8344,s8689])). 18.34/3.85 cnf(s8704, plain, ~spl0_302 | spl0_177 | spl0_156 | spl0_147 | ~spl0_256 | spl0_165 | spl0_245 | spl0_232 | ~spl0_267 | spl0_106 | ~spl0_221, inference(rat,[],[s7499,s7496,s5723,s5501])). 18.34/3.85 cnf(s8705, plain, ~spl0_324 | spl0_95 | spl0_147 | spl0_218 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | spl0_82, inference(rat,[],[s6312,s8347,s7399,s8334,s7635,s5814,s5685,s2630,s621,s8349,s5988,s5769,s5721,s5708,s8184,s7418,s6263,s6794,s8233])). 18.34/3.85 cnf(s8706, plain, spl0_217 | spl0_177 | spl0_172 | spl0_95 | spl0_147 | ~spl0_256 | spl0_165 | spl0_245 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7453,s8580,s7857,s621,s7808,s8295,s5716,s5705])). 18.34/3.85 cnf(s8707, plain, spl0_177 | spl0_95 | spl0_147 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_267 | spl0_106 | spl0_82, inference(rat,[],[s5691,s621,s8295,s7461,s2630,s7809,s7568,s5988,s8436,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s6312,s8347,s7399,s8334,s7635,s8706,s7985,s8704,s8184,s7418,s7988,s6263,s6794,s8233,s7499,s8705,s612,s8338])). 18.34/3.85 cnf(s8708, plain, spl0_217 | ~spl0_177 | spl0_172 | spl0_95 | spl0_147 | ~spl0_256 | spl0_165 | spl0_245 | spl0_161 | spl0_92 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7461,s8601,s7857,s621,s7808,s8295,s5716,s5705])). 18.34/3.85 cnf(s8709, plain, spl0_245 | spl0_232 | spl0_106 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7453,s621,s7863,s5691,s7768,s8295,s2630,s7769,s7809,s7568,s5988,s5533,s5526,s7985,s5757,s6698,s8001,s7595,s7581,s8409,s5760,s8682,s8349,s6312,s8347,s7399,s8334,s7635,s8708,s8193,s8451,s8707,s7499,s8705,s6794,s6263,s8233,s8555,s8519,s7285,s8703,s612,s8338,s8344,s8689,s8666,s7418,s8313,s7653,s8501,s8560,s8604,s8635])). 18.34/3.85 cnf(s8710, plain, spl0_195 | spl0_177 | ~spl0_165 | spl0_258 | spl0_183 | spl0_219 | spl0_220 | spl0_95 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s7541,s5814,s596,s612,s8616,s7241,s7985,s6542,s5629,s7499,s8001,s6120,s8409,s8654,s8184,s6263,s8233])). 18.34/3.85 cnf(s8711, plain, ~spl0_256 | ~spl0_165 | spl0_258 | ~spl0_288 | spl0_95 | spl0_161 | spl0_92 | spl0_144, inference(rat,[],[s8349,s6312,s5750,s8347,s7399,s8409,s8334,s7635,s6121,s5814,s7499,s612,s7720,s8338,s6263,s8233,s8333,s6282])). 18.34/3.85 cnf(s8712, plain, ~spl0_165 | spl0_258 | spl0_183 | ~spl0_288 | spl0_95 | spl0_161 | spl0_92 | spl0_144 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s8450,s8193,s8710,s8655,s8344,s8711,s7581,s7580,s6263,s8233,s6650,s8333,s6282])). 18.34/3.85 cnf(s8713, plain, spl0_83 | spl0_82 | spl0_104 | spl0_86, inference(rat,[],[s7985,s8630,s5526,s6312,s8001,s7595,s8347,s7399,s596,s8409,s8334,s7635,s7541,s8667,s5814,s612,s7241,s8344,s6542,s7720,s7499,s5708,s8712,s8295,s5985,s6796,s2630,s6867,s8333,s5946,s6650,s6282,s8253,s6794,s6263,s8233,s8555,s8519,s7285,s8213,s205,s621,s7712,s7887,s8386,s8180,s7923,s627,s5792,s7850,s7449,s7865,s5942,s6755,s8300,s1333,s5555,s7852,s7810,s625,s8709,s8635,s8501,s7653,s8560,s8604,s7766,s6159,s6242,s8278,s7418])). 18.34/3.85 cnf(s8714, plain, ~spl0_217 | spl0_91 | spl0_195 | spl0_163, inference(rat,[],[s8181,s8613,s8347,s596,s8334,s7541])). 18.34/3.85 cnf(s8715, plain, spl0_217 | ~spl0_302 | spl0_93 | spl0_92 | spl0_86 | spl0_245 | ~spl0_161 | spl0_177 | spl0_232 | spl0_82, inference(rat,[],[s621,s8610,s8607])). 18.34/3.85 cnf(s8716, plain, spl0_245 | spl0_92 | spl0_177 | ~spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8715,s8714,s7985,s5681,s8560,s7653,s8618,s7418,s7581,s7580,s8344,s7566])). 18.34/3.85 cnf(s8717, plain, ~spl0_264 | spl0_93 | spl0_86, inference(rat,[],[s8213,s205,s6172,s6801,s7712,s6122,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810])). 18.34/3.85 cnf(s8718, plain, spl0_177 | ~spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5806,s5805,s5729,s7399,s7985,s6705,s8714,s5728,s5681,s8194,s8560,s8508,s7697,s8716,s7418,s625,s8717,s7581,s7580,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8719, plain, ~spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8618,s8501,s7653,s8560,s5682,s8193,s8451,s8718,s8344,s7566,s7418,s625,s8717,s7581,s7580])). 18.34/3.85 cnf(s8720, plain, spl0_91 | spl0_195 | spl0_92 | spl0_177 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8233,s8555,s7277,s7747,s8637,s8642,s8409,s7985,s8714,s5745,s5681,s7418,s625,s8717,s7581,s7580,s8719])). 18.34/3.85 cnf(s8721, plain, spl0_195 | spl0_92 | spl0_177 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8661,s8347,s596,s8334,s7635,s7541,s8653,s7653,s8560,s8720,s625,s8717,s8719])). 18.34/3.85 cnf(s8722, plain, spl0_95 | spl0_217 | ~spl0_256 | spl0_92 | spl0_177 | spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8651,s7499,s8001,s6120,s8409,s5527,s5596,s7985,s8638,s625,s8717,s8005,s6272])). 18.34/3.85 cnf(s8723, plain, ~spl0_302 | spl0_147 | spl0_217 | ~spl0_256 | spl0_177 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8295,s5653,s7857,s7499,s7461,s6594,s621,s8660,s5749,s8340,s6623,s7863,s7509,s7718,s7768,s8614,s7769,s8663,s5494,s8184,s7418,s625,s8717,s5984,s612,s8338])). 18.34/3.85 cnf(s8724, plain, spl0_217 | ~spl0_256 | spl0_92 | spl0_177 | spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s5653,s5597,s8340,s6623,s7509,s7718,s8614,s8652,s7499,s8001,s6120,s8409,s5527,s5596,s7985,s8723,s7742,s8555,s8722,s625,s8717,s8005,s6272,s612,s8338])). 18.34/3.85 cnf(s8725, plain, spl0_92 | spl0_177 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7653,s8560,s8665,s8181,s8347,s8334,s7635,s8724,s8349,s8662,s5984,s8344,s8721,s625,s8717,s8719])). 18.34/3.85 cnf(s8726, plain, spl0_195 | spl0_177 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5805,s8637,s7399,s8409,s7985,s8714,s5728,s5745,s5681,s7418,s625,s8717,s7581,s7580,s8719,s7697,s6705,s8194,s8560,s8508,s8725])). 18.34/3.85 cnf(s8727, plain, ~spl0_302 | ~spl0_219 | spl0_217 | ~spl0_256 | spl0_91 | spl0_144 | spl0_177 | spl0_161 | ~spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s621,s5749,s5748,s8184,s7418,s625,s8717,s5984])). 18.34/3.85 cnf(s8728, plain, spl0_177 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s6396,s5597,s7499,s8001,s6120,s8409,s5527,s5596,s7985,s8727,s8340,s8333,s5806,s5805,s7399,s8334,s6605,s8347,s8181,s8349,s612,s8662,s8338,s5984,s8344,s8726,s6705,s8194,s8560,s8508,s7697,s8725,s625,s8717,s8005,s6272,s8719])). 18.34/3.85 cnf(s8729, plain, spl0_195 | spl0_92 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7653,s8646,s7541,s8560,s7019,s5682,s625,s8717,s7623,s7985,s5757,s7601,s8349,s5760,s7418,s8345,s8109,s7627,s8008,s5630,s7581,s7580,s8429,s8102,s8469,s8001,s7499,s6120,s8409,s5512,s8122,s7573,s8719,s8129,s6802,s8193,s8451,s8728])). 18.34/3.85 cnf(s8730, plain, spl0_217 | spl0_92 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s5653,s5599,s8340,s6623,s7509,s7718,s8614,s7742,s8555,s8647,s8346,s8347,s8181,s8560,s7653,s8653,s7978,s7545,s7546,s8349,s5760,s7418,s8109,s7627,s8008,s5630,s7581,s7580,s8648,s7623,s7985,s5757,s7601,s8001,s7499,s6120,s8409,s5512,s8122,s7573,s8719,s8129,s6802,s8193,s8451,s8728,s625,s8717,s612,s8338,s8344,s8729])). 18.34/3.85 cnf(s8731, plain, spl0_92 | ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8702,s8334,s8730,s8648,s8344,s8729,s625,s8717,s7623,s7985,s5757,s7601,s8349,s5760,s7581,s7580,s7418,s8001,s7499,s6120,s8409,s5512,s8122,s7573,s8719,s8129,s6802,s8193,s8451,s8728])). 18.34/3.85 cnf(s8732, plain, ~spl0_165 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s6396,s5599,s8340,s8333,s5806,s5805,s7399,s612,s8334,s6605,s8338,s5984,s8347,s8344,s6705,s8181,s5682,s8194,s8560,s8508,s7697,s8731,s7499,s8001,s6120,s8409,s5512,s8349,s8122,s8129,s7623,s5760,s7573,s6802,s7985,s8193,s5757,s8451,s8728,s8719,s7581,s7601,s7580,s7418,s625,s8717])). 18.34/3.85 cnf(s8733, plain, ~spl0_216 | spl0_218 | spl0_217 | spl0_92 | spl0_93 | spl0_82 | spl0_86, inference(rat,[],[s7743,s8614,s8555,s7509,s5814,s8340,s5948])). 18.34/3.85 cnf(s8734, plain, ~spl0_324 | spl0_177 | spl0_216 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7768,s7863,s7769,s5766,s5482,s5695,s7493,s625,s8717])). 18.34/3.85 cnf(s8735, plain, ~spl0_219 | spl0_177 | spl0_216 | ~spl0_161 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s6396,s5559,s8333,s625,s8717,s7527,s7499,s8734])). 18.34/3.85 cnf(s8736, plain, spl0_177 | ~spl0_161 | spl0_217 | spl0_92 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s5755,s8295,s205,s6542,s5581,s6650,s8614,s7742,s8555,s7509,s5814,s8735,s7499,s8734,s625,s8717,s7527,s8733,s612,s7531])). 18.34/3.85 cnf(s8738, plain, spl0_163 | ~spl0_202 | spl0_218 | spl0_195 | spl0_217 | spl0_92 | spl0_93 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8614,s6739,s6281,s7742,s6312,s8333,s8555,s8347,s5806,s8233,s8346,s6692,s5805,s6264,s7019,s8655,s8109,s7653,s8345,s7627,s8349,s8560,s8225,s5760,s5682,s7418,s8122,s7573,s8429,s8102,s8469,s8129,s6802])). 18.34/3.85 cnf(s8739, plain, ~spl0_161 | spl0_195 | spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s205,s5740,s5537,s5814,s8555,s7747,s8627,s7985,s5757,s8366,s6698,s7995,s7581,s8738,s8469,s8129,s6802,s8193,s8451,s8736,s612,s7531,s625,s8717,s8732])). 18.34/3.85 cnf(s8740, plain, spl0_91 | spl0_216 | spl0_177 | spl0_161 | spl0_195 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7768,s7863,s7769,s5766,s5706,s5709,s625,s8717,s8732])). 18.34/3.85 cnf(s8741, plain, ~spl0_302 | spl0_216 | spl0_177 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s6607,s8660,s5501,s8184,s7418,s625,s8717])). 18.34/3.85 cnf(s8742, plain, spl0_216 | spl0_177 | spl0_195 | spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8555,s8233,s7747,s8671,s8674,s7985,s8741,s7653,s8560,s8740,s625,s8717,s8732,s8739])). 18.34/3.85 cnf(s8743, plain, spl0_91 | spl0_257 | spl0_177 | spl0_161 | spl0_195 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s5704,s5501,s8409,s7493,s6121,s7499,s8576,s621,s5768,s5709,s8184,s7418,s625,s8717,s8732])). 18.34/3.85 cnf(s8744, plain, ~spl0_302 | spl0_257 | ~spl0_216 | spl0_177 | spl0_165 | spl0_232 | ~spl0_221, inference(rat,[],[s8341,s8295,s7499,s7809,s7496,s5657,s5501])). 18.34/3.85 cnf(s8745, plain, spl0_177 | spl0_195 | spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8555,s8233,s7747,s8671,s8674,s7985,s8744,s7653,s8560,s8743,s7227,s612,s8733,s8742,s8184,s7418,s625,s8717,s8732,s8739])). 18.34/3.85 cnf(s8746, plain, spl0_218 | spl0_195 | spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s205,s5755,s5616,s2630,s8464,s5988,s5606,s5711,s8560,s7653,s8685,s7985,s5757,s8005,s8366,s6698,s7556,s7995,s7581,s8738,s8733,s625,s8717,s8732,s8739,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8745])). 18.34/3.85 cnf(s8747, plain, spl0_91 | spl0_257 | ~spl0_177 | spl0_161 | spl0_195 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7499,s8576,s6120,s5711,s8409,s7985,s8464,s5757,s8005,s6698,s7556,s7581,s621,s5606,s5682,s8589,s7418,s625,s8717,s8732,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8748, plain, spl0_195 | spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5488,s205,s7863,s5755,s8601,s2630,s7809,s6795,s8295,s6542,s5946,s6650,s8614,s6739,s6312,s8347,s7742,s8346,s6692,s8555,s7019,s8233,s8109,s7499,s6264,s8345,s7627,s8349,s6120,s8655,s8225,s5760,s8409,s7581,s5531,s6698,s5757,s7985,s8685,s7653,s8560,s8747,s7227,s612,s8746,s8429,s8102,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8745,s8739,s7418,s625,s8717,s8732])). 18.34/3.85 cnf(s8749, plain, spl0_217 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7743,s8614,s8555,s7509,s5814,s8699,s8696,s8692,s612,s7566,s8338,s8344,s8748,s625,s8717,s8732])). 18.34/3.85 cnf(s8750, plain, ~spl0_302 | spl0_257 | spl0_177 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8744,s8741,s8184,s7418])). 18.34/3.85 cnf(s8751, plain, ~spl0_161 | spl0_177 | ~spl0_217 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s6795,s8295,s2630,s6542,s5755,s7499,s205,s8734,s5581,s5946,s6650,s8702,s8560,s8181,s8630,s7985,s8750,s8344,s7566,s7527,s625,s8717,s596,s7541,s8347,s8334])). 18.34/3.85 cnf(s8752, plain, ~spl0_302 | spl0_195 | spl0_177 | ~spl0_217 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8464,s6602,s8005,s8096,s7556,s6881,s7581,s7538,s8613,s846,s8702,s8409,s5948,s7595,s8741,s5501,s596,s7541,s8560,s5722,s8751,s8184,s7418])). 18.34/3.85 cnf(s8753, plain, spl0_195 | spl0_177 | ~spl0_217 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8255,s5985,s530,s2630,s7570,s7781,s5755,s7769,s5483,s205,s5482,s7195,s5551,s8001,s7595,s5946,s8409,s8702,s8675,s8630,s7985,s8752,s8560,s5722,s8184,s7418,s625,s8717,s7988,s596,s7541,s8751])). 18.34/3.85 cnf(s8754, plain, spl0_177 | ~spl0_217 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8560,s8702,s8181,s8349,s8694,s7985,s8750,s8693,s5984,s8344,s8753,s8751,s625,s8717,s8347,s8334])). 18.34/3.85 cnf(s8755, plain, ~spl0_161 | ~spl0_217 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8345,s6879,s8225,s5760,s7581,s6698,s5757,s7985,s8626,s8702,s8560,s5640,s8632,s8344,s7566,s7418,s625,s8717,s596,s7541,s8122,s7573,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8754,s8732])). 18.34/3.85 cnf(s8756, plain, spl0_195 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8345,s6879,s8225,s5760,s7581,s6698,s5757,s7985,s8685,s7653,s8560,s5640,s7418,s625,s8717,s596,s7541,s8122,s7573,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8754,s8732,s8755,s8749])). 18.34/3.85 cnf(s8757, plain, spl0_151 | ~spl0_302 | spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7453,s7863,s621,s7768,s8576,s7568,s7769,s5526,s5533,s8001,s7595,s8409,s7499,s8682,s5721,s8184,s7418,s625,s8717,s8193,s8451,s8754,s8732,s8755,s8749,s5984,s8344,s8756])). 18.34/3.85 cnf(s8758, plain, spl0_212 | spl0_288 | ~spl0_217 | spl0_93 | spl0_82 | spl0_86, inference(rat,[],[s8560,s8702,s8181,s8347,s8334])). 18.34/3.85 cnf(s8759, plain, spl0_92 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5757,s6698,s7985,s7581,s8757,s5760,s8349,s8758,s8699,s8344,s8756,s8755,s8193,s8451,s8754,s8749,s7418,s625,s8717,s8732])). 18.34/3.85 cnf(s8760, plain, ~spl0_161 | spl0_177 | spl0_91 | spl0_144 | spl0_165 | spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s8735,s8340,s5806,s5805,s7399,s5734,s7985,s8344,s612,s8750,s7566,s7531,s7527,s6705,s8194,s8754])). 18.34/3.85 cnf(s8761, plain, spl0_195 | spl0_177 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8582,s8409,s7399,s7595,s5805,s5501,s5806,s612,s7985,s8340,s7241,s8574,s8740,s8743,s8184,s7418,s625,s8717,s6705,s8194,s8754,s8760,s8560,s8508,s7697,s8759,s8732])). 18.34/3.85 cnf(s8762, plain, spl0_177 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8347,s8181,s6605,s8349,s7399,s8694,s5805,s7985,s5806,s612,s8750,s8691,s8338,s5984,s8344,s8761,s8760,s8754,s625,s8717,s8732,s7697,s6705,s8194,s8560,s8508,s8759])). 18.34/3.85 cnf(s8763, plain, ~spl0_161 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5585,s7554,s205,s7623,s6700,s5740,s7985,s5806,s5757,s5805,s6698,s7399,s7581,s5739,s5682,s8344,s612,s8755,s7566,s7531,s7418,s625,s8717,s8732,s7697,s6705,s8194,s8560,s8508,s8759,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8762])). 18.34/3.85 cnf(s8764, plain, spl0_195 | spl0_217 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s5755,s5988,s205,s5711,s5616,s8340,s7985,s8464,s5806,s5757,s8005,s5805,s6698,s7556,s612,s7399,s7581,s7241,s5584,s5606,s5739,s5682,s8747,s7418,s625,s8717,s8732,s7697,s6705,s8194,s8560,s8508,s8759,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8762,s8763])). 18.34/3.85 cnf(s8765, plain, spl0_217 | spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s621,s8576,s8599,s5526,s7985,s5757,s6698,s8001,s7595,s7581,s8409,s5760,s8682,s8349,s8181,s8347,s6605,s7399,s7499,s5805,s8575,s5806,s612,s8696,s8338,s5984,s8344,s8764,s7418,s625,s8717,s8732,s7697,s6705,s8194,s8560,s8508,s8759,s8193,s8451,s8762,s8763])). 18.34/3.85 cnf(s8766, plain, spl0_93 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7453,s7863,s621,s7768,s8576,s7568,s7769,s5526,s5533,s7985,s5757,s6698,s8001,s7595,s7581,s8409,s7499,s5760,s8682,s5721,s8349,s5984,s8181,s8344,s8347,s5640,s8334,s8765,s8763,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8762,s8560,s8508,s8759,s8732,s625,s8717,s8184,s7418])). 18.34/3.85 cnf(s8767, plain, spl0_91 | ~spl0_302 | spl0_245 | spl0_217 | ~spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_98, inference(rat,[],[s5806,s5683,s5805,s6739,s7399,s7697,s6705,s5728,s5684,s8194,s8184,s7581,s7580,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8768, plain, ~spl0_119 | spl0_245 | ~spl0_161 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8618,s8501,s7653])). 18.34/3.85 cnf(s8769, plain, spl0_245 | spl0_217 | ~spl0_161 | spl0_177 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s8767,s5681,s8560,s8768,s7418,s7285,s8555,s8519,s8766,s8344,s7566])). 18.34/3.85 cnf(s8770, plain, ~spl0_302 | ~spl0_283 | spl0_215 | spl0_217 | ~spl0_161 | spl0_177 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s7509,s7212,s5631,s5634,s612,s7531,s5942])). 18.34/3.85 cnf(s8771, plain, spl0_166 | spl0_195 | ~spl0_165 | spl0_95 | ~spl0_269 | spl0_98, inference(rat,[],[s7399,s6312,s6263,s8347,s8233,s8346,s6692,s8501,s7653,s596,s8560,s8349,s8616,s5681,s5603])). 18.34/3.85 cnf(s8772, plain, spl0_217 | ~spl0_161 | spl0_177 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8770,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8769,s8184,s7285,s7985,s8771,s8344,s7566,s8555,s8519,s8766,s7418])). 18.34/3.85 cnf(s8773, plain, ~spl0_161 | spl0_177 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6263,s8233,s7399,s8501,s7653,s6312,s8613,s8560,s8347,s596,s8714,s8334,s7635,s7541,s8772,s8344,s7566,s8555,s8519,s8766,s7581,s7580])). 18.34/3.85 cnf(s8774, plain, spl0_91 | spl0_245 | spl0_195 | ~spl0_302 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s6654,s6542,s7212,s7227,s5786,s612,s5789,s5814,s5746,s5685,s7281,s6794,s8233,s7670,s8583,s621,s8295,s7461,s2630,s7809,s7568,s5988,s5629,s7499,s8001,s6120,s8409,s6705,s5728,s5745,s8194,s7581,s7580,s7863,s7768,s7769,s5494])). 18.34/3.85 cnf(s8775, plain, spl0_245 | spl0_195 | ~spl0_302 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s6542,s6650,s7227,s7212,s612,s5786,s5814,s5789,s5685,s5746,s621,s8295,s7461,s2630,s7809,s7568,s5988,s5629,s7499,s8001,s6120,s8409,s8654,s7281,s6794,s6263,s8233,s8501,s7653,s8560,s8774,s7863,s7768,s7769,s5494])). 18.34/3.85 cnf(s8776, plain, spl0_91 | ~spl0_283 | spl0_215 | spl0_195 | ~spl0_302 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s5746,s7281,s6867,s8233,s8295,s2630,s7670,s7809,s5988,s8583,s5629,s7499,s8001,s6120,s8409,s6705,s5728,s5745,s8194,s7581,s7580])). 18.34/3.85 cnf(s8777, plain, spl0_195 | ~spl0_302 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221 | spl0_86, inference(rat,[],[s5989,s2630,s5629,s6867,s8001,s5946,s8409,s7212,s8654,s6794,s6263,s8233,s8501,s7653,s8560,s8776,s5942,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8775])). 18.34/3.85 cnf(s8778, plain, spl0_254 | spl0_215 | spl0_144 | spl0_281 | spl0_218 | spl0_257 | ~spl0_302 | spl0_217 | spl0_177 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s2630,s5687,s5685,s8333,s5806,s5805,s6739,s7399])). 18.34/3.85 cnf(s8779, plain, spl0_245 | spl0_91 | ~spl0_256 | ~spl0_302 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s8585,s5629,s7499,s8001,s6120,s8409,s5750,s8349,s8181,s8347,s6605,s8778,s621,s5748,s7697,s8657,s5984,s612,s8338,s6705,s8194])). 18.34/3.85 cnf(s8780, plain, ~spl0_264 | ~spl0_256 | ~spl0_302 | spl0_217 | spl0_177 | spl0_147 | spl0_232 | ~spl0_221 | spl0_86, inference(rat,[],[s6867,s2630,s5673,s5649,s5792,s5942,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s612,s8338])). 18.34/3.85 cnf(s8781, plain, ~spl0_302 | spl0_217 | spl0_86 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s8560,s8508,s8779,s8657,s625,s8780,s8344,s8777])). 18.34/3.85 cnf(s8782, plain, spl0_245 | spl0_254 | spl0_281 | spl0_172 | spl0_173 | ~spl0_256 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s8255,s5496,s530,s7769,s7862,s7768,s7863,s7461,s7857,s7808,s8295,s7398,s8333,s5806,s621,s5805,s8586,s7399,s7697,s8658,s5984,s612,s8338])). 18.34/3.85 cnf(s8783, plain, spl0_91 | ~spl0_256 | spl0_212 | spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7705,s8586,s5716,s621,s8284,s5477,s625,s8782,s6605,s8347,s6705,s8181,s8194,s5984,s8001,s612,s8338,s7499,s6120,s8409,s5527,s5596,s7985,s8781,s8184,s7418,s8005,s6272])). 18.34/3.85 cnf(s8784, plain, spl0_217 | spl0_177 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s8284,s7852,s7810,s621,s625,s5716,s8658,s8501,s8560,s8783,s7499,s6120,s8409,s8344,s8349,s5527,s8771,s5603,s5596,s7985,s8781,s8184,s7418,s7285,s8555,s8519,s8766,s8005,s6272,s8773])). 18.34/3.85 cnf(s8785, plain, ~spl0_156 | spl0_281 | spl0_254 | spl0_95, inference(rat,[],[s7705,s8233,s6739,s6792])). 18.34/3.85 cnf(s8786, plain, spl0_91 | ~spl0_217 | spl0_161 | spl0_177 | ~spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s7453,s8284,s621,s5691,s8785,s8295,s2630,s7863,s7809,s7568,s5988,s7768,s5629,s7499,s7769,s8001,s6120,s5494,s8409,s7985,s5750,s5603,s8349,s8344,s6705,s8181,s8714,s8194,s8184,s7581,s7580,s7635,s8347,s8334])). 18.34/3.85 cnf(s8787, plain, spl0_177 | ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s7453,s8284,s621,s5691,s8295,s2630,s7863,s7809,s7568,s5988,s7768,s5629,s7499,s7769,s8001,s6120,s5494,s8409,s7985,s8344,s5750,s5603,s8613,s8349,s6312,s7399,s6794,s6263,s8233,s8501,s7653,s8560,s8786,s8347,s596,s8334,s7635,s7541,s8784,s8773,s8184,s7418,s7285,s8555,s8519,s8766,s7581,s7580])). 18.34/3.85 cnf(s8788, plain, spl0_195 | ~spl0_202 | spl0_163 | spl0_95 | ~spl0_269 | spl0_98, inference(rat,[],[s6263,s8233,s8655,s8501,s7653,s8560,s5682])). 18.34/3.85 cnf(s8789, plain, spl0_92 | ~spl0_255 | spl0_217 | spl0_172 | spl0_173 | ~spl0_256 | spl0_171 | spl0_95 | spl0_147 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s530,s7769,s7862,s7768,s7863,s7461,s625,s5477,s7857,s8284,s7808,s8295,s621,s5705,s5716])). 18.34/3.85 cnf(s8790, plain, spl0_91 | spl0_217 | spl0_172 | spl0_173 | ~spl0_256 | spl0_212 | spl0_171 | spl0_95 | spl0_147 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s530,s7769,s7862,s7768,s7863,s7461,s7857,s7808,s8295,s7398,s625,s8333,s5477,s5806,s8284,s5805,s621,s7399,s8586,s7697,s8789,s6605,s8347,s6705,s8181,s8194,s5984,s612,s8338])). 18.34/3.85 cnf(s8791, plain, ~spl0_311 | spl0_183 | spl0_173 | spl0_171 | spl0_232 | spl0_82, inference(rat,[],[s7609,s8438,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s530,s7769,s7862,s7768])). 18.34/3.85 cnf(s8792, plain, spl0_217 | spl0_172 | spl0_86 | spl0_173 | ~spl0_256 | spl0_212 | spl0_171 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s7453,s7863,s8791,s7857,s8284,s7808,s8295,s621,s5705,s5716,s8501,s8560,s8790])). 18.34/3.85 cnf(s8793, plain, spl0_172 | spl0_173 | spl0_86 | spl0_82 | ~spl0_256 | spl0_212 | spl0_171 | spl0_95 | spl0_147 | spl0_232, inference(rat,[],[s6263,s8233,s7399,s8501,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s8792])). 18.34/3.85 cnf(s8794, plain, ~spl0_165 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8793,s7499,s8001,s6120,s8409,s5512,s7566,s8344,s8788,s8349,s8122,s8129,s7623,s5760,s7573,s6802,s7985,s8193,s5757,s8451,s8787,s7581,s7601,s7580,s7418,s7285,s8555,s8519,s8766])). 18.34/3.85 cnf(s8795, plain, spl0_215 | spl0_258 | spl0_214 | spl0_172 | spl0_92 | spl0_217 | ~spl0_93, inference(rat,[],[s6542,s6650,s7227,s7212,s612,s5786,s5814,s5789,s5685,s7285,s6794,s5746,s7281,s8233,s8555,s8519])). 18.34/3.85 cnf(s8796, plain, spl0_177 | ~spl0_302 | spl0_92 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | ~spl0_221 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s7453,s8284,s621,s8795,s7863,s7768,s8295,s2630,s7499,s7769,s7809,s7568,s5988,s7496,s5494,s5657,s5501])). 18.34/3.85 cnf(s8797, plain, ~spl0_324 | ~spl0_262 | spl0_245 | ~spl0_302 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7768,s7453,s7769,s7568,s5533,s5700,s7493])). 18.34/3.85 cnf(s8798, plain, ~spl0_161 | spl0_245 | ~spl0_302 | spl0_92 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7453,s8600,s7857,s7809,s8295,s6365,s7499,s8797,s621,s5685,s2630,s5698,s8333,s5814,s612,s7531,s6794,s8233])). 18.34/3.85 cnf(s8799, plain, spl0_245 | ~spl0_177 | ~spl0_302 | spl0_92 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s8795,s7499,s8295,s2630,s6120,s7809,s5988,s621,s8409,s5711,s8589,s8464,s8798,s7285,s8005,s7556,s7581,s8788,s8555,s8519,s7418,s5606,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8800, plain, ~spl0_302 | spl0_92 | spl0_91 | spl0_195 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5711,s7528,s5985,s612,s2630,s5814,s6867,s8333,s5946,s6282,s7212,s5942,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8799,s8193,s8451,s8796,s8184,s7418,s7285,s8794,s6794,s8233,s8555,s8519,s8766])). 18.34/3.85 cnf(s8801, plain, ~spl0_161 | spl0_215 | spl0_177 | spl0_92 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s7499,s7434,s5695,s8295,s5985,s6796,s2630,s5685,s1970,s8340,s8333,s5814,s612,s7531,s6794,s8233])). 18.34/3.85 cnf(s8802, plain, spl0_215 | spl0_177 | spl0_92 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s8795,s8295,s2630,s7499,s7809,s5988,s5714,s5709,s8801,s7285,s8555,s8519])). 18.34/3.85 cnf(s8803, plain, ~spl0_324 | ~spl0_262 | spl0_177 | spl0_245 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7768,s7453,s7769,s7568,s5482,s5695,s7493])). 18.34/3.85 cnf(s8804, plain, spl0_177 | spl0_245 | spl0_92 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7863,s7453,s8580,s7857,s7809,s8295,s6365,s7499,s8803,s8333,s5814,s612,s7531,s5768,s621,s8802,s8555,s8519])). 18.34/3.85 cnf(s8805, plain, ~spl0_177 | spl0_166 | spl0_195 | spl0_95 | ~spl0_269 | spl0_98, inference(rat,[],[s7581,s8788,s6698,s8193,s5757,s8451])). 18.34/3.85 cnf(s8806, plain, spl0_92 | spl0_91 | spl0_195 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s8284,s625,s621,s8804,s8802,s8805,s7985,s8800,s7418,s8555,s8519,s8766,s8794])). 18.34/3.85 cnf(s8807, plain, ~spl0_302 | spl0_215 | spl0_177 | spl0_144 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5786,s7212,s5789,s7509,s612,s8744,s8333,s6653,s7531,s7527,s6365,s7434,s8584,s8295,s2630,s7499,s7809,s5988,s7496,s5657,s5501,s8184,s7418])). 18.34/3.85 cnf(s8808, plain, ~spl0_324 | spl0_157 | spl0_156 | spl0_215 | spl0_245 | spl0_177 | spl0_144 | spl0_91 | spl0_217 | spl0_165 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5806,s5685,s612,s2630,s7531,s5988,s8579,s5695])). 18.34/3.85 cnf(s8809, plain, spl0_215 | spl0_245 | spl0_177 | spl0_144 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s612,s8586,s7531,s7527,s8584,s7499,s8808,s5805,s7399,s8785,s5734,s7985,s8807,s6705,s8194])). 18.34/3.85 cnf(s8810, plain, ~spl0_302 | ~spl0_262 | spl0_245 | spl0_177 | spl0_165 | spl0_232 | ~spl0_221, inference(rat,[],[s7863,s7768,s7453,s7769,s7568,s5494,s5657])). 18.34/3.85 cnf(s8811, plain, spl0_245 | spl0_177 | spl0_144 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7863,s7453,s8580,s7857,s7809,s8295,s6365,s8333,s5806,s5805,s7399,s5734,s7985,s8810,s612,s7499,s7531,s8803,s5768,s621,s8809,s8184,s7418,s6705,s8194])). 18.34/3.85 cnf(s8812, plain, spl0_177 | spl0_91 | spl0_195 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5709,s7528,s5985,s612,s2630,s5806,s6867,s8333,s5946,s6282,s5805,s7212,s7399,s8785,s5734,s7985,s5942,s8807,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8811,s7285,s8555,s8519,s8766,s8794,s6705,s8194,s7697,s8806])). 18.34/3.85 cnf(s8813, plain, spl0_245 | spl0_156 | ~spl0_302 | ~spl0_177 | spl0_144 | spl0_91 | spl0_195 | spl0_217 | spl0_165 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7863,s7453,s8600,s7857,s7809,s8295,s6542,s7499,s8797,s621,s5685,s2630,s5698,s7523,s8333,s5806,s612,s7531,s7527,s8596,s5805,s7399,s5739,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s6705,s8194])). 18.34/3.85 cnf(s8814, plain, spl0_91 | spl0_195 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5711,s7528,s5985,s612,s2630,s5806,s6867,s8333,s5946,s6282,s7212,s5942,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8813,s5805,s7399,s8785,s5739,s8429,s8102,s8469,s8129,s6802,s7985,s8193,s8805,s8451,s8812,s7697,s8806,s6705,s8194,s7418,s7285,s8555,s8519,s8766,s8794])). 18.34/3.85 cnf(s8815, plain, spl0_215 | spl0_245 | spl0_177 | spl0_92 | spl0_144 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s8795,s8295,s2630,s7809,s5988,s8255,s530,s7570,s7781,s7769,s5483,s5482,s7195,s7499,s8001,s7595,s6120,s8409,s8687,s8801,s8184,s7418,s7285,s8555,s8519,s7988])). 18.34/3.85 cnf(s8816, plain, ~spl0_278 | ~spl0_262 | spl0_245 | spl0_177 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s7863,s7453,s8580,s7857,s7809])). 18.34/3.85 cnf(s8817, plain, ~spl0_161 | spl0_258 | spl0_172 | spl0_92 | spl0_217 | spl0_95, inference(rat,[],[s5814,s8333,s612,s6365,s7531])). 18.34/3.85 cnf(s8818, plain, spl0_245 | spl0_177 | spl0_92 | spl0_144 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s7568,s7461,s8255,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s8687,s8817,s8295,s8816,s7499,s8803,s621,s8815,s8184,s7418,s7285,s8555,s8519,s7988])). 18.34/3.85 cnf(s8819, plain, spl0_177 | spl0_92 | spl0_144 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | spl0_82 | spl0_86, inference(rat,[],[s530,s8436,s7570,s7781,s5985,s7769,s5483,s2630,s5482,s7195,s6867,s8001,s7595,s5946,s8409,s7212,s8670,s5942,s8801,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8818,s7985,s8796,s8184,s7418,s7285,s7988,s6263,s6794,s8233,s8555,s8519])). 18.34/3.85 cnf(s8820, plain, spl0_245 | spl0_159 | spl0_193 | ~spl0_302 | ~spl0_202 | spl0_92 | spl0_144 | spl0_195 | spl0_217 | spl0_165 | ~spl0_93 | spl0_232 | spl0_82, inference(rat,[],[s621,s7461,s8795,s7863,s8295,s2630,s7768,s7809,s7568,s5988,s7769,s5526,s7499,s5533,s8001,s6120,s1784,s8409,s8677,s8798,s7285,s6263,s8233,s8555,s8519])). 18.34/3.85 cnf(s8821, plain, spl0_195 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7499,s6542,s5708,s8295,s7528,s7227,s5985,s6796,s612,s2630,s5814,s6867,s8333,s5946,s6650,s6282,s7212,s5942,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8820,s8005,s8366,s7556,s7995,s7581,s8788,s7985,s8193,s8805,s8451,s8819,s6794,s8233,s8501,s7653,s8560,s8814,s7418,s7285,s8555,s8519,s8766,s8794])). 18.34/3.85 cnf(s8822, plain, spl0_92 | spl0_215 | spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s5989,s2630,s5695,s5685,s7499,s6794,s5814,s5716,s8233,s612,s8338])). 18.34/3.85 cnf(s8823, plain, spl0_215 | spl0_245 | spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s8181,s7985,s8347,s5657,s6605,s8585,s8586,s7499,s6705,s8579,s8194,s8560,s8508,s7697,s8822,s8184,s7418,s7988,s5984,s7566,s612,s8338])). 18.34/3.85 cnf(s8824, plain, spl0_245 | spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s7568,s7461,s8255,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s8349,s8181,s8347,s6605,s7399,s6705,s5805,s8194,s5806,s8560,s8333,s8508,s7697,s7398,s8706,s8295,s7985,s7499,s8816,s8810,s8803,s621,s8823,s8184,s7418,s7988,s7566,s612,s8338])). 18.34/3.85 cnf(s8825, plain, spl0_177 | spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5674,s6123,s621,s6801,s6122,s7887,s7892,s8386,s8180,s7923,s7880,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810,s625,s8824,s7285,s8555,s8519,s8766,s8794,s8344,s8821])). 18.34/3.85 cnf(s8827, plain, ~spl0_92 | spl0_215 | ~spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s8560,s8598,s8508,s7697,s7566])). 18.34/3.85 cnf(s8828, plain, spl0_215 | ~spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5989,s2630,s5708,s5685,s7499,s6794,s5814,s5716,s8233,s8827,s7566,s612,s8338])). 18.34/3.85 cnf(s8829, plain, spl0_245 | spl0_92 | ~spl0_262 | ~spl0_177 | ~spl0_256 | spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s7499,s8708,s5769,s7566])). 18.34/3.85 cnf(s8830, plain, ~spl0_264 | spl0_271 | spl0_86, inference(rat,[],[s8183,s7923,s627,s7850,s7449,s6755,s8300,s1333,s7852,s7810])). 18.34/3.85 cnf(s8831, plain, spl0_217 | spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s5757,s5526,s6698,s8001,s7595,s7581,s8409,s5760,s8682,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8333,s7398,s8295,s7857,s7461,s7863,s8601,s6705,s8599,s8194,s8560,s8508,s7697,s7499,s8829,s5769,s625,s8830,s8284,s621,s8828,s8193,s8451,s8825,s612,s7566,s8338,s8344,s8821,s7418,s7285,s8555,s8519,s8766,s8794])). 18.34/3.85 cnf(s8832, plain, ~spl0_302 | ~spl0_161 | spl0_156 | spl0_177 | spl0_215 | spl0_165 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s7212,s6653,s5786,s7434,s5789,s8295,s2630,s7499,s7809,s5988,s7496,s8744,s5657,s5501,s7527])). 18.34/3.85 cnf(s8833, plain, spl0_212 | spl0_328 | ~spl0_217, inference(rat,[],[s7653,s7399,s8560,s6312,s8181,s7635,s8347,s8334])). 18.34/3.85 cnf(s8834, plain, spl0_195 | ~spl0_212 | spl0_156 | spl0_177 | spl0_215 | spl0_197 | spl0_165 | spl0_147 | spl0_232 | ~spl0_221, inference(rat,[],[s8464,s8409,s6602,s8005,s7595,s8096,s7556,s8832,s5501,s6881,s7581,s7985,s8613,s8630,s7538,s846])). 18.34/3.85 cnf(s8835, plain, ~spl0_183 | spl0_172 | ~spl0_256 | spl0_156 | spl0_215 | spl0_147, inference(rat,[],[s5691,s8295,s2630,s7809,s5988])). 18.34/3.85 cnf(s8836, plain, ~spl0_136 | spl0_177 | spl0_215 | ~spl0_217 | spl0_165 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s7985,s5657,s8835,s7499,s5721,s7566,s8344,s8834,s8349,s8833,s6794,s6263,s8184,s7418,s7988,s596,s7541])). 18.34/3.85 cnf(s8837, plain, spl0_177 | spl0_215 | ~spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | spl0_82, inference(rat,[],[s530,s8436,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8409,s5720,s7985,s5657,s8835,s7499,s5721,s7566,s8344,s8834,s8785,s8349,s6705,s8181,s8194,s8560,s8508,s8233,s8836,s8184,s7418,s7988,s7635,s596,s7541,s8347,s8334])). 18.34/3.85 cnf(s8838, plain, ~spl0_136 | ~spl0_177 | spl0_215 | ~spl0_217 | spl0_165 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5526,s8001,s7595,s8835,s7985,s8409,s7499,s5757,s8682,s5721,s6698,s7566,s7581,s8344,s5760,s8632,s8349,s8833,s6794,s6263,s8184,s7418,s596,s7541,s8429,s8102,s8469,s8129,s6802,s8193,s8451])). 18.34/3.85 cnf(s8839, plain, spl0_215 | ~spl0_217 | spl0_165 | spl0_95 | spl0_147 | spl0_232 | ~spl0_269 | spl0_82, inference(rat,[],[s5526,s7985,s8001,s7595,s8835,s5757,s8409,s7499,s6698,s8682,s5721,s7581,s7566,s5760,s8785,s8344,s8349,s6705,s5640,s8181,s8194,s8560,s8508,s8233,s8838,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8837,s8184,s7418,s7635,s8347,s8334])). 18.34/3.85 cnf(s8840, plain, ~spl0_203 | spl0_177 | spl0_245 | ~spl0_262 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s7568,s7461,s8255,s7863,s530,s7768,s7570,s7781,s7769,s5483,s5482,s7195,s8001,s7595,s8184,s7418,s7988])). 18.34/3.85 cnf(s8841, plain, ~spl0_212 | spl0_162 | spl0_166 | spl0_197, inference(rat,[],[s7566,s8344,s5720,s8630,s8349])). 18.34/3.85 cnf(s8842, plain, spl0_212 | ~spl0_217 | spl0_95, inference(rat,[],[s8233,s8501,s6264,s8560,s8833,s8181,s8347,s8334])). 18.34/3.85 cnf(s8843, plain, spl0_177 | ~spl0_212 | spl0_245 | ~spl0_262 | spl0_197 | spl0_165 | spl0_232 | spl0_82, inference(rat,[],[s8841,s8409,s7985,s8840,s8810,s8184,s7418])). 18.34/3.85 cnf(s8844, plain, spl0_232 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7863,s7453,s7768,s7568,s7769,s5526,s5533,s8001,s7595,s8409,s8682,s7566,s8344,s8632,s7985,s8429,s5757,s8102,s6698,s8469,s7581,s8129,s5760,s6802,s8193,s8451,s8843,s8349,s8842,s625,s8830,s8284,s621,s8839,s596,s7541,s8831,s8794,s8555,s8519,s7285,s8766,s7418])). 18.34/3.85 cnf(s8845, plain, spl0_214 | spl0_216 | spl0_93 | spl0_215 | spl0_82 | spl0_86, inference(rat,[],[s205,s5755,s5799])). 18.34/3.85 cnf(s8846, plain, spl0_236 | spl0_93 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s8213,s205,s6172,s6801,s7712,s6122,s7892,s8386,s8180,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426])). 18.34/3.85 cnf(s8847, plain, spl0_92 | ~spl0_161 | spl0_181 | spl0_184 | spl0_279 | spl0_93 | spl0_95 | spl0_215 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8817,s7499,s8295,s6594,s6796,s8255,s2630,s5766,s8845,s8733,s625,s8717,s612,s7531])). 18.34/3.85 cnf(s8848, plain, ~spl0_161 | spl0_181 | spl0_195 | spl0_184 | spl0_279 | spl0_93 | spl0_95 | spl0_215 | spl0_163 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s6542,s7499,s8295,s6594,s6796,s8255,s2630,s5766,s8845,s1970,s8340,s8333,s5806,s5805,s7399,s6705,s5728,s8194,s8560,s8508,s7697,s8847,s612,s7531,s7527,s625,s8717])). 18.34/3.85 cnf(s8849, plain, spl0_162 | spl0_328 | spl0_161 | spl0_195 | ~spl0_165, inference(rat,[],[s7653,s8560,s8654,s5745])). 18.34/3.85 cnf(s8850, plain, ~spl0_136 | spl0_161 | spl0_181 | spl0_195 | spl0_184 | spl0_279 | spl0_93 | ~spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s5746,s8295,s5766,s7809,s8436,s7499,s8001,s6120,s8409,s8849,s7281,s6263,s625,s8717])). 18.34/3.85 cnf(s8851, plain, spl0_195 | spl0_184 | spl0_279 | spl0_93 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5746,s8295,s5766,s7809,s8436,s7499,s5805,s8001,s6120,s7399,s8409,s6705,s5745,s5728,s8194,s8560,s8508,s1601,s8233,s8431,s8850,s8848,s7781,s7619,s5498,s7985,s8771,s8184,s7418,s7581,s7580,s625,s8717])). 18.34/3.85 cnf(s8852, plain, spl0_92 | ~spl0_256 | spl0_184 | spl0_279 | spl0_93 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s5498,s7985,s7616,s5596,s7781,s5527,s8436,s8409,s6592,s6121,s7499,s8577,s5766,s5814,s8733,s8184,s7418,s8005,s6272,s625,s8717,s7566,s612,s8338])). 18.34/3.85 cnf(s8853, plain, ~spl0_183 | spl0_91 | spl0_144 | spl0_218 | spl0_161 | spl0_257 | spl0_279 | spl0_93 | spl0_215 | ~spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8181,s8347,s8349,s6605,s5750,s7399,s8409,s5805,s6121,s5806,s7499,s8340,s8576,s5766,s625,s8717,s6705,s8194])). 18.34/3.85 cnf(s8854, plain, ~spl0_324 | spl0_183 | spl0_161 | spl0_184 | spl0_177 | ~spl0_165 | ~spl0_221, inference(rat,[],[s5498,s7985,s7616,s5596,s7781,s5527,s8436,s8409,s6592,s6121,s8005,s6272])). 18.34/3.85 cnf(s8855, plain, spl0_93 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7781,s8436,s7619,s8001,s5498,s8409,s7985,s5750,s5603,s8349,s8181,s8347,s6605,s7399,s5805,s5806,s8577,s7499,s8854,s8853,s6705,s8194,s8560,s8508,s7697,s8852,s612,s7566,s8338,s5984,s8344,s8851,s530,s7863,s6858,s5956,s8846,s8184,s7418,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8856, plain, ~spl0_161 | spl0_92 | spl0_147 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6800,s6331,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426,s6858,s530,s8436,s6592,s7499,s8817,s7781,s8295,s5942,s7619,s5985,s6796,s7212,s5498,s2630,s6281,s7985,s5685,s8333,s8771,s5814,s8344,s612,s7566,s7531,s8184,s6794,s8233])). 18.34/3.85 cnf(s8857, plain, ~spl0_183 | spl0_161 | spl0_92 | ~spl0_93 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217, inference(rat,[],[s8849,s8344,s8409,s8339,s6121,s612,s7499,s5814,s8795,s5685,s8295,s2630,s7809,s5988,s7285,s6263,s6794,s8233])). 18.34/3.85 cnf(s8858, plain, spl0_195 | spl0_183 | spl0_92 | spl0_147 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6542,s8295,s7227,s6796,s612,s2630,s5814,s6867,s8333,s5946,s6650,s6282,s7212,s5942,s6123,s6801,s6122,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426,s6858,s530,s8255,s7781,s7499,s7619,s8001,s6120,s5498,s8409,s7985,s8849,s8771,s8184,s6263,s6794,s8233,s8856])). 18.34/3.85 cnf(s8859, plain, spl0_92 | ~spl0_93 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6800,s6331,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s5942,s8376,s7426,s7212,s6858,s6281,s530,s8333,s8854,s5814,s7499,s612,s5716,s8338,s8344,s8858,s8857,s8856,s6794,s8233,s8184,s7285])). 18.34/3.85 cnf(s8860, plain, ~spl0_161 | spl0_91 | spl0_144 | spl0_147 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6800,s6331,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426,s6858,s530,s8255,s5942,s5985,s7212,s2630,s6281,s5685,s8333,s7781,s6592,s5806,s7619,s7499,s5805,s5498,s8586,s7399,s8785,s7985,s5728,s8771,s8344,s612,s7566,s7531,s7527,s8184,s7581,s7580,s6705,s8194])). 18.34/3.85 cnf(s8861, plain, spl0_195 | ~spl0_183 | spl0_161 | spl0_91 | spl0_144 | spl0_147 | spl0_215 | ~spl0_165 | spl0_217, inference(rat,[],[s6121,s7499,s8409,s8583,s5745,s5728,s7581,s7580,s6705,s8194])). 18.34/3.85 cnf(s8862, plain, ~spl0_183 | spl0_161 | spl0_91 | spl0_144 | spl0_147 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217, inference(rat,[],[s5806,s5805,s5685,s7399,s8785,s6605,s8347,s8181,s8349,s5750,s8409,s6121,s7499,s612,s8585,s8338,s8344,s8861,s2630,s5988,s6705,s8194])). 18.34/3.85 cnf(s8863, plain, spl0_195 | spl0_91 | spl0_144 | spl0_147 | spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6542,s8295,s7227,s6796,s612,s2630,s5806,s6867,s8333,s5946,s6650,s6282,s7212,s5942,s6123,s6801,s6122,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426,s6858,s530,s8255,s7781,s7499,s7619,s8001,s6120,s5805,s5498,s8409,s7399,s8785,s7985,s5745,s5728,s8771,s8184,s7581,s7580,s6705,s8194,s8862,s8860])). 18.34/3.85 cnf(s8864, plain, ~spl0_324 | spl0_218 | spl0_183 | spl0_161 | spl0_91 | spl0_144 | spl0_147 | spl0_177 | spl0_95 | ~spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_221 | spl0_86, inference(rat,[],[s6282,s7212,s8333,s5942,s5806,s6123,s5805,s6801,s6122,s7399,s8785,s7892,s8386,s1333,s6605,s7923,s7880,s627,s6635,s8347,s7850,s6117,s7424,s8181,s8376,s7426,s8349,s6858,s5750,s530,s8409,s8854,s6121,s6705,s8194])). 18.34/3.85 cnf(s8865, plain, spl0_177 | spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s2630,s6795,s6867,s8295,s5673,s5653,s5792,s5942,s6123,s6801,s6122,s7892,s8386,s1333,s7923,s7880,s627,s6635,s7850,s6117,s7424,s8376,s7426,s6858,s530,s8255,s7781,s7619,s8001,s5498,s8409,s7985,s5750,s5603,s8349,s8181,s8347,s6605,s8586,s7499,s8864,s612,s8338,s5984,s8344,s8863,s8862,s8860,s6705,s8194,s8560,s8508,s7697,s8859,s7285,s8855,s8184,s7418,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8866, plain, spl0_219 | spl0_218 | spl0_212 | spl0_95 | spl0_217, inference(rat,[],[s6605,s7399,s8347,s6705,s8181,s8194,s8560,s5805,s8508,s7697,s5806,s5814])). 18.34/3.85 cnf(s8867, plain, spl0_95 | spl0_215 | ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6605,s8586,s8347,s6705,s8181,s8194,s8560,s8508,s7697,s5716,s7285,s8577,s8866,s7499,s6120,s8409,s612,s5527,s7566,s8338,s5984,s8008,s8344,s8349,s5630,s8788,s5760,s8193,s8451,s8865,s7418,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s8868, plain, spl0_166 | ~spl0_161 | ~spl0_137 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8333,s5806,s6282,s5805,s8614,s7399,s6739,s6312,s8347,s7653,s8346,s6692,s8560,s596,s8349,s5681,s8616,s5603,s7418,s7742,s8516,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8869, plain, ~spl0_161 | spl0_184 | spl0_279 | spl0_92 | ~spl0_137 | spl0_215 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8614,s7509,s6653,s8333,s6542,s6365,s7499,s6594,s8255,s7781,s7619,s5498,s7985,s8868,s8295,s6796,s8445,s2630,s8193,s5766,s8845,s8738,s8733,s8344,s612,s7566,s7531,s7527,s8184,s7418,s7581,s7580,s7742,s625,s8717,s8516])). 18.34/3.85 cnf(s8870, plain, ~spl0_324 | spl0_177 | spl0_195 | spl0_161 | spl0_184 | spl0_279 | spl0_93 | spl0_147 | ~spl0_165 | spl0_82 | spl0_86, inference(rat,[],[s7638,s8641,s6739,s6692,s7653,s8614,s596,s8560,s5948,s8636,s5745,s5766,s8409,s8854,s6121,s8184,s7418,s625,s8717])). 18.34/3.85 cnf(s8871, plain, ~spl0_183 | spl0_172 | spl0_279 | spl0_93 | spl0_92 | spl0_215 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s612,s7241,s8733,s8576,s5766,s625,s8717])). 18.34/3.85 cnf(s8872, plain, spl0_91 | spl0_183 | spl0_177 | spl0_195 | spl0_161 | spl0_184 | ~spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s7781,s8255,s7619,s8001,s5498,s8409,s7985,s5745,s5681,s8184])). 18.34/3.85 cnf(s8873, plain, spl0_162 | spl0_218 | spl0_144 | spl0_195 | spl0_161 | spl0_93 | spl0_147 | ~spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s6282,s8614,s8333,s6739,s6692,s5806,s7638,s596,s5805,s8641,s8636,s8849])). 18.34/3.85 cnf(s8874, plain, spl0_218 | spl0_183 | spl0_177 | spl0_195 | spl0_161 | spl0_184 | spl0_93 | spl0_147 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8333,s5806,s6282,s5805,s8614,s7399,s6739,s6312,s8347,s8346,s6692,s596,s8349,s8616,s5603,s7985,s5498,s7616,s7781,s8255,s8001,s8409,s8873,s8184,s7653,s8560,s8872,s7418])). 18.34/3.85 cnf(s8875, plain, ~spl0_288 | spl0_257 | spl0_172 | spl0_93 | spl0_215 | spl0_82 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s8845,s6542,s5946,s6650])). 18.34/3.85 cnf(s8876, plain, spl0_162 | ~spl0_156 | spl0_144 | spl0_195 | spl0_161 | ~spl0_165, inference(rat,[],[s6739,s6692,s7638,s596,s8641,s8636])). 18.34/3.85 cnf(s8877, plain, spl0_177 | spl0_195 | spl0_161 | spl0_184 | spl0_279 | spl0_93 | spl0_147 | spl0_92 | spl0_215 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8347,s6739,s8346,s6692,s596,s8349,s8616,s5603,s7985,s5498,s7616,s7781,s8255,s8001,s8409,s8876,s8614,s8875,s7227,s612,s8874,s7653,s8560,s8872,s8871,s7499,s8870,s8184,s7418])). 18.34/3.85 cnf(s8878, plain, spl0_195 | spl0_161 | spl0_184 | spl0_279 | spl0_93 | spl0_147 | spl0_92 | spl0_215 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6739,s6312,s8614,s8347,s8875,s8346,s6692,s7499,s596,s6120,s6879,s8409,s7227,s7653,s8345,s5512,s612,s8560,s8008,s8349,s8122,s8129,s8738,s5682,s5630,s5760,s7573,s6802,s8193,s8451,s8877,s7418,s7581,s7580])). 18.34/3.85 cnf(s8879, plain, spl0_172 | spl0_258 | ~spl0_256 | spl0_93 | spl0_147 | spl0_215 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8614,s7509,s7720,s8577,s612,s8338])). 18.34/3.85 cnf(s8880, plain, spl0_215 | ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5630,s8008,s8193,s5527,s8451,s8409,s8854,s6121,s7499,s8879,s8295,s6796,s2630,s5766,s8845,s8733,s612,s8338,s8344,s8878,s8869,s530,s7863,s6858,s5956,s625,s8846,s8717,s8516,s7742,s8131,s8555,s5804,s8867,s8184,s7418,s6813,s5951,s5055,s8844,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s8881, plain, ~spl0_161 | spl0_95 | spl0_258 | spl0_183 | spl0_184 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s7399,s6705,s5805,s5728,s8194,s5806,s8560,s8333,s8508,s7697,s6396,s8817,s7499,s6594,s8255,s7781,s7619,s5498,s8445,s8193,s7985,s8788,s8771,s8344,s612,s7566,s7531,s7527,s8184,s7581,s7580])). 18.34/3.85 cnf(s8882, plain, spl0_195 | spl0_161 | spl0_95 | spl0_183 | spl0_184 | spl0_279 | spl0_93 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8850,s8233,s7781,s8501,s7619,s8560,s5498,s8872,s8445,s8193,s7985,s8788,s8771,s8184,s7418,s7581,s7580])). 18.34/3.85 cnf(s8883, plain, ~spl0_324 | spl0_161 | spl0_183 | spl0_184 | ~spl0_165 | ~spl0_221, inference(rat,[],[s5630,s8008,s8193,s5527,s8451,s8409,s8854,s6121,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s8884, plain, spl0_95 | spl0_258 | spl0_183 | spl0_184 | spl0_279 | spl0_93 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7621,s7781,s5498,s8255,s8445,s8001,s8193,s8409,s7985,s5760,s5750,s5603,s8349,s8866,s8333,s7398,s7499,s8883,s612,s8338,s8344,s8882,s8881,s8184,s7418,s7581,s7580])). 18.34/3.85 cnf(s8885, plain, ~spl0_161 | spl0_92 | ~spl0_137 | spl0_258 | spl0_183 | spl0_184 | spl0_93 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8614,s7509,s6653,s8333,s7434,s6365,s7499,s6594,s8255,s7781,s7619,s5498,s8445,s8193,s8738,s7985,s8344,s612,s8868,s7566,s7531,s8184,s7418,s7581,s7580,s7742])). 18.34/3.85 cnf(s8886, plain, spl0_177 | spl0_195 | spl0_161 | spl0_147 | spl0_258 | spl0_183 | spl0_184 | spl0_93 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8347,s6739,s8346,s6692,s596,s8349,s8616,s5603,s7985,s5498,s7616,s7781,s8255,s8001,s8409,s8876,s8614,s6653,s6542,s7653,s7227,s8560,s612,s8872,s8874,s7499,s8883,s8184,s7418])). 18.34/3.85 cnf(s8887, plain, spl0_195 | spl0_161 | spl0_147 | spl0_92 | spl0_258 | spl0_183 | spl0_184 | spl0_93 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6312,s8347,s6739,s8614,s8346,s6692,s6653,s596,s6542,s6879,s7227,s7653,s8345,s612,s8560,s8008,s8349,s8738,s5682,s5630,s5760,s8193,s8451,s8886,s7581,s7580,s7499,s8883,s8184,s7418])). 18.34/3.85 cnf(s8888, plain, spl0_93 | ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7718,s8614,s6623,s7720,s5653,s8344,s8887,s7499,s8883,s8885,s7742,s8131,s8555,s5804,s8884,s8295,s7568,s7857,s7461,s530,s7863,s6858,s5956,s8846,s8184,s7418,s6813,s5951,s5055,s8844,s625,s8830,s8284,s621,s8880])). 18.34/3.85 cnf(s8889, plain, spl0_229 | spl0_283 | ~spl0_262, inference(rat,[],[s6434,s8386])). 18.34/3.85 cnf(s8890, plain, ~spl0_236 | ~spl0_161 | spl0_95 | spl0_245 | ~spl0_262 | ~spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s530,s6858,s8881,s8295,s7568,s7857,s7461,s7863,s5956])). 18.34/3.85 cnf(s8891, plain, spl0_236 | spl0_271 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s8183,s1333,s7923,s627,s6635,s7850,s6117,s7424,s8376,s7426])). 18.34/3.85 cnf(s8892, plain, spl0_195 | spl0_183 | spl0_184 | spl0_161 | spl0_95 | ~spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s8409,s8849,s8001,s6263,s8255,s8233,s7781,s8501,s7619,s8560,s5498,s8872,s8445,s8193,s7985,s8788,s8771,s8184,s7581,s7580])). 18.34/3.85 cnf(s8893, plain, ~spl0_165 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7621,s7781,s5498,s8255,s8445,s8001,s8193,s8409,s7985,s5760,s5750,s5603,s8349,s8866,s8333,s612,s7398,s8338,s8344,s8892,s7499,s8883,s8295,s7568,s7857,s7461,s530,s7863,s8890,s6858,s5956,s8891,s8555,s8519,s8888,s625,s8830,s8284,s621,s8880,s7581,s7580,s8184,s7418,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8894, plain, ~spl0_183 | spl0_215 | spl0_279 | spl0_93 | ~spl0_161 | spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s6802,s8129,s8193,s8239,s8451,s8105,s5501,s8429,s7985,s5739,s5734,s7399,s6705,s8194,s8560,s5805,s7493,s8508,s7697,s5806,s7499,s8733,s8340,s8576,s5766,s8184,s7418,s7527,s612,s7531,s8344,s7566,s625,s8717])). 18.34/3.85 cnf(s8895, plain, spl0_92 | spl0_177 | spl0_215 | spl0_184 | spl0_279 | spl0_93 | spl0_95 | ~spl0_161 | spl0_204 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s7499,s8817,s7496,s8295,s7195,s6796,s5483,s2630,s7781,s8845,s8847,s8733,s8184,s7418,s612,s7531])). 18.34/3.85 cnf(s8896, plain, ~spl0_324 | spl0_177 | spl0_183 | spl0_184 | spl0_204 | ~spl0_221, inference(rat,[],[s7781,s5483,s8255,s7195,s6592,s7493])). 18.34/3.85 cnf(s8897, plain, ~spl0_302 | spl0_177 | spl0_183 | spl0_184 | spl0_165 | ~spl0_221, inference(rat,[],[s7781,s8255,s7619,s6607,s5498,s5501])). 18.34/3.85 cnf(s8898, plain, spl0_177 | spl0_215 | spl0_184 | spl0_279 | spl0_93 | spl0_95 | ~spl0_161 | spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s8845,s6365,s8340,s8333,s5806,s5805,s7399,s5734,s7985,s8897,s7499,s8896,s6705,s8194,s8560,s8508,s7697,s8895,s8184,s7418,s7988,s612,s7531,s8344,s7566,s8894])). 18.34/3.85 cnf(s8899, plain, ~spl0_324 | spl0_169 | spl0_183 | spl0_184 | spl0_165, inference(rat,[],[s7781,s7597,s8255,s8282,s6592,s7493])). 18.34/3.85 cnf(s8900, plain, spl0_92 | spl0_172 | spl0_215 | spl0_93 | spl0_95 | ~spl0_161 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s8845,s8817,s8733,s612,s7531])). 18.34/3.85 cnf(s8901, plain, spl0_215 | spl0_184 | spl0_279 | spl0_93 | spl0_95 | ~spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s8845,s6365,s8340,s8333,s5806,s5805,s7399,s6705,s5739,s8194,s8560,s8508,s7697,s8900,s7499,s8899,s8429,s8102,s8469,s7554,s8129,s6700,s6802,s7985,s8193,s8805,s8451,s8898,s8894,s7418,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8902, plain, ~spl0_324 | spl0_183 | spl0_184 | spl0_95 | spl0_195 | spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s6700,s7985,s7554,s8805,s8899,s8896,s8184,s7988])). 18.34/3.85 cnf(s8903, plain, spl0_93 | spl0_95 | ~spl0_161 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6802,s8129,s8193,s8239,s8451,s8105,s8897,s8429,s7985,s5739,s5734,s7399,s6705,s5805,s8194,s5806,s8560,s8333,s8508,s7697,s6396,s8817,s7499,s8902,s8295,s7568,s7857,s7461,s621,s8901,s530,s7863,s6858,s5956,s625,s8846,s8717,s8184,s7418,s6813,s5951,s5055,s8844,s8893,s7527,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8904, plain, ~spl0_283 | spl0_214 | spl0_215 | spl0_147 | spl0_218 | spl0_217, inference(rat,[],[s5673,s5792,s6867,s5942])). 18.34/3.85 cnf(s8905, plain, spl0_308 | spl0_229 | spl0_283, inference(rat,[],[s8387,s6331])). 18.34/3.85 cnf(s8906, plain, spl0_236 | spl0_283 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s8905,s627,s6801,s6117,s8891,s8376])). 18.34/3.85 cnf(s8907, plain, spl0_92 | spl0_214 | spl0_215 | spl0_147 | spl0_95 | spl0_218 | spl0_217, inference(rat,[],[s5685,s6794,s5814,s8233])). 18.34/3.85 cnf(s8908, plain, spl0_254 | spl0_281 | spl0_144 | spl0_214 | spl0_215 | spl0_147 | spl0_218 | spl0_217, inference(rat,[],[s5806,s5805,s5685,s7399,s6739])). 18.34/3.85 cnf(s8909, plain, ~spl0_183 | spl0_215 | spl0_147 | spl0_95 | ~spl0_161 | spl0_165 | spl0_217 | ~spl0_221, inference(rat,[],[s5786,s7212,s7509,s5789,s6653,s8333,s8341,s7434,s6396,s7499,s7496,s5501,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s7985,s5739,s5734,s8908,s6705,s8194,s8560,s8508,s7697,s8907,s8295,s2630,s7809,s5988,s7527,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8910, plain, spl0_92 | spl0_172 | spl0_215 | spl0_147 | spl0_95 | ~spl0_161 | spl0_217, inference(rat,[],[s6796,s2630,s8295,s8907,s8817,s612,s7531])). 18.34/3.85 cnf(s8911, plain, spl0_184 | spl0_215 | spl0_147 | spl0_95 | ~spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s6802,s8129,s8193,s8239,s8451,s8105,s8897,s8429,s7985,s5739,s5734,s8586,s6705,s8194,s8560,s8508,s7697,s8910,s7499,s8902,s7527,s612,s7531,s8344,s7566,s8909,s8184])). 18.34/3.85 cnf(s8912, plain, spl0_92 | spl0_331 | spl0_147 | spl0_95 | spl0_218 | spl0_217, inference(rat,[],[s6282,s7212,s8333,s6794,s5814,s8233])). 18.34/3.85 cnf(s8913, plain, spl0_254 | spl0_281 | spl0_144 | spl0_331 | spl0_147 | spl0_218 | spl0_217, inference(rat,[],[s8333,s5806,s6282,s5805,s7212,s7399,s6739])). 18.34/3.85 cnf(s8914, plain, spl0_215 | spl0_147 | spl0_95 | ~spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s8253,s7509,s6653,s8333,s7434,s6396,s7499,s7496,s5501,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s7985,s5739,s5734,s8913,s6705,s8194,s8560,s8508,s7697,s8912,s8295,s6796,s2630,s5792,s8904,s5942,s8906,s6858,s530,s8911,s8184,s7527,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8915, plain, spl0_95 | ~spl0_161 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6802,s8129,s8193,s8239,s8451,s8105,s8897,s8429,s7985,s5739,s5734,s7399,s6705,s5805,s8194,s5806,s8560,s8333,s8508,s7697,s6396,s8817,s7499,s8902,s8295,s7568,s7857,s7461,s530,s7863,s6858,s5956,s625,s8891,s8830,s8284,s621,s8914,s7285,s8903,s8184,s7418,s6813,s5951,s5055,s8844,s8893,s7527,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s8916, plain, ~spl0_324 | spl0_183 | spl0_184 | spl0_93 | spl0_92 | spl0_195 | spl0_218 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s6698,s5757,s7581,s7985,s8738,s6701,s8193,s7554,s8451,s8899,s8896,s8184,s7418,s7988])). 18.34/3.85 cnf(s8917, plain, spl0_215 | spl0_172 | spl0_216 | spl0_93 | spl0_147 | spl0_218 | spl0_257 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s7509,s8333,s8614,s6396,s8875,s8295,s6796,s2630,s8845])). 18.34/3.85 cnf(s8918, plain, ~spl0_161 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8614,s7509,s6653,s8333,s7434,s6396,s8295,s7857,s7461,s621,s8917,s7499,s8916,s5766,s530,s7863,s6858,s5956,s625,s8846,s8717,s8733,s8516,s7742,s8131,s8555,s5804,s8915,s8344,s612,s7566,s7531,s7527,s6813,s5951,s5055,s8844,s8893])). 18.34/3.85 cnf(s8919, plain, ~spl0_203 | spl0_177 | spl0_183 | spl0_184 | spl0_204 | ~spl0_221, inference(rat,[],[s7781,s5483,s8255,s7195,s8001,s7595])). 18.34/3.85 cnf(s8920, plain, spl0_177 | spl0_195 | spl0_183 | spl0_328 | spl0_184 | spl0_161 | spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s8560,s7653,s5704,s8670,s8409,s8919,s7985,s8897,s8184,s7988])). 18.34/3.85 cnf(s8921, plain, ~spl0_203 | spl0_169 | spl0_183 | spl0_184 | spl0_165, inference(rat,[],[s7781,s7597,s8255,s8282,s8001,s7595])). 18.34/3.85 cnf(s8922, plain, spl0_195 | spl0_183 | spl0_328 | spl0_95 | spl0_184 | spl0_161 | spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s8560,s5606,s7653,s8464,s8677,s8409,s8921,s8429,s8005,s8102,s7556,s8469,s7554,s7581,s8129,s6700,s8788,s6802,s7985,s8193,s8805,s8451,s8920])). 18.34/3.85 cnf(s8923, plain, spl0_92 | spl0_218 | spl0_215 | spl0_95 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s5531,s8258,s8122,s8129,s7985,s7546,s7573,s6802,s6701,s8193,s7978,s7554,s8451,s7545,s8409,s8899,s8896,s6121,s7499,s5705,s8344,s8922,s8295,s6796,s2630,s8845,s5766,s6263,s8733,s8233,s8184,s7418,s7988,s625,s8717])). 18.34/3.85 cnf(s8924, plain, ~spl0_183 | spl0_91 | spl0_144 | spl0_218 | spl0_215 | spl0_95 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8193,s6802,s8451,s8129,s5501,s8239,s7595,s8105,s8409,s8429,s7985,s8582,s5739,s5734,s8344,s5984,s8576,s7499,s5721,s7399,s8349,s5805,s8866,s5806,s8340,s5766,s8184,s7418,s625,s8717,s6705,s8194])). 18.34/3.85 cnf(s8925, plain, spl0_177 | spl0_195 | spl0_183 | spl0_91 | spl0_184 | spl0_161 | spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s5704,s8409,s7985,s8919,s8897,s8184,s7988])). 18.34/3.85 cnf(s8926, plain, spl0_195 | spl0_183 | spl0_91 | spl0_95 | spl0_184 | spl0_161 | spl0_165 | ~spl0_269 | spl0_98, inference(rat,[],[s5606,s8464,s8429,s8409,s8005,s8102,s8921,s7556,s8469,s7554,s7581,s8129,s6700,s8788,s6802,s7985,s8193,s8805,s8451,s8925])). 18.34/3.85 cnf(s8927, plain, spl0_177 | ~spl0_256 | spl0_197 | spl0_183 | spl0_218 | spl0_215 | spl0_95 | spl0_184 | spl0_93 | spl0_165 | spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8866,s8841,s8577,s8409,s7985,s7499,s8919,s8897,s8896,s8184,s7418,s7988])). 18.34/3.85 cnf(s8928, plain, spl0_169 | ~spl0_202 | ~spl0_256 | spl0_183 | spl0_218 | spl0_215 | spl0_95 | spl0_184 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8349,s8866,s8682,s8577,s8409,s7499,s8921,s8899,s7418])). 18.34/3.85 cnf(s8929, plain, spl0_218 | spl0_215 | spl0_95 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8577,s8866,s7499,s8349,s6120,s5760,s8409,s7581,s5531,s6698,s5757,s7985,s6701,s7554,s8928,s8122,s8129,s7573,s6802,s8193,s8451,s8927,s8344,s6291,s8926,s8924,s8560,s8508,s7697,s8923,s7418])). 18.34/3.85 cnf(s8930, plain, spl0_166 | spl0_162 | spl0_328 | spl0_195 | spl0_161 | ~spl0_269 | spl0_98, inference(rat,[],[s7653,s8560,s8670,s5704])). 18.34/3.85 cnf(s8931, plain, spl0_92 | spl0_215 | spl0_95 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7653,s8560,s8677,s8181,s8005,s8347,s7556,s8346,s7581,s8679,s8788,s8193,s8451,s5501,s7985,s8930,s8349,s8409,s5721,s7493,s6121,s7499,s8871,s8922,s6263,s8233,s8184,s7418,s8344,s8339,s612,s8929])). 18.34/3.85 cnf(s8932, plain, spl0_215 | spl0_95 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8193,s8679,s8451,s8346,s5501,s8347,s7985,s8181,s5704,s8349,s8409,s5721,s7493,s6121,s7499,s8576,s8926,s8560,s8508,s8931,s8344,s7227,s8339,s612,s8929,s8184,s7418])). 18.34/3.85 cnf(s8933, plain, ~spl0_324 | spl0_183 | spl0_184 | spl0_161 | spl0_165 | ~spl0_221, inference(rat,[],[s5531,s8258,s8122,s8129,s7985,s7546,s7573,s6802,s6701,s8193,s7978,s7554,s8451,s7545,s8409,s8899,s8896,s6121,s7988])). 18.34/3.85 cnf(s8934, plain, spl0_92 | spl0_258 | spl0_183 | spl0_95 | spl0_184 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s8922,s8344,s6263,s5705,s8233,s7499,s8933,s8184])). 18.34/3.85 cnf(s8935, plain, spl0_177 | ~spl0_212 | spl0_197 | spl0_183 | spl0_184 | spl0_165 | ~spl0_221, inference(rat,[],[s8841,s8409,s7985,s8919,s8897,s7988])). 18.34/3.85 cnf(s8936, plain, spl0_95 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s5760,s8682,s8193,s8451,s8935,s8349,s8866,s8333,s612,s7750,s8338,s8344,s6291,s8926,s8560,s8508,s8934,s7499,s8933,s8295,s7568,s7857,s7461,s621,s8932,s8184,s7418,s625,s8717])). 18.34/3.85 cnf(s8937, plain, spl0_166 | spl0_212 | spl0_162 | spl0_195 | ~spl0_156 | spl0_161 | ~spl0_269 | spl0_98, inference(rat,[],[s6312,s8347,s6739,s8346,s6692,s7653,s596,s8560,s8675,s5704])). 18.34/3.85 cnf(s8938, plain, ~spl0_183 | spl0_147 | spl0_92 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8346,s6692,s8679,s8193,s8451,s5501,s7985,s8937,s8349,s8409,s5721,s7493,s6121,s8344,s7499,s8339,s8871,s612,s8614,s621,s8733,s5948,s7453,s5766,s7568,s8184,s7418,s625,s8717])). 18.34/3.85 cnf(s8939, plain, spl0_177 | spl0_195 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7857,s7461,s8295,s621,s6542,s8875,s7227,s612,s5806,s8333,s6650,s6282,s8614,s8937,s8349,s5720,s5805,s8409,s7985,s8920,s8919,s8897,s7988,s625,s8717,s7499,s8933,s8938,s7742,s8555,s8131,s5804,s8936,s8184,s7418])). 18.34/3.85 cnf(s8940, plain, spl0_162 | ~spl0_202 | spl0_195 | spl0_172 | spl0_147 | spl0_279 | spl0_93 | spl0_161 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7857,s7461,s8295,s621,s6542,s8875,s7227,s612,s5806,s8333,s6650,s6282,s5805,s8614,s7399,s6739,s7653,s8560,s6312,s8181,s8347,s8346,s6692,s8349,s8679,s8682,s7418,s625,s8717])). 18.34/3.85 cnf(s8941, plain, spl0_195 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7857,s7461,s8295,s621,s6542,s8875,s6650,s8614,s6739,s6312,s8347,s8346,s6692,s7019,s8109,s7227,s7653,s8345,s7627,s612,s8560,s8349,s8225,s8738,s5682,s5760,s7581,s6698,s5757,s7985,s6701,s7554,s8921,s8409,s8940,s8429,s8102,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8939,s625,s8717,s7499,s8933,s8938,s7742,s8555,s8131,s5804,s8936,s8184,s7418])). 18.34/3.85 cnf(s8942, plain, spl0_93 | spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7718,s8614,s6623,s7720,s5653,s8295,s7857,s7461,s621,s8917,s8733,s612,s8338,s5984,s8344,s8941,s7499,s8933,s8938,s7742,s8131,s8555,s5804,s8936,s530,s7863,s6858,s5956,s625,s8846,s8717,s8184,s7418,s6813,s5951,s5055,s8844,s8893,s8918])). 18.34/3.85 cnf(s8943, plain, spl0_236 | ~spl0_183 | spl0_195 | spl0_95 | spl0_147 | spl0_161 | spl0_217 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s8785,s6705,s8582,s8194,s8560,s8409,s8508,s6121,s8233,s7499,s6792,s8341,s8253,s7227,s5948,s612,s6867,s8904,s5792,s621,s5942,s8284,s8906,s8891,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s8945, plain, ~spl0_262 | spl0_279 | spl0_263 | spl0_86, inference(rat,[],[s625,s8830,s7461,s8284])). 18.34/3.85 cnf(s8946, plain, spl0_92 | spl0_215 | spl0_258 | spl0_214 | spl0_195 | ~spl0_93 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s7653,s8560,s8677,s8181,s8005,s8347,s7556,s8346,s7581,s8679,s8788,s8193,s8451,s5501,s7985,s8930,s8349,s8409,s5721,s7493,s6121,s7499,s6263,s8795,s8233,s8184,s8555,s8519])). 18.34/3.85 cnf(s8947, plain, spl0_162 | spl0_177 | spl0_91 | spl0_144 | spl0_215 | ~spl0_183 | spl0_195 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s7496,s5501,s7499,s7985,s8583,s5704,s8582,s8184,s6705,s8194])). 18.34/3.85 cnf(s8948, plain, spl0_177 | spl0_91 | spl0_144 | spl0_215 | ~spl0_183 | spl0_195 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s5734,s7985,s8583,s5501,s7499,s7595,s6120,s8409,s8947,s8184,s6705,s8194])). 18.34/3.85 cnf(s8949, plain, ~spl0_183 | spl0_195 | ~spl0_93 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6121,s7499,s8409,s8583,s8464,s5739,s5606,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s8788,s6802,s8193,s8451,s8948,s6705,s8194,s8560,s8508,s7697,s8946,s621,s8945,s7863,s5956,s8943,s8295,s2630,s7809,s7568,s5988,s7285,s8555,s8519])). 18.34/3.85 cnf(s8950, plain, spl0_92 | spl0_215 | spl0_183 | spl0_195 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s7653,s8560,s8677,s8181,s8005,s8347,s7556,s8346,s7581,s8679,s8788,s8193,s8451,s5501,s7985,s8930,s8349,s8409,s5721,s7493,s6121,s7499,s6542,s8295,s6796,s2630,s6867,s7227,s5946,s6650,s612,s7212,s8912,s5942,s8906,s6858,s530,s8922,s6794,s6263,s8233,s8184])). 18.34/3.85 cnf(s8951, plain, spl0_162 | spl0_177 | ~spl0_283 | spl0_91 | spl0_144 | spl0_215 | spl0_195 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s8295,s6796,s6542,s2630,s7499,s6867,s7496,s7227,s5946,s6650,s5501,s612,s7212,s7985,s8913,s8785,s5704,s8582,s8184,s6705,s8194,s5942])). 18.34/3.85 cnf(s8952, plain, spl0_177 | ~spl0_283 | spl0_91 | spl0_144 | spl0_215 | spl0_195 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | ~spl0_269 | spl0_98, inference(rat,[],[s6796,s2630,s8295,s6867,s6542,s7227,s5946,s6650,s612,s7212,s8913,s8785,s5734,s7985,s5501,s7499,s7595,s6120,s8409,s8951,s8184,s6705,s8194,s5942])). 18.34/3.85 cnf(s8953, plain, spl0_215 | spl0_183 | spl0_86 | spl0_195 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98, inference(rat,[],[s6796,s2630,s8295,s6867,s6542,s7499,s7227,s5946,s6650,s6120,s612,s7212,s8409,s8913,s8785,s8464,s5739,s5606,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s8788,s6802,s8193,s8451,s8952,s5942,s8906,s6858,s530,s6705,s8926,s8194,s8560,s8508,s7697,s8950])). 18.34/3.85 cnf(s8954, plain, spl0_184 | spl0_183 | spl0_98 | spl0_95 | spl0_195 | spl0_161 | spl0_165 | ~spl0_269, inference(rat,[],[s8233,s8501,s6264,s8560,s8922,s8926])). 18.34/3.85 cnf(s8955, plain, spl0_183 | spl0_195 | spl0_86 | spl0_98 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269, inference(rat,[],[s8954,s530,s6858,s8891,s8284,s621,s8953])). 18.34/3.85 cnf(s8956, plain, spl0_195 | ~spl0_93 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s8955,s8949,s7285,s8555,s8519])). 18.34/3.85 cnf(s8957, plain, spl0_92 | ~spl0_183 | spl0_218 | spl0_95 | spl0_147 | spl0_217 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s5955,s7863,s8906,s8945,s5942,s621,s8912,s8907,s7568,s2630,s5988])). 18.34/3.85 cnf(s8958, plain, ~spl0_262 | spl0_263 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s5955,s7863,s8891,s8945,s8284])). 18.34/3.85 cnf(s8959, plain, ~spl0_183 | ~spl0_256 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_221 | spl0_86, inference(rat,[],[s8181,s8349,s8347,s5721,s6605,s7499,s8908,s8585,s621,s8958,s6705,s8194,s8560,s8508,s7697,s8957,s2630,s7568,s5988,s612,s8338])). 18.34/3.85 cnf(s8960, plain, ~spl0_262 | spl0_183 | spl0_218 | spl0_257 | spl0_197 | spl0_95 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s5760,s8682,s8193,s8451,s8935,s8349,s8866,s8333,s6396,s7499,s8933,s530,s8295,s6858,s7857,s8891,s8958,s8284,s8184])). 18.34/3.85 cnf(s8961, plain, spl0_92 | spl0_215 | ~spl0_256 | spl0_95 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | spl0_235 | spl0_234 | ~spl0_221 | spl0_86, inference(rat,[],[s530,s6858,s8933,s8906,s7499,s5942,s5716,s8912,s612,s8338,s8959])). 18.34/3.85 cnf(s8962, plain, ~spl0_283 | spl0_91 | spl0_144 | spl0_215 | ~spl0_256 | spl0_147 | spl0_161 | spl0_165 | spl0_217 | ~spl0_221, inference(rat,[],[s5721,s7499,s8349,s5653,s8181,s8295,s8347,s6796,s6605,s2630,s8913,s5792,s8904,s5942,s612,s8338,s6705,s8194])). 18.34/3.85 cnf(s8963, plain, spl0_217 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s5760,s8682,s8193,s8451,s8935,s8349,s8181,s8347,s6605,s8586,s7499,s8933,s530,s6858,s8906,s8962,s6705,s8194,s8560,s8508,s7697,s8961,s621,s8960,s8959,s612,s8338,s5984,s8344,s6291,s8956,s8555,s8519,s7285,s8942,s8918,s8893,s8184,s7418,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8964, plain, spl0_93 | spl0_215 | ~spl0_183 | ~spl0_161 | ~spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8193,s6802,s8451,s8129,s5501,s8239,s7580,s8105,s7581,s7985,s8429,s8613,s8630,s8632,s8758,s7493,s5948,s7499,s8845,s8576,s8184,s7418,s596,s7541,s7527,s8344,s7566,s2630,s5988])). 18.34/3.85 cnf(s8965, plain, ~spl0_183 | ~spl0_161 | ~spl0_217 | spl0_235 | spl0_234 | spl0_82 | spl0_86, inference(rat,[],[s8560,s8194,s8508,s6703,s8233,s8785,s6792,s7212,s5786,s5789,s6653,s8341,s7434,s7499,s7496,s5501,s8445,s8193,s6802,s8129,s8239,s7580,s8105,s7581,s7985,s8429,s8613,s8630,s8632,s8842,s8555,s8519,s7285,s8964,s621,s8295,s8958,s2630,s7809,s7568,s5988,s8184,s7418,s7635,s596,s7541,s7527,s8344,s7566])). 18.34/3.85 cnf(s8966, plain, ~spl0_202 | spl0_163 | spl0_195 | spl0_197 | ~spl0_269 | spl0_98, inference(rat,[],[s8345,s8008,s6879,s5630,s5760])). 18.34/3.85 cnf(s8967, plain, ~spl0_165 | spl0_93 | ~spl0_161 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s8875,s7434,s7499,s6594,s8255,s7781,s7619,s5498,s8445,s8193,s8966,s6650,s8758,s8613,s7985,s7581,s8616,s7580,s8184,s7418,s596,s7541,s7527,s8344,s7566,s8965,s8963,s530,s6858,s8846,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8968, plain, ~spl0_212 | spl0_165 | spl0_184 | spl0_183 | spl0_195 | spl0_197 | ~spl0_221, inference(rat,[],[s8129,s6802,s8239,s8193,s8105,s8451,s8429,s8935,s8632])). 18.34/3.85 cnf(s8969, plain, ~spl0_324 | spl0_165 | spl0_184 | spl0_183 | spl0_195 | spl0_197 | ~spl0_269 | spl0_98, inference(rat,[],[s6698,s5757,s7581,s7985,s8966,s6701,s8193,s7554,s8451,s8899,s8896,s8184,s7988])). 18.34/3.85 cnf(s8970, plain, spl0_93 | ~spl0_161 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s8875,s7434,s7499,s8969,s6650,s8758,s8968,s8967,s530,s6858,s8846,s8184,s7418,s596,s7541,s7527,s8344,s7566,s8965,s8963,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8971, plain, ~spl0_288 | spl0_172 | spl0_215 | ~spl0_283 | ~spl0_161, inference(rat,[],[s6796,s2630,s8295,s6867,s7434,s5946,s6650])). 18.34/3.85 cnf(s8972, plain, ~spl0_161 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8560,s8194,s8508,s6703,s8233,s8785,s6792,s8253,s8971,s7499,s7496,s5792,s621,s5501,s5942,s8284,s8445,s8906,s8891,s8193,s6858,s6802,s530,s8129,s8968,s8239,s7580,s8105,s7581,s7985,s8429,s8613,s8630,s8632,s8842,s8555,s8519,s7285,s8970,s8965,s8344,s7566,s8184,s7418,s6813,s5951,s5055,s8844,s7635,s596,s7541,s8963])). 18.34/3.85 cnf(s8973, plain, spl0_195 | ~spl0_165 | spl0_184 | spl0_279 | spl0_93 | spl0_161 | ~spl0_217 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7781,s7619,s8255,s5498,s5766,s8445,s5946,s8001,s8193,s8758,s7985,s8409,s8966,s8613,s8616,s8636,s8184,s7418,s596,s7541,s625,s8717,s7581,s7580])). 18.34/3.85 cnf(s8974, plain, ~spl0_183 | spl0_257 | ~spl0_165 | spl0_279 | spl0_93 | spl0_161 | ~spl0_217 | spl0_82 | spl0_86, inference(rat,[],[s8409,s5750,s6121,s8349,s7499,s8758,s8341,s5948,s8295,s5766,s7809,s625,s8717])). 18.34/3.85 cnf(s8975, plain, spl0_151 | spl0_183 | ~spl0_165 | spl0_184 | spl0_161 | ~spl0_269 | spl0_98, inference(rat,[],[s7621,s7781,s5498,s8255,s8445,s8001,s8193,s8409,s7985,s5760,s5750,s5603,s8184,s7581,s7580])). 18.34/3.85 cnf(s8976, plain, ~spl0_165 | spl0_93 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s8875,s7720,s8758,s8349,s8975,s7499,s8883,s8974,s5984,s8344,s8973,s8184,s7418,s8963,s8972,s7863,s5956,s530,s6858,s8846,s6813,s5951,s5055,s8844])). 18.34/3.85 cnf(s8977, plain, ~spl0_183 | spl0_165 | spl0_93 | spl0_161 | ~spl0_217 | spl0_235 | spl0_234 | spl0_82 | spl0_86, inference(rat,[],[s8450,s5501,s8193,s7595,s6802,s8409,s8129,s8464,s8239,s8005,s6602,s8105,s7556,s8096,s7985,s8429,s7581,s8244,s8630,s8632,s8613,s8344,s5984,s8576,s7499,s5721,s7538,s8349,s846,s8758,s621,s5948,s8958,s5766,s7568,s8184,s7418,s596,s7541,s625,s8717,s7863,s5956,s8846])). 18.34/3.85 cnf(s8978, plain, spl0_177 | spl0_195 | spl0_183 | spl0_165 | spl0_184 | spl0_161 | spl0_197 | ~spl0_221, inference(rat,[],[s8675,s8409,s7985,s8919,s8897,s7988])). 18.34/3.85 cnf(s8979, plain, spl0_195 | spl0_183 | spl0_165 | spl0_184 | spl0_161 | spl0_252 | ~spl0_269 | spl0_98, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s8966,s8679,s8193,s8451,s8978,s8184,s596])). 18.34/3.85 cnf(s8980, plain, ~spl0_288 | ~spl0_256 | spl0_172 | spl0_93 | spl0_235 | spl0_234 | spl0_82 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s8875,s7720,s5984])). 18.34/3.85 cnf(s8981, plain, spl0_93 | spl0_234 | ~spl0_269 | spl0_82 | spl0_86, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s5760,s8682,s8193,s8451,s8935,s8349,s8758,s8980,s8344,s8979,s7499,s8933,s8977,s8976,s530,s6858,s8846,s8184,s7418,s6813,s5951,s5055,s8844,s596,s7541,s8963,s8972])). 18.34/3.85 cnf(s8982, plain, ~spl0_156 | spl0_95 | spl0_254, inference(rat,[],[s8560,s8194,s8508,s6703,s8233,s8785,s6792])). 18.34/3.85 cnf(s8983, plain, ~spl0_183 | spl0_172 | ~spl0_256 | spl0_156 | spl0_147 | spl0_235 | spl0_234 | spl0_86, inference(rat,[],[s621,s8958,s8835,s7568])). 18.34/3.85 cnf(s8984, plain, ~spl0_165 | spl0_156 | ~spl0_212 | spl0_147 | spl0_161 | spl0_197 | spl0_235 | spl0_234 | ~spl0_269 | spl0_98 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s6867,s7720,s5946,s7212,s621,s5942,s8284,s8906,s8891,s6858,s530,s8975,s8983,s7499,s8344,s6120,s8613,s8409,s7581,s5750,s7580,s8349])). 18.34/3.85 cnf(s8985, plain, spl0_195 | spl0_165 | ~spl0_212 | spl0_161 | spl0_252 | ~spl0_221, inference(rat,[],[s8450,s5501,s8193,s7595,s6802,s8409,s8129,s8464,s8239,s8005,s6602,s8105,s7556,s8096,s7985,s8429,s7581,s8244,s8630,s8632,s8613,s596,s7538,s846])). 18.34/3.85 cnf(s8986, plain, spl0_184 | spl0_183 | spl0_165 | ~spl0_212 | spl0_161 | spl0_197 | ~spl0_269 | spl0_98, inference(rat,[],[s7985,s6701,s5757,s7554,s6698,s8921,s7581,s8409,s5760,s8682,s8193,s8451,s8935,s8184,s8349])). 18.34/3.85 cnf(s8987, plain, spl0_82 | spl0_104 | spl0_86, inference(rat,[],[s6796,s2630,s8295,s6867,s7720,s5946,s7212,s621,s5942,s8284,s8906,s8891,s6858,s530,s8986,s8983,s8344,s8985,s7499,s5721,s8984,s8982,s8349,s8842,s8555,s8519,s7285,s8981,s8972,s596,s7635,s7541,s8963,s6813,s5951,s5055,s8844,s8326,s6630,s8565,s8713,s8278,s8184,s7418])). 18.34/3.85 cnf(s8988, plain, ~spl0_171 | spl0_207 | spl0_164, inference(rat,[],[s5757,s8270,s7985,s6699,s7623])). 18.34/3.85 cnf(s8989, plain, spl0_166 | spl0_197 | ~spl0_165 | spl0_195, inference(rat,[],[s8429,s8102,s8470,s8469,s6879,s8109,s8129,s8345,s7627,s5595,s5596,s7601])). 18.34/3.85 cnf(s8990, plain, spl0_197 | spl0_207 | ~spl0_165 | spl0_195, inference(rat,[],[s8470,s8429,s6879,s8109,s8102,s8345,s7627,s8469,s8008,s8129,s5630,s6802,s8193,s8451,s8270,s6606,s7985,s8989,s7581,s7580])). 18.34/3.85 cnf(s8991, plain, spl0_212 | spl0_211 | spl0_254 | spl0_215 | spl0_218 | spl0_214 | spl0_217, inference(rat,[],[s8233,s8555,s6264,s7747,s7399,s8908,s8501,s7653,s8560,s6312,s8181])). 18.34/3.85 cnf(s8992, plain, spl0_166 | spl0_151 | ~spl0_165, inference(rat,[],[s8429,s8102,s8470,s8469,s8109,s8129,s7627,s5595,s5596,s7601])). 18.34/3.85 cnf(s8994, plain, ~spl0_316 | spl0_185 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s6147,s6006,s5960,s7770,s7484])). 18.34/3.85 cnf(s8995, plain, ~spl0_179 | spl0_185 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s6147,s6006,s6803,s7610,s2110])). 18.34/3.85 cnf(s8996, plain, spl0_216 | spl0_279 | spl0_93 | ~spl0_183 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s6867,s5486,s2630,s5988,s625,s8717,s621,s8945,s7568])). 18.34/3.85 cnf(s8997, plain, spl0_279 | spl0_212 | spl0_218 | spl0_93 | ~spl0_183 | spl0_217 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s8213,s5866,s8904,s7742,s8555,s8866,s7509,s8340,s5948,s8996,s621,s8945,s7568,s2630,s5988])). 18.34/3.85 cnf(s8998, plain, spl0_197 | spl0_315 | ~spl0_165 | spl0_195 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s5949,s1109,s8274,s6303,s8995,s8994,s7609,s7623,s6696,s7604,s7985,s8990,s8989,s8565,s7766,s8212])). 18.34/3.85 cnf(s8999, plain, ~spl0_262 | spl0_228 | spl0_283 | spl0_86, inference(rat,[],[s8283,s6755,s6432,s6114,s8288,s627,s8889])). 18.34/3.85 cnf(s9000, plain, spl0_212 | ~spl0_165 | spl0_218 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s621,s8991,s8999,s7712,s205,s8213,s5942,s5866,s7212,s6281,s7742,s8333,s8555,s5806,s8233,s5805,s6264,s7399,s6739,s8501,s7653,s8560,s6312,s8181,s8347,s8346,s6692,s596,s8998,s7769,s7768,s7863,s8997,s8325,s6688,s8571,s8987,s2630,s5988])). 18.34/3.85 cnf(s9001, plain, ~spl0_207 | spl0_315 | spl0_171 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s5949,s1109,s8274,s6303,s8995,s8994,s7609,s6696,s7604,s8565,s7766,s8212])). 18.34/3.85 cnf(s9002, plain, ~spl0_202 | spl0_151 | spl0_163, inference(rat,[],[s8470,s8429,s8109,s8102,s7627,s8469,s8008,s8129,s5630,s6802])). 18.34/3.85 cnf(s9003, plain, ~spl0_92 | spl0_158 | spl0_254, inference(rat,[],[s8194,s6703,s8560,s8264,s8508,s7697])). 18.34/3.85 cnf(s9004, plain, ~spl0_165 | spl0_218 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s8213,s5866,s8904,s7742,s8555,s5814,s9003,s5795,s5805,s5806,s7509,s8340,s5948,s621,s8996,s8945,s7863,s7768,s7769,s9001,s8270,s8445,s8193,s9002,s7623,s6606,s6692,s7985,s596,s8992,s8613,s8349,s9000,s7581,s7580,s8325,s6688,s8571,s8987,s7568,s2630,s5988])). 18.34/3.85 cnf(s9005, plain, ~spl0_322 | spl0_171 | spl0_315 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8274,s7609,s2110,s7490,s7466,s8994,s7484,s6303,s1109,s6265,s5982,s8565,s7766,s8212])). 18.34/3.85 cnf(s9006, plain, spl0_172 | ~spl0_262 | spl0_212 | ~spl0_161 | spl0_93 | spl0_258 | spl0_217 | spl0_86, inference(rat,[],[s7712,s205,s8999,s8213,s5942,s5866,s7212,s7742,s8555,s8866,s7509,s8333,s6653,s6365,s7434,s612,s7531])). 18.34/3.85 cnf(s9007, plain, ~spl0_302 | spl0_174 | spl0_315 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s7567,s8282,s9005,s7554,s7623,s6700])). 18.34/3.85 cnf(s9008, plain, ~spl0_170 | spl0_174 | spl0_315 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8282,s7567,s7554,s9005,s7550,s6699])). 18.34/3.85 cnf(s9009, plain, ~spl0_207 | spl0_174 | spl0_315 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s6265,s7567,s1109,s8282,s6303,s7592,s8994,s9001,s6696,s8565,s7766,s8212])). 18.34/3.85 cnf(s9010, plain, spl0_174 | spl0_315 | spl0_197 | spl0_165 | spl0_195 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8345,s6879,s8225,s9002,s8122,s8129,s7581,s7573,s6802,s6698,s8193,s5757,s8451,s8270,s9009,s9008,s7985,s9007])). 18.34/3.85 cnf(s9011, plain, spl0_212 | spl0_197 | ~spl0_161 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7212,s7742,s5786,s8555,s5789,s8866,s7509,s621,s8333,s6653,s9006,s8341,s6365,s7434,s7499,s7496,s9010,s7769,s7768,s7863,s8997,s8325,s6688,s8571,s8987,s2630,s5988,s8295,s7809,s7527,s9004,s612,s7531])). 18.34/3.85 cnf(s9012, plain, spl0_197 | ~spl0_161 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7499,s7496,s8341,s8458,s8996,s7567,s7863,s5982,s7768,s8438,s7769,s8995,s7609,s9001,s6696,s7604,s8270,s8445,s8193,s6802,s8129,s7554,s8239,s7623,s6606,s6700,s8105,s7985,s8429,s8630,s8632,s9011,s8325,s6688,s8571,s8987,s8565,s8295,s7809,s7527,s9004,s612,s7531])). 18.34/3.85 cnf(s9013, plain, spl0_279 | spl0_254 | spl0_218 | spl0_93 | ~spl0_183 | spl0_217 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s8213,s5866,s8904,s7742,s8555,s5814,s9003,s5795,s5805,s5806,s7509,s8340,s5948,s621,s8996,s8945,s7568,s2630,s5988])). 18.34/3.85 cnf(s9014, plain, spl0_212 | spl0_211 | spl0_254 | spl0_218 | spl0_93 | spl0_214 | spl0_217 | spl0_86, inference(rat,[],[s7712,s205,s8999,s8213,s5942,s5866,s7212,s6281,s7742,s8333,s8555,s5806,s8233,s5805,s6264,s7399,s6739,s8501,s7653,s621,s8560,s8991,s6312,s8181])). 18.34/3.85 cnf(s9015, plain, spl0_174 | spl0_151 | spl0_315 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s7581,s9002,s6698,s8193,s5757,s8451,s8270,s7985,s9009,s9008,s9007])). 18.34/3.85 cnf(s9016, plain, ~spl0_161 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s621,s5789,s8999,s5786,s7712,s205,s8213,s5942,s5866,s7212,s7742,s8555,s8817,s9003,s5795,s5805,s5806,s7509,s8333,s6653,s8341,s6365,s7434,s7499,s7496,s9015,s8349,s9014,s7769,s7768,s7863,s9013,s8347,s8346,s6692,s596,s9012,s9004,s612,s7531,s7527,s8325,s6688,s8571,s8987,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9017, plain, ~spl0_216 | spl0_257 | ~spl0_165 | spl0_161 | spl0_93 | spl0_195 | spl0_258 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s8213,s5942,s5866,s7212,s7742,s8555,s8233,s8876,s8501,s7653,s6264,s8560,s8849,s5745,s8409,s6121,s7499,s8341,s5948])). 18.34/3.85 cnf(s9018, plain, spl0_193 | spl0_315 | ~spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s5630,s5596,s8008,s7581,s7580])). 18.34/3.85 cnf(s9019, plain, spl0_212 | spl0_288 | spl0_172 | spl0_211 | spl0_254 | spl0_93 | ~spl0_183 | spl0_217 | spl0_86, inference(rat,[],[s7712,s8999,s205,s621,s8213,s5942,s8583,s5866,s7212,s7742,s8555,s8233,s6264,s6739,s7399,s8501,s7653,s8560,s6312,s8181])). 18.34/3.85 cnf(s9020, plain, ~spl0_165 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s9019,s6653,s6542,s7499,s6120,s8409,s5527,s9018,s8347,s8346,s6692,s596,s8998,s7769,s7768,s7863,s8996,s9017,s7227,s612,s7581,s8005,s9004,s7580,s6272,s8325,s6688,s8571,s8987,s8295,s7809,s9016])). 18.34/3.85 cnf(s9021, plain, spl0_218 | spl0_279 | spl0_165 | spl0_161 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_83 | spl0_104 | spl0_86, inference(rat,[],[s8438,s8995,s7609,s6696,s7604,s5982,s8270,s7567,s8445,s8458,s8193,s7595,s6802,s8409,s8129,s8464,s7554,s8239,s8005,s7623,s6606,s6700,s8105,s7556,s6602,s7985,s8429,s7581,s8096,s8630,s8632,s8613,s8244,s596,s7538,s6689,s846,s9013,s8997,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9022, plain, ~spl0_207 | spl0_180 | spl0_171 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s8438,s8995,s7609,s6696,s7604])). 18.34/3.85 cnf(s9023, plain, spl0_197 | ~spl0_324 | spl0_165 | spl0_161 | spl0_195 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s8005,s7556,s8464,s7581,s7564,s9002,s8109,s6879,s8263,s8096,s8429,s5524,s8102,s8469,s8122,s8129,s7573,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8458,s7554,s7623,s6606,s6700,s7985,s8675,s7493,s8409,s6121])). 18.34/3.85 cnf(s9024, plain, spl0_212 | spl0_211 | spl0_254 | spl0_288 | spl0_93 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s8213,s5942,s5866,s7212,s7742,s8555,s8233,s6264,s6739,s7399,s8501,s7653,s8560,s6312,s8181])). 18.34/3.85 cnf(s9025, plain, spl0_279 | spl0_165 | spl0_161 | spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_83 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8458,s7554,s7623,s6606,s6700,s7985,s5720,s8349,s9024,s8347,s8346,s6692,s596,s9023,s8409,s7493,s6121,s7499,s8341,s7227,s612,s9021,s5948,s8996,s8325,s6688,s8571,s8987,s8295,s7809])). 18.34/3.85 cnf(s9026, plain, spl0_197 | ~spl0_202 | spl0_162 | spl0_161 | spl0_195, inference(rat,[],[s8005,s7556,s8464,s7581,s7564,s9002,s8109,s6879,s8263,s8429,s8102,s8096,s5524,s8469,s8129,s6802,s8122,s7573])). 18.34/3.85 cnf(s9027, plain, ~spl0_252 | spl0_218 | spl0_212 | spl0_93 | spl0_214 | spl0_217 | spl0_86, inference(rat,[],[s8347,s9014,s8346,s6692])). 18.34/3.85 cnf(s9028, plain, spl0_197 | spl0_315 | spl0_165 | spl0_161 | spl0_195 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9026,s8675,s8409,s7595,s9010])). 18.34/3.85 cnf(s9029, plain, ~spl0_324 | spl0_315 | spl0_165 | spl0_161 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8225,s5527,s8122,s8129,s7581,s8005,s7573,s6802,s6698,s6611,s8193,s5757,s8451,s8270,s7985,s9008,s9009,s9007,s8409,s7493,s6121])). 18.34/3.85 cnf(s9030, plain, spl0_212 | spl0_172 | ~spl0_252 | spl0_93 | ~spl0_183 | spl0_217 | spl0_86, inference(rat,[],[s6542,s7227,s6650,s612,s9024,s9027,s2630,s5988,s8295,s7809,s6692,s8347,s8346])). 18.34/3.85 cnf(s9031, plain, spl0_93 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9001,s7623,s6606,s7985,s5720,s8409,s7595,s9015,s8349,s9030,s7499,s9029,s596,s9028,s7769,s7768,s7863,s9025,s9020,s9016,s8325,s6688,s8571,s8987,s8565])). 18.34/3.85 cnf(s9032, plain, spl0_215 | ~spl0_219 | spl0_218 | spl0_163 | spl0_95 | spl0_147 | spl0_195 | spl0_214 | spl0_217, inference(rat,[],[s8560,s5728,s8508,s8982,s8907,s5685])). 18.34/3.85 cnf(s9033, plain, spl0_212 | spl0_218 | ~spl0_165 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s6263,s8233,s7399,s8501,s7653,s8560,s6312,s8181,s8347,s8346,s6692,s596,s8998,s7769,s7768,s7863,s8945,s621,s9032,s8866,s8325,s6688,s8571,s8987,s7568,s2630,s5988,s7285,s8555,s8519,s9031,s7581,s7580])). 18.34/3.85 cnf(s9034, plain, spl0_218 | ~spl0_165 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s5795,s5805,s9003,s5806,s8907,s5685,s621,s8945,s7863,s7768,s7769,s9001,s8270,s8982,s8445,s7623,s6606,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9033,s8325,s6688,s8571,s8987,s7568,s2630,s5988,s7285,s8555,s8519,s9031,s7581,s7580])). 18.34/3.85 cnf(s9035, plain, spl0_215 | spl0_161 | ~spl0_165 | ~spl0_93 | spl0_195 | ~spl0_183 | spl0_217, inference(rat,[],[s8560,s8861,s8508,s7697,s8857,s7285,s8555,s8519])). 18.34/3.85 cnf(s9036, plain, spl0_212 | ~spl0_252 | spl0_95, inference(rat,[],[s6263,s8233,s7399,s8501,s7653,s8560,s6312,s8181,s6692,s8347,s8346])). 18.34/3.85 cnf(s9037, plain, ~spl0_165 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s9036,s596,s8998,s7769,s7768,s7863,s8945,s621,s9035,s7528,s612,s9034,s7581,s7580,s8325,s6688,s8571,s8987,s7568,s8555,s8519,s9031])). 18.34/3.85 cnf(s9038, plain, spl0_212 | ~spl0_161 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8347,s8560,s6605,s8508,s8982,s8907,s5685,s621,s8945,s7863,s7768,s7769,s9010,s7493,s7499,s6396,s596,s8333,s9036,s8866,s8325,s6688,s8571,s8987,s7568,s2630,s5988,s8295,s7809,s7285,s8555,s8519,s9031,s9037,s7527,s612,s7531])). 18.34/3.85 cnf(s9039, plain, spl0_197 | ~spl0_161 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7212,s5786,s7509,s5789,s8333,s6653,s8341,s6365,s7434,s7499,s621,s7496,s8945,s8282,s7863,s7567,s7768,s5982,s7769,s9022,s9001,s8270,s8445,s8193,s6802,s8129,s7554,s8239,s7623,s6606,s6700,s8105,s7985,s8429,s8630,s8632,s8325,s6688,s8571,s8987,s8565,s7568,s2630,s5988,s8295,s7809,s7285,s9031,s9037,s7527,s612,s7531,s9038])). 18.34/3.85 cnf(s9040, plain, spl0_215 | spl0_254 | spl0_218 | ~spl0_93 | spl0_214 | spl0_217, inference(rat,[],[s5805,s5795,s5806,s9003,s5685,s8907,s7285,s8982,s8555,s8519])). 18.34/3.85 cnf(s9041, plain, ~spl0_161 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s5805,s5795,s5806,s9003,s8333,s8817,s6365,s7499,s7496,s9015,s7769,s7768,s7863,s8945,s621,s9040,s6692,s596,s9039,s8349,s9038,s612,s7531,s8325,s6688,s8571,s8987,s7568,s2630,s5988,s8295,s7809,s8555,s8519,s9031,s9037])). 18.34/3.85 cnf(s9042, plain, spl0_197 | spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s8445,s9022,s8193,s5982,s6802,s7567,s8129,s5822,s8239,s7554,s7195,s8105,s7623,s6606,s6700,s7595,s8429,s7985,s8409,s5739,s5734,s8582,s8583,s6705,s8194,s8560,s8508,s7697,s8795,s621,s8945,s7863,s7768,s7769,s7499,s9028,s9023,s8325,s6688,s8571,s8987,s8565,s7568,s2630,s5988,s8295,s7809,s7285,s9031,s7988,s9037,s9041])). 18.34/3.85 cnf(s9043, plain, spl0_315 | spl0_151 | spl0_161 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9001,s7623,s6606,s7985,s5720,s8409,s7595,s9015])). 18.34/3.85 cnf(s9044, plain, spl0_172 | spl0_257 | spl0_215 | spl0_156 | spl0_147 | ~spl0_183, inference(rat,[],[s7212,s5786,s6653,s5789,s6542,s8341,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9045, plain, spl0_195 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8458,s7554,s7623,s6606,s6700,s7985,s5720,s8409,s7493,s6121,s7499,s9044,s7227,s612,s9040,s621,s8945,s7863,s7768,s7769,s9043,s8349,s8982,s9036,s6692,s596,s9042,s9041,s9037,s8555,s8519,s7285,s9031,s8325,s6688,s8571,s8987,s8565,s7568,s2630,s5988])). 18.34/3.85 cnf(s9046, plain, spl0_212 | spl0_93 | ~spl0_165 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7712,s8999,s205,s5942,s8213,s621,s7212,s5866,s8585,s7742,s8555,s8866,s7509,s8333,s7750,s7720,s7499,s6120,s8409,s5527,s9018,s7769,s7768,s7863,s8997,s8325,s6688,s8571,s8987,s8295,s7809,s7566,s612,s8338,s8344,s9045,s8005,s6272])). 18.34/3.85 cnf(s9047, plain, spl0_93 | ~spl0_165 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7768,s7863,s7769,s8996,s9001,s8341,s8270,s7499,s8445,s7623,s6606,s6120,s8193,s7985,s8409,s9002,s8992,s5750,s8349,s9046,s8325,s6688,s8571,s8987,s8295,s7809,s5984,s7566,s8344,s9045,s7581,s7580])). 18.34/3.85 cnf(s9048, plain, spl0_215 | ~spl0_93 | ~spl0_165 | spl0_161 | ~spl0_183 | spl0_217, inference(rat,[],[s8560,s8862,s8508,s7697,s8857,s7285,s8555,s8519])). 18.34/3.85 cnf(s9049, plain, ~spl0_165 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s8866,s8333,s7750,s7499,s6120,s8409,s5527,s9018,s7769,s7768,s7863,s8945,s621,s9048,s8555,s8519,s9047,s7581,s8005,s7580,s6272,s8325,s6688,s8571,s8987,s7568,s8295,s7809,s7566,s612,s8338,s8344,s9045])). 18.34/3.85 cnf(s9050, plain, spl0_279 | spl0_93 | spl0_165 | spl0_218 | spl0_161 | spl0_257 | ~spl0_183 | spl0_217 | spl0_83 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8458,s7554,s7623,s6606,s6700,s7985,s5720,s8409,s7493,s6121,s7499,s8349,s8341,s8997,s8996,s8325,s6688,s8571,s8987,s8295,s7809])). 18.34/3.85 cnf(s9051, plain, spl0_93 | ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7712,s8999,s205,s5942,s8213,s621,s7212,s5866,s9044,s7742,s8555,s8866,s7509,s8333,s7750,s7720,s8349,s7499,s9043,s9029,s7769,s7768,s7863,s9050,s8325,s6688,s8571,s8987,s8565,s8295,s7809,s5984,s7566,s612,s8338,s8344,s9045,s9049])). 18.34/3.85 cnf(s9052, plain, spl0_215 | ~spl0_93 | spl0_165 | ~spl0_256 | spl0_197 | ~spl0_183 | spl0_217 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8458,s7554,s7623,s6606,s6700,s7985,s8349,s8841,s8181,s8409,s8560,s7493,s6121,s8347,s8508,s7499,s6605,s8907,s8585,s9040,s2630,s5988,s7566,s612,s8338,s7285,s8555,s8519])). 18.34/3.85 cnf(s9053, plain, ~spl0_183 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8333,s8866,s7750,s8349,s7499,s9043,s9029,s7769,s7768,s7863,s8945,s621,s9052,s8555,s8519,s9051,s9049,s612,s7566,s8338,s8344,s6291,s9045,s8295,s7809,s7568,s8325,s6688,s8571,s8987,s8565])). 18.34/3.85 cnf(s9054, plain, spl0_95 | spl0_212 | spl0_279 | spl0_93 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s6867,s7712,s5983,s621,s205,s8945,s2630,s5488,s7857,s6795,s8295,s7434,s7499,s6594,s8255,s7781,s7619,s530,s9022,s7570,s7623,s7769,s7985,s8998,s8990,s8989,s1970,s8340,s8333,s596,s8866,s9036,s8325,s6688,s8571,s8987,s8565,s9053,s612,s7531,s8344,s7566,s625,s8717])). 18.34/3.85 cnf(s9055, plain, spl0_197 | spl0_180 | ~spl0_165 | spl0_195 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s7623,s9022,s7985,s8990,s8989])). 18.34/3.85 cnf(s9056, plain, ~spl0_252 | spl0_212 | spl0_93 | spl0_218 | spl0_217 | spl0_86, inference(rat,[],[s5805,s7399,s5806,s7653,s8333,s8560,s6282,s6312,s8181,s9024,s8347,s8346,s6692])). 18.34/3.85 cnf(s9057, plain, ~spl0_262 | spl0_172 | spl0_212 | spl0_279 | spl0_93 | ~spl0_161 | spl0_217 | spl0_86, inference(rat,[],[s8295,s7857,s9006,s8945])). 18.34/3.85 cnf(s9058, plain, spl0_258 | spl0_172 | spl0_147 | spl0_93 | ~spl0_161 | spl0_217 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983,s205,s5942,s8213,s7212,s5866,s7509,s6653,s8333,s7434,s6396,s7527,s612,s7531])). 18.34/3.85 cnf(s9059, plain, ~spl0_121 | spl0_283 | spl0_86, inference(rat,[],[s8283,s6755,s7419,s6114,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983])). 18.34/3.85 cnf(s9060, plain, spl0_212 | spl0_279 | spl0_93 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7509,s5866,s8340,s5948,s5488,s8213,s205,s9059,s8904,s2630,s6795,s8295,s9058,s621,s9057,s7499,s6594,s8255,s530,s7781,s7570,s7619,s7769,s9055,s8998,s596,s9056,s7742,s8555,s9054,s8325,s6688,s8571,s8987,s8565,s9053,s612,s7531,s8344,s7566,s625,s8717])). 18.34/3.85 cnf(s9061, plain, spl0_258 | spl0_172 | spl0_254 | spl0_93 | ~spl0_161 | spl0_217 | spl0_86, inference(rat,[],[s9003,s5795,s8233,s5805,s8555,s7914,s5806,s7747,s8333,s9058,s6396,s7527,s612,s7531])). 18.34/3.85 cnf(s9062, plain, spl0_216 | ~spl0_278 | spl0_279 | spl0_93 | spl0_86, inference(rat,[],[s9059,s205,s6867,s5488,s625,s8717,s2630,s6795,s621,s8945,s7857])). 18.34/3.85 cnf(s9063, plain, spl0_279 | spl0_93 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s205,s8213,s9059,s5866,s8904,s7742,s8555,s5814,s9003,s7509,s5795,s5805,s5806,s8340,s5948,s9062,s621,s8945,s2630,s7857,s6795,s8295,s9061,s7499,s6594,s8255,s530,s7781,s7570,s7619,s7769,s9022,s9001,s8270,s8445,s7623,s6606,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9060,s8325,s6688,s8571,s8987,s8565,s9053,s612,s7531,s8344,s7566,s7581,s7580])). 18.34/3.85 cnf(s9064, plain, spl0_93 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s9056,s596,s8998,s7769,s7768,s7863,s9063,s8325,s6688,s8571,s8987,s612,s7531,s8344,s7566,s7581,s7580])). 18.34/3.85 cnf(s9065, plain, spl0_212 | spl0_279 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s621,s9032,s8945,s2630,s7857,s6795,s8295,s6365,s7499,s6594,s8255,s530,s7781,s7570,s7619,s7769,s9055,s8998,s8333,s596,s8866,s9036,s8325,s6688,s8571,s8987,s8565,s9053,s612,s7531,s8344,s7566,s7581,s7580,s7285,s8555,s8519,s9064])). 18.34/3.85 cnf(s9066, plain, spl0_258 | spl0_172 | spl0_254 | spl0_95 | ~spl0_161 | spl0_217, inference(rat,[],[s5805,s5795,s5806,s9003,s8333,s8817,s6396,s7527,s612,s7531])). 18.34/3.85 cnf(s9067, plain, spl0_279 | ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s621,s9040,s8945,s2630,s7857,s6795,s8295,s9066,s7499,s6594,s8255,s530,s7781,s7570,s7619,s7769,s9022,s9001,s8270,s8445,s7623,s6606,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9065,s8325,s6688,s8571,s8987,s8565,s9053,s612,s7531,s8344,s7566,s7581,s7580,s8555,s8519,s9064])). 18.34/3.85 cnf(s9068, plain, ~spl0_165 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9001,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s9036,s596,s8998,s7769,s7768,s7863,s9067,s8555,s8519,s9064,s7581,s7580,s8325,s6688,s8571,s8987,s8344,s7566])). 18.34/3.85 cnf(s9069, plain, ~spl0_324 | spl0_197 | spl0_165 | spl0_195 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8345,s6879,s8225,s9002,s8122,s8129,s7581,s7573,s6802,s6698,s8193,s5757,s8451,s8270,s9022,s7985,s7616,s7547,s6701,s7781,s7592,s7554,s8255,s8899,s530,s7570,s7769,s9010,s6592,s7493,s8565])). 18.34/3.85 cnf(s9070, plain, ~spl0_219 | spl0_172 | spl0_279 | spl0_93 | ~spl0_161 | spl0_86, inference(rat,[],[s8295,s9062,s6365,s8340,s8333])). 18.34/3.85 cnf(s9071, plain, spl0_212 | spl0_279 | spl0_93 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s205,s8213,s9059,s5866,s8904,s5948,s2630,s9062,s6795,s8295,s9058,s7742,s8555,s8866,s7509,s9070,s621,s9057,s7499,s9069,s596,s9056,s8325,s6688,s8571,s8987,s9053,s612,s7531,s8344,s7566,s9068])). 18.34/3.85 cnf(s9072, plain, ~spl0_324 | spl0_151 | spl0_165 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s7581,s9002,s6698,s8193,s5757,s8451,s8270,s9022,s7985,s7616,s7547,s6701,s7781,s7592,s7554,s8255,s8899,s530,s7570,s7769,s9015,s6592,s7493,s8565])). 18.34/3.85 cnf(s9073, plain, spl0_197 | ~spl0_212 | spl0_165 | spl0_195 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s6607,s8255,s8282,s530,s7781,s7567,s7570,s7619,s5982,s7769,s9022,s9001,s8270,s8445,s8193,s6802,s8129,s7554,s8239,s7623,s6606,s6700,s8105,s7985,s8429,s8630,s8632,s8565])). 18.34/3.85 cnf(s9074, plain, spl0_279 | spl0_93 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s205,s9059,s8213,s8904,s5866,s621,s7742,s5948,s8945,s2630,s8555,s9062,s7857,s6795,s5814,s8295,s9003,s9061,s6692,s596,s9073,s5795,s5805,s5806,s7509,s9070,s7499,s9072,s8349,s9071,s8325,s6688,s8571,s8987,s9053,s612,s7531,s8344,s7566,s9068])). 18.34/3.85 cnf(s9075, plain, spl0_197 | ~spl0_311 | spl0_165 | spl0_195 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8345,s6879,s8008,s9002,s5630,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s8438,s7609,s2110,s7490,s6696,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s6607,s9010,s8565,s7766,s8212,s7769,s7768,s530,s7862])). 18.34/3.85 cnf(s9076, plain, spl0_93 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s8438,s7609,s2110,s7490,s6696,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s6607,s9015,s8349,s9056,s596,s9075,s530,s7769,s7862,s7768,s7863,s9074,s8325,s6688,s8571,s8987,s8565,s7766,s8212,s9053,s612,s7531,s8344,s7566,s9068])). 18.34/3.85 cnf(s9077, plain, spl0_212 | ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8910,s9040,s621,s8945,s2630,s7857,s6795,s8295,s6365,s7863,s7499,s9075,s9069,s8333,s596,s8866,s9036,s8325,s6688,s8571,s8987,s9053,s612,s7531,s8344,s7566,s9068,s7285,s8555,s8519,s9076])). 18.34/3.85 cnf(s9078, plain, ~spl0_161 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s8438,s7609,s2110,s7490,s6696,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s6607,s9015,s530,s7769,s7862,s7768,s7863,s8945,s621,s9040,s2630,s7857,s6795,s8295,s9066,s6692,s7499,s596,s9072,s9073,s8349,s9077,s8555,s8519,s9076,s9068,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8565,s7766,s8212,s9053])). 18.34/3.85 cnf(s9079, plain, spl0_197 | spl0_195 | ~spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8255,s530,s8001,s7781,s7570,s8409,s7619,s7769,s8636,s9055,s8998,s8565])). 18.34/3.85 cnf(s9080, plain, ~spl0_324 | ~spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s7621,s7781,s9022,s8255,s8270,s530,s8445,s7570,s7623,s6606,s8193,s7769,s7985,s5630,s9018,s5596,s8008,s5527,s8409,s6592,s6121,s8565,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s9081, plain, ~spl0_252 | spl0_279 | spl0_212 | spl0_172 | spl0_93 | spl0_217 | spl0_86, inference(rat,[],[s8295,s9062,s6542,s5946,s6650,s7227,s9024,s612,s8347,s9056,s8346,s6692])). 18.34/3.85 cnf(s9082, plain, spl0_258 | ~spl0_256 | spl0_212 | spl0_172 | spl0_93 | spl0_217 | spl0_86, inference(rat,[],[s9059,s205,s5942,s8213,s7212,s5866,s7742,s8555,s8866,s7509,s8333,s7720,s6396,s5984,s612,s8338])). 18.34/3.85 cnf(s9083, plain, spl0_279 | spl0_212 | ~spl0_165 | spl0_93 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s205,s9059,s8213,s8904,s5866,s7742,s8555,s8866,s7509,s621,s8340,s5948,s8945,s2630,s9062,s7857,s6795,s8295,s9082,s612,s8338,s8344,s9079,s596,s9081,s7499,s9080,s9078,s9053,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9084, plain, ~spl0_311 | ~spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8274,s7609,s8988,s2110,s7490,s6696,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s8001,s8409,s5527,s9018,s530,s7769,s7862,s7768,s8565,s7766,s8212,s7601,s8005,s6272])). 18.34/3.85 cnf(s9085, plain, ~spl0_165 | spl0_93 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8255,s530,s7781,s7570,s7619,s7769,s9022,s9001,s8270,s8445,s7623,s6606,s8001,s8193,s7985,s8409,s9002,s8992,s5750,s8349,s9083,s7863,s9084,s7581,s7580,s8325,s6688,s8571,s8987,s8565,s9053,s9078])). 18.34/3.85 cnf(s9086, plain, ~spl0_180 | spl0_184 | spl0_197 | spl0_195 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s7985,s6701,s8675,s7554,s8409,s8458,s8001,s6607,s8255,s7781,s7567,s7619,s5982])). 18.34/3.85 cnf(s9087, plain, ~spl0_171 | spl0_184 | spl0_197 | spl0_195 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s8409,s8675,s8921,s7985,s7592,s7623])). 18.34/3.85 cnf(s9088, plain, ~spl0_302 | spl0_207 | spl0_184 | spl0_197 | spl0_195 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s9026,s8193,s8409,s8451,s8921,s8270,s7554,s6606,s6700])). 18.34/3.85 cnf(s9089, plain, spl0_207 | spl0_184 | spl0_183 | spl0_197 | spl0_195 | spl0_165 | spl0_161, inference(rat,[],[s8345,s6879,s8225,s9002,s8122,s8129,s7581,s7573,s6802,s6698,s8193,s5757,s8451,s8270,s7547,s7554,s8921,s8409,s8675,s7985,s9088])). 18.34/3.85 cnf(s9090, plain, spl0_197 | spl0_195 | spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s9089,s9022,s9087,s9086,s530,s7570,s7769,s9028,s8565])). 18.34/3.85 cnf(s9091, plain, ~spl0_324 | spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s5531,s8122,s8129,s7573,s6802,s8193,s5757,s8451,s8270,s9022,s7985,s7616,s7547,s6701,s7781,s7592,s7554,s8255,s8899,s530,s7570,s7769,s8409,s9029,s6592,s6121,s8565])). 18.34/3.85 cnf(s9092, plain, spl0_279 | spl0_212 | spl0_93 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s205,s9059,s8213,s8904,s5866,s7742,s8555,s8866,s7509,s621,s8340,s5948,s8945,s2630,s9062,s7857,s6795,s8295,s612,s9082,s8338,s8344,s9090,s596,s9081,s7499,s9091,s9085,s9078,s9053,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9093, plain, ~spl0_207 | ~spl0_311 | spl0_165 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s7782,s1109,s8255,s6303,s6607,s8994,s9009,s6696,s8565,s7766,s8212,s7769,s7768,s530,s7862])). 18.34/3.85 cnf(s9094, plain, ~spl0_173 | spl0_207 | spl0_315 | spl0_165 | spl0_161 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s5531,s8122,s8129,s7573,s6802,s8193,s5757,s8451,s8270,s7985,s8409,s9008,s9007,s8001,s6607])). 18.34/3.85 cnf(s9095, plain, ~spl0_311 | spl0_165 | spl0_161 | spl0_183 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8008,s5630,s5527,s8193,s7581,s8005,s8409,s8451,s6698,s6611,s8921,s8270,s8988,s7592,s6699,s8274,s7609,s2110,s7490,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8255,s9094,s9093,s530,s7769,s7862,s7768,s8565,s7766,s8212])). 18.34/3.85 cnf(s9096, plain, ~spl0_180 | spl0_184 | spl0_151 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s7985,s6701,s5720,s7554,s8409,s8458,s8001,s6607,s8255,s7781,s7567,s7619,s5982])). 18.34/3.85 cnf(s9097, plain, ~spl0_171 | spl0_184 | spl0_151 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s8409,s5720,s8921,s7985,s7592,s7623])). 18.34/3.85 cnf(s9098, plain, ~spl0_302 | spl0_207 | spl0_184 | spl0_151 | spl0_165 | spl0_161 | spl0_183, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8409,s8451,s8921,s8270,s7554,s6606,s6700])). 18.34/3.85 cnf(s9099, plain, spl0_207 | spl0_184 | spl0_183 | spl0_151 | spl0_165 | spl0_161, inference(rat,[],[s7581,s9002,s6698,s8193,s5757,s8451,s8270,s7547,s7554,s8921,s8409,s5720,s7985,s9098])). 18.34/3.85 cnf(s9100, plain, spl0_93 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9099,s9022,s9097,s9096,s530,s7570,s7769,s9043,s8349,s9092,s7863,s9095,s9085,s8325,s6688,s8571,s8987,s8565,s9053,s9078])). 18.34/3.85 cnf(s9101, plain, spl0_212 | ~spl0_165 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s5716,s9040,s621,s8945,s2630,s7857,s6795,s8295,s7398,s8333,s8866,s612,s8338,s8344,s9079,s596,s9036,s7285,s8555,s8519,s9100,s7499,s9080,s7863,s9084,s9078,s9053,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9102, plain, ~spl0_165 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s530,s8255,s7570,s7781,s7769,s7619,s9022,s9001,s8270,s8445,s7623,s6606,s8001,s8193,s7985,s8409,s9002,s8992,s5750,s8349,s9101,s7581,s7580,s8325,s6688,s8571,s8987,s8565,s9053,s9078])). 18.34/3.85 cnf(s9103, plain, spl0_212 | spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s5716,s9040,s621,s8945,s2630,s7857,s6795,s8295,s7398,s8333,s8866,s612,s8338,s8344,s9090,s596,s9036,s7285,s8555,s8519,s9100,s7499,s9091,s7863,s9095,s9102,s9078,s9053,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9104, plain, spl0_217 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9022,s9099,s9097,s9096,s530,s7570,s7769,s9043,s8349,s9103,s9102,s9078,s9053,s8325,s6688,s8571,s8987,s8565])). 18.34/3.85 cnf(s9105, plain, ~spl0_161 | ~spl0_165 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7499,s7434,s6594,s8295,s8255,s9062,s8996,s5946,s6650,s9024,s7863,s530,s8516,s7781,s7768,s7570,s8555,s7619,s7769,s8842,s9055,s8998,s8613,s8344,s7566,s8325,s6688,s8571,s8987,s8565,s7635,s596,s7541,s8347,s8334,s9104,s7581,s7580])). 18.34/3.85 cnf(s9106, plain, ~spl0_288 | spl0_93 | ~spl0_183 | ~spl0_165 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7499,s6120,s7720,s8409,s8344,s5527,s8998,s9018,s7769,s7768,s7863,s8996,s5946,s8325,s6688,s8571,s8987,s596,s7541,s9104,s8005,s6272,s9105,s8295,s7809])). 18.34/3.85 cnf(s9107, plain, spl0_93 | ~spl0_183 | ~spl0_165 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7768,s7863,s7769,s8996,s9001,s8341,s8270,s7499,s8445,s7623,s6606,s6120,s5984,s8193,s7985,s8409,s8344,s9002,s8992,s5750,s8613,s8349,s9024,s9106,s8325,s6688,s8571,s8987,s7635,s596,s7541,s8347,s8334,s9104,s7581,s7580,s9105,s8295,s7809])). 18.34/3.85 cnf(s9108, plain, ~spl0_183 | ~spl0_165 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7863,s7768,s8945,s7769,s621,s9001,s5691,s8270,s7499,s8445,s7623,s6606,s6120,s8193,s7985,s8409,s8344,s9002,s8992,s5750,s8613,s8349,s8982,s8842,s8555,s8519,s7285,s9107,s8295,s2630,s7809,s7568,s5988,s8325,s6688,s8571,s8987,s7635,s596,s7541,s9104,s7581,s7580,s9105])). 18.34/3.85 cnf(s9109, plain, ~spl0_288 | spl0_93 | ~spl0_256 | spl0_279 | spl0_172 | spl0_86, inference(rat,[],[s8295,s9062,s7720,s5946])). 18.34/3.85 cnf(s9110, plain, spl0_151 | spl0_183 | spl0_161 | ~spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s8255,s530,s7781,s7570,s7619,s7769,s9022,s9001,s8270,s8445,s7623,s6606,s8001,s8193,s7985,s8409,s9002,s8992,s5750,s8565,s7581,s7580])). 18.34/3.85 cnf(s9111, plain, ~spl0_165 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9024,s9109,s8516,s8555,s8842,s8349,s9110,s8344,s7863,s7499,s9079,s9084,s9080,s9108,s9105,s8325,s6688,s8571,s8987,s7635,s596,s7541,s8347,s8334,s9104])). 18.34/3.85 cnf(s9112, plain, ~spl0_288 | spl0_93 | ~spl0_183 | ~spl0_161 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7769,s9010,s7768,s7493,s7863,s7499,s8996,s6542,s5946,s6650,s8325,s6688,s8571,s8987,s596,s7541,s9104,s9111,s7527,s8344,s7566,s8295,s7809])). 18.34/3.85 cnf(s9113, plain, spl0_93 | ~spl0_183 | ~spl0_161 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7499,s8341,s7496,s8996,s8458,s7863,s7567,s7768,s5982,s7769,s9022,s9001,s8270,s8445,s8193,s6802,s8129,s7554,s8239,s7623,s6606,s6700,s8105,s7985,s8429,s8630,s8632,s9024,s9112,s8325,s6688,s8571,s8987,s8565,s7635,s596,s7541,s8347,s8334,s9104,s9111,s7527,s8344,s7566,s8295,s7809])). 18.34/3.85 cnf(s9114, plain, ~spl0_183 | ~spl0_161 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9044,s7499,s621,s7496,s8945,s8458,s7863,s7567,s7768,s5982,s7769,s9022,s9001,s8270,s8445,s8193,s6802,s8129,s7554,s8239,s7623,s6606,s6700,s8105,s7985,s8429,s8630,s8632,s8982,s8842,s8555,s8519,s7285,s9113,s7568,s8325,s6688,s8571,s8987,s8565,s7635,s596,s7541,s9104,s9111,s7527,s8344,s7566])). 18.34/3.85 cnf(s9115, plain, ~spl0_161 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8295,s9062,s6542,s5946,s6650,s9024,s8516,s8555,s7499,s8842,s7863,s9069,s9073,s9075,s9114,s8344,s7566,s7527,s8325,s6688,s8571,s8987,s7635,s596,s7541,s8347,s8334,s9104,s9111])). 18.34/3.85 cnf(s9116, plain, ~spl0_288 | spl0_93 | ~spl0_183 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s7720,s8344,s7499,s9028,s9029,s7769,s7768,s7863,s8996,s5946,s8325,s6688,s8571,s8987,s596,s7541,s9104,s9111,s9115,s8295,s7809])). 18.34/3.85 cnf(s9117, plain, spl0_195 | ~spl0_212 | spl0_161 | spl0_165 | spl0_252 | spl0_83 | spl0_239 | spl0_104, inference(rat,[],[s9022,s5982,s8270,s7567,s8445,s8282,s8193,s7595,s6802,s8409,s8129,s8464,s7554,s8239,s8005,s6602,s7623,s6606,s6700,s8105,s7556,s8096,s7985,s8429,s7581,s8244,s8630,s8632,s8613,s596,s7538,s846])). 18.34/3.85 cnf(s9118, plain, spl0_93 | ~spl0_183 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8282,s7554,s7623,s6606,s6700,s7985,s8841,s8409,s7493,s6121,s7499,s8341,s5984,s8344,s9117,s8996,s7863,s7768,s7769,s9043,s8349,s9024,s9116,s8325,s6688,s8571,s8987,s8565,s7635,s596,s7541,s8347,s8334,s9104,s9111,s9115,s8295,s7809])). 18.34/3.85 cnf(s9119, plain, ~spl0_183 | spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s9022,s5982,s7567,s8282,s7554,s7623,s6606,s6700,s7985,s8841,s8409,s7493,s6121,s7499,s8835,s621,s8945,s7863,s7768,s7769,s8344,s9043,s9117,s8349,s8982,s8842,s8555,s8519,s7285,s9118,s7568,s8325,s6688,s8571,s8987,s8565,s7635,s596,s7541,s9104,s9111,s9115])). 18.34/3.85 cnf(s9120, plain, spl0_151 | spl0_183 | spl0_161 | spl0_165 | spl0_106 | spl0_239 | spl0_104, inference(rat,[],[s9022,s9099,s9097,s9096,s530,s7570,s7769,s9043,s8565])). 18.34/3.85 cnf(s9121, plain, spl0_106 | spl0_104 | spl0_86, inference(rat,[],[s9024,s9109,s8516,s8555,s8842,s8349,s9120,s8344,s7863,s7499,s9090,s9095,s9091,s9119,s9115,s9111,s8347,s596,s8334,s7635,s7541,s9104,s8325,s6688,s8571,s8987])). 18.34/3.85 cnf(s9122, plain, ~spl0_316 | ~spl0_247 | spl0_185 | spl0_239, inference(rat,[],[s6515,s6812,s6006,s5960,s7770,s7484])). 18.34/3.85 cnf(s9123, plain, spl0_217 | spl0_212 | spl0_93 | ~spl0_183 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110,s8274,s5949,s1109,s6303,s9122,s5055,s5950,s7623,s7609,s6813,s7985,s6696,s7604,s8846,s7769,s8989,s8990,s5954,s7768,s596,s7863,s9056,s8997,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9124, plain, spl0_212 | spl0_93 | ~spl0_183 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110,s8274,s5949,s1109,s6303,s5055,s9122,s5950,s6813,s8846,s7769,s5954,s7768,s7863,s8996,s7623,s7609,s5946,s7985,s6696,s7604,s9024,s8989,s8990,s8347,s596,s8334,s7635,s7541,s9123,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8344,s7566])). 18.34/3.85 cnf(s9125, plain, spl0_93 | ~spl0_183 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110,s8274,s5949,s1109,s6303,s5055,s9122,s5950,s6813,s8846,s7769,s7609,s5954,s7768,s6696,s7604,s7863,s8270,s9013,s8445,s7623,s6606,s7541,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9124,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9126, plain, spl0_212 | ~spl0_183 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110,s8274,s5949,s1109,s6303,s7769,s5055,s7768,s9122,s5950,s7623,s7609,s7863,s6813,s7985,s6696,s7604,s8945,s8958,s8989,s8990,s621,s596,s9032,s8866,s9036,s8842,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s612,s7531,s8344,s7566,s7568,s2630,s5988,s7285,s8555,s8519,s9125])). 18.34/3.85 cnf(s9127, plain, ~spl0_183 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110,s8274,s5949,s1109,s6303,s7769,s5055,s7768,s9122,s5950,s7863,s6813,s7609,s8945,s8958,s6696,s7604,s621,s8270,s9040,s8445,s7623,s6606,s7541,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9126,s9125,s2630,s7568,s5988,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9129, plain, ~spl0_179 | ~spl0_247 | spl0_185 | spl0_239, inference(rat,[],[s6515,s6812,s6006,s6803,s7610,s2110])). 18.34/3.85 cnf(s9130, plain, spl0_172 | spl0_279 | spl0_217 | spl0_212 | spl0_93 | ~spl0_161 | spl0_86, inference(rat,[],[s205,s8213,s9059,s5866,s8904,s5948,s2630,s9062,s6795,s8295,s9058,s7742,s8555,s8866,s7509,s621,s9070,s9057,s612,s7531])). 18.34/3.85 cnf(s9131, plain, ~spl0_317 | spl0_173 | spl0_171 | spl0_178 | spl0_185 | spl0_93 | spl0_183 | spl0_104 | spl0_86, inference(rat,[],[s8438,s7616,s9129,s7781,s6813,s8255,s8846,s530,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9132, plain, ~spl0_180 | spl0_315 | spl0_173 | spl0_185 | spl0_93 | spl0_183 | spl0_104 | spl0_86, inference(rat,[],[s6303,s5055,s9122,s5950,s6813,s8846,s6858,s530,s8255,s7781,s1109,s7619,s5949,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9133, plain, spl0_173 | spl0_171 | spl0_178 | spl0_185 | spl0_93 | spl0_183 | spl0_104 | spl0_86, inference(rat,[],[s1109,s6303,s7782,s5055,s8255,s5963,s530,s5964,s6858,s5936,s8846,s6515,s7484,s6813,s6006,s6803,s7467,s9129,s7610,s2110,s8274,s9132,s7769,s9131,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9134, plain, spl0_217 | spl0_212 | spl0_93 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s1109,s5949,s6303,s8438,s5055,s9129,s9122,s5950,s6813,s8846,s7769,s5954,s7768,s7863,s9130,s7499,s6594,s9133,s7623,s7609,s7985,s6696,s7604,s8989,s8990,s596,s9056,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s612,s7531,s8344,s7566,s9127])). 18.34/3.85 cnf(s9135, plain, spl0_212 | spl0_93 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s1109,s5949,s6303,s8438,s5055,s9129,s9122,s5950,s6813,s8846,s7769,s5954,s7768,s7863,s9062,s8295,s7434,s7499,s6594,s9133,s7623,s7609,s5946,s6650,s7985,s6696,s7604,s9024,s8989,s8990,s8347,s596,s8334,s7635,s7541,s9134,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8344,s7566,s9127])). 18.34/3.85 cnf(s9136, plain, spl0_279 | spl0_172 | spl0_217 | spl0_254 | spl0_93 | ~spl0_161 | spl0_86, inference(rat,[],[s205,s9059,s8213,s8904,s5866,s7742,s8555,s5814,s9003,s5795,s5805,s621,s5948,s5806,s7509,s8945,s9062,s9070,s612,s7531,s7857,s2630,s6795,s8295,s9061])). 18.34/3.85 cnf(s9137, plain, spl0_93 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s1109,s5949,s6303,s8438,s5055,s9129,s9122,s5950,s6813,s8846,s7769,s5954,s7768,s7863,s9136,s7499,s6594,s9133,s7609,s6696,s7604,s8270,s8445,s7623,s6606,s7541,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9135,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s8344,s7566,s9127])). 18.34/3.85 cnf(s9138, plain, ~spl0_278 | ~spl0_219 | spl0_217 | spl0_279 | spl0_95 | spl0_147 | spl0_195 | spl0_218 | spl0_163 | spl0_86, inference(rat,[],[s621,s9032,s8945,s2630,s7857,s6795])). 18.34/3.85 cnf(s9139, plain, spl0_212 | spl0_217 | ~spl0_317 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s5728,s8560,s8982,s8508,s7212,s8912,s5942,s8906,s6813,s9129,s8274,s7616,s7781,s8255,s6592,s7499,s7434,s8295,s9138,s7623,s7609,s7985,s6696,s7604,s6281,s8989,s8990,s1970,s8340,s8333,s596,s8866,s9036,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s612,s7531,s8344,s7566,s9127,s7285,s8555,s8519,s9137,s7421,s530,s7570,s7863,s7768])). 18.34/3.85 cnf(s9140, plain, spl0_331 | spl0_254 | spl0_217 | spl0_95 | spl0_147 | spl0_218, inference(rat,[],[s7638,s6258,s8913,s9003,s7697,s8912])). 18.34/3.85 cnf(s9141, plain, spl0_217 | ~spl0_317 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s621,s9040,s8945,s2630,s7857,s6795,s8295,s9066,s7499,s6594,s8255,s7781,s7619,s8438,s9129,s6813,s8906,s5942,s9140,s7609,s6696,s7604,s8270,s8445,s7623,s6606,s6692,s8193,s7985,s596,s9002,s8992,s8613,s8349,s9139,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s612,s7531,s8344,s7566,s9127,s7285,s8555,s8519,s9137,s7421,s530,s7570,s7863,s7768])). 18.34/3.85 cnf(s9142, plain, ~spl0_217 | spl0_95 | spl0_195 | spl0_163, inference(rat,[],[s8613,s596,s8842,s7541])). 18.34/3.85 cnf(s9143, plain, ~spl0_247 | spl0_208 | spl0_185 | spl0_315 | spl0_239, inference(rat,[],[s6303,s5055,s9122,s5950])). 18.34/3.85 cnf(s9144, plain, spl0_331 | spl0_95 | spl0_147 | spl0_195 | spl0_218 | spl0_163, inference(rat,[],[s8560,s5728,s8508,s9140,s8912,s9142])). 18.34/3.85 cnf(s9145, plain, ~spl0_180 | spl0_173 | spl0_185 | spl0_283 | spl0_315 | spl0_183 | spl0_104 | spl0_86, inference(rat,[],[s6858,s8906,s530,s6813,s8255,s9143,s7781,s1109,s7619,s5949,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9146, plain, spl0_173 | spl0_171 | spl0_178 | spl0_185 | spl0_283 | spl0_315 | spl0_183 | spl0_104 | spl0_86, inference(rat,[],[s1109,s6303,s7782,s5055,s8255,s5963,s530,s5964,s6858,s5936,s8906,s6515,s7484,s6813,s6006,s6803,s7467,s9129,s7610,s2110,s8274,s9145,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9147, plain, spl0_197 | ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s5949,s1109,s8438,s9143,s9129,s6813,s8906,s5954,s7863,s9138,s8295,s6365,s7499,s6594,s9146,s8333,s7623,s7609,s8866,s7985,s6696,s7604,s8613,s8989,s8990,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9127,s7769,s9141,s9142,s5942,s9144,s8555,s8519,s7285,s9137,s8344,s7566,s612,s7531,s7581,s7580])). 18.34/3.85 cnf(s9148, plain, ~spl0_161 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s5949,s1109,s8438,s9143,s9129,s6813,s8958,s621,s9040,s2630,s7857,s6795,s8295,s9066,s7499,s6594,s9146,s7609,s6696,s7604,s8270,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s9036,s6692,s596,s9147,s5942,s9144,s7769,s9141,s9142,s8555,s8519,s7285,s9137,s9127,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580])). 18.34/3.85 cnf(s9149, plain, spl0_197 | spl0_279 | spl0_93 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s7229,s8341,s612,s8295,s8996,s8997,s7809,s9133,s7499,s8001,s6120,s7623,s7609,s8409,s7985,s6696,s7604,s8613,s8636,s8989,s8990,s7581,s7580,s9148])). 18.34/3.85 cnf(s9150, plain, ~spl0_183 | spl0_254 | spl0_279 | spl0_93 | spl0_195 | spl0_217 | spl0_161 | ~spl0_165 | spl0_86, inference(rat,[],[s7229,s9017,s612,s8295,s8996,s9013,s7809])). 18.34/3.85 cnf(s9151, plain, ~spl0_324 | ~spl0_207 | spl0_183 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s7985,s5596,s7623,s5527,s9133,s8409,s6592,s6121,s8005,s6272,s9148,s6696,s7609,s7604])). 18.34/3.85 cnf(s9152, plain, ~spl0_207 | spl0_183 | ~spl0_252 | spl0_279 | spl0_93 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s9133,s7623,s8001,s7985,s8409,s8992,s5750,s8349,s9081,s7499,s9151,s7609,s6696,s7604,s9148])). 18.34/3.85 cnf(s9153, plain, spl0_193 | spl0_207 | ~spl0_165, inference(rat,[],[s8270,s8445,s6606,s8193,s7985,s5630,s5596,s8008,s7581,s7580])). 18.34/3.85 cnf(s9154, plain, spl0_279 | spl0_93 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8270,s8445,s6606,s8193,s7985,s9002,s8992,s8349,s9081,s7499,s6120,s8409,s5527,s9153,s9152,s9150,s6692,s596,s9149,s8005,s6272,s7581,s7580,s9148])). 18.34/3.85 cnf(s9155, plain, spl0_197 | ~spl0_247 | spl0_315 | spl0_195 | ~spl0_165 | spl0_239, inference(rat,[],[s5949,s1109,s8438,s7623,s9143,s9129,s7609,s7985,s6696,s7604,s8989,s8990])). 18.34/3.85 cnf(s9156, plain, spl0_166 | ~spl0_183 | ~spl0_252 | spl0_93 | spl0_217 | spl0_161 | ~spl0_165 | spl0_86, inference(rat,[],[s7499,s6120,s9030,s8409,s8349,s5527,s8992,s5596,s8005,s6272])). 18.34/3.85 cnf(s9157, plain, ~spl0_207 | spl0_171 | ~spl0_247 | spl0_315 | spl0_239, inference(rat,[],[s5949,s1109,s8438,s9143,s9129,s7609,s6696,s7604])). 18.34/3.85 cnf(s9158, plain, ~spl0_183 | ~spl0_252 | ~spl0_247 | spl0_315 | spl0_93 | spl0_217 | spl0_161 | ~spl0_165 | spl0_239 | spl0_86, inference(rat,[],[s9030,s8349,s7499,s9002,s6120,s8193,s8409,s8451,s5527,s8270,s9153,s9157,s7623,s6606,s7985,s9156,s8005,s6272,s7581,s7580])). 18.34/3.85 cnf(s9159, plain, ~spl0_207 | spl0_183 | ~spl0_247 | spl0_184 | spl0_315 | spl0_161 | ~spl0_165 | spl0_239, inference(rat,[],[s8409,s8001,s5527,s8255,s5596,s7782,s7985,s1109,s7623,s9143,s9157,s6696,s8005,s6272])). 18.34/3.85 cnf(s9160, plain, spl0_93 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s2110,s8274,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s8255,s8001,s8409,s5527,s9153,s8988,s9159,s9158,s596,s9155,s5055,s5950,s6813,s8846,s530,s7769,s5954,s7862,s7768,s7863,s9154,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7601,s8005,s6272,s9148])). 18.34/3.85 cnf(s9161, plain, ~spl0_183 | spl0_197 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s7769,s7768,s9155,s7863,s6813,s8945,s8958,s621,s9048,s7568,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s9160])). 18.34/3.85 cnf(s9162, plain, ~spl0_288 | spl0_257 | spl0_215 | ~spl0_283 | spl0_172, inference(rat,[],[s6796,s2630,s8295,s6867,s6542,s5946,s6650])). 18.34/3.85 cnf(s9163, plain, ~spl0_156 | spl0_95 | spl0_195 | spl0_163, inference(rat,[],[s8560,s8508,s5728,s8233,s8982,s6792])). 18.34/3.85 cnf(s9164, plain, ~spl0_317 | spl0_183 | spl0_172 | spl0_173 | spl0_171 | spl0_178 | spl0_185 | spl0_95 | spl0_147 | spl0_195 | spl0_163 | spl0_104 | spl0_86, inference(rat,[],[s7229,s9162,s612,s621,s7212,s9144,s8284,s5942,s8891,s8906,s6813,s9129,s8274,s7616,s7781,s8255,s530,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9163])). 18.34/3.85 cnf(s9165, plain, spl0_197 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s9162,s6542,s7227,s6650,s612,s7212,s9144,s5942,s6813,s9146,s9155,s7769,s9164,s9161,s7499,s8001,s6120,s7623,s7609,s8409,s7985,s6696,s7604,s8636,s8989,s8990,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s7285,s9163,s8555,s8519,s9160,s7581,s7580])). 18.34/3.85 cnf(s9166, plain, ~spl0_317 | spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s621,s8945,s9048,s7568,s7863,s9164,s7768,s7285,s8001,s7623,s7499,s6120,s8409,s5750,s9148,s6696,s7609,s7604,s8270,s8445,s8193,s9002,s7581,s7580,s6606,s7985,s8992,s8349,s9036,s596,s9165,s8555,s8519,s9160])). 18.34/3.85 cnf(s9167, plain, ~spl0_183 | spl0_235 | ~spl0_93 | spl0_217 | spl0_161 | ~spl0_165 | spl0_234 | spl0_86, inference(rat,[],[s621,s8958,s9048,s7568])). 18.34/3.85 cnf(s9168, plain, spl0_195 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s9162,s6542,s7227,s6650,s612,s7212,s9144,s5942,s9146,s9167,s6813,s9157,s7769,s9166,s7609,s6696,s7604,s8270,s7499,s8445,s7623,s6606,s8001,s6120,s8193,s7985,s8409,s9002,s8992,s5750,s8349,s9036,s596,s9165,s9163,s8555,s8519,s7285,s9160,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s9148])). 18.34/3.85 cnf(s9169, plain, spl0_279 | ~spl0_183 | spl0_93 | spl0_218 | spl0_257 | spl0_217 | spl0_161 | ~spl0_165 | spl0_86, inference(rat,[],[s6120,s8409,s7499,s5750,s8341,s8349,s8996,s8997,s8295,s7809])). 18.34/3.85 cnf(s9170, plain, spl0_166 | spl0_258 | spl0_93 | ~spl0_256 | spl0_217 | spl0_161 | ~spl0_165 | spl0_86, inference(rat,[],[s7499,s6120,s9082,s8409,s8349,s5527,s8992,s5596,s8005,s6272])). 18.34/3.85 cnf(s9171, plain, ~spl0_183 | spl0_93 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s9082,s8349,s7499,s9002,s6120,s8193,s8409,s8451,s5527,s8270,s9153,s9157,s7623,s6606,s7985,s9170,s6813,s8846,s7769,s5954,s7768,s7863,s9169,s8295,s7809,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8005,s6272,s7581,s7580,s9148,s5984,s612,s8338,s8344,s9168])). 18.34/3.85 cnf(s9172, plain, ~spl0_324 | spl0_183 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s5527,s9153,s8409,s9151,s6121,s8005,s6272,s9148])). 18.34/3.85 cnf(s9173, plain, spl0_212 | spl0_279 | spl0_172 | spl0_93 | ~spl0_256 | spl0_217 | spl0_86, inference(rat,[],[s205,s8213,s9059,s5866,s8904,s7742,s8555,s8866,s7509,s621,s8340,s8945,s2630,s9062,s7857,s6795,s8295,s9082,s612,s8338,s9109])). 18.34/3.85 cnf(s9174, plain, ~spl0_207 | spl0_171 | spl0_173 | spl0_183 | spl0_93 | spl0_104 | spl0_86, inference(rat,[],[s9133,s7609,s6696,s7604])). 18.34/3.85 cnf(s9175, plain, spl0_151 | spl0_183 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9174,s8445,s7623,s6606,s8001,s8193,s7985,s8409,s9002,s8992,s5750,s7581,s7580,s9148])). 18.34/3.85 cnf(s9176, plain, spl0_93 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s2110,s8274,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s8255,s8001,s8409,s5527,s9153,s8988,s5055,s9159,s5950,s6813,s8846,s530,s7769,s5954,s7862,s7768,s7863,s9173,s8349,s9175,s7499,s9172,s9171,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7601,s8005,s6272,s9148,s8344,s9168])). 18.34/3.85 cnf(s9177, plain, spl0_193 | spl0_315 | ~spl0_247 | ~spl0_165 | spl0_239, inference(rat,[],[s7623,s9157,s7985,s9153,s5596])). 18.34/3.85 cnf(s9178, plain, ~spl0_183 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8270,s9157,s8445,s7623,s6606,s8193,s7985,s9002,s8992,s8349,s8866,s8333,s7750,s7499,s6120,s8409,s5527,s9177,s7769,s7768,s7863,s8945,s6813,s621,s8295,s9167,s9048,s7809,s7568,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8005,s6272,s7581,s7580,s9148,s612,s8338,s8344,s9168,s8555,s8519,s9176])). 18.34/3.85 cnf(s9179, plain, ~spl0_324 | ~spl0_317 | spl0_171 | ~spl0_207 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8912,s9140,s5942,s8906,s6813,s9129,s8274,s7616,s8349,s7781,s5750,s8255,s8409,s6592,s6121,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s612,s8338,s8344,s9168,s7285,s8555,s8519,s9176,s9178,s6696,s7609,s7604,s7421,s530,s7570])). 18.34/3.85 cnf(s9180, plain, spl0_212 | spl0_172 | spl0_279 | ~spl0_93 | ~spl0_256 | spl0_217 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s5716,s9040,s621,s8945,s2630,s7857,s6795,s8295,s7398,s8333,s8866,s612,s8338,s7285,s8555,s8519])). 18.34/3.85 cnf(s9181, plain, ~spl0_317 | spl0_171 | ~spl0_207 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s7509,s8253,s9162,s5655,s5792,s621,s5942,s8284,s8906,s8891,s6813,s9129,s8274,s7616,s7781,s8255,s8001,s8409,s5750,s8349,s9180,s7499,s9179,s7863,s530,s7768,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s5984,s612,s8338,s8344,s9168,s7285,s9176,s9178,s6696,s7609,s7604])). 18.34/3.85 cnf(s9182, plain, ~spl0_324 | spl0_171 | ~spl0_207 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8912,s9140,s8349,s5942,s5750,s9146,s8409,s6592,s6121,s9148,s612,s8338,s8344,s9168,s7285,s8555,s8519,s9176,s9178,s6696,s7609,s7604,s7769,s9181])). 18.34/3.85 cnf(s9183, plain, spl0_212 | spl0_172 | spl0_235 | ~spl0_93 | ~spl0_256 | spl0_217 | spl0_234 | spl0_86, inference(rat,[],[s621,s5655,s8958,s8906,s632,s5954,s7492,s7863,s9180,s8866,s612,s8338,s8555,s8519])). 18.34/3.85 cnf(s9184, plain, spl0_171 | ~spl0_207 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s621,s6867,s8958,s2630,s7857,s6795,s8295,s5653,s5673,s5792,s5942,s9146,s8001,s8409,s5750,s8349,s9183,s7499,s9182,s6813,s9157,s7769,s9181,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s612,s8338,s8344,s9168,s7285,s9176,s9178,s6696,s7609,s7604])). 18.34/3.85 cnf(s9185, plain, ~spl0_207 | spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s9159,s530,s7769,s7862,s7768,s7863,s6813,s9180,s9183,s7499,s6120,s8409,s8349,s5527,s8992,s5596,s7985,s7623,s9184,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8005,s6272,s9148,s8344,s9168,s9176,s9178])). 18.34/3.85 cnf(s9186, plain, spl0_151 | spl0_207 | ~spl0_165, inference(rat,[],[s8270,s8445,s6606,s8193,s7985,s9002,s8992,s7581,s7580])). 18.34/3.85 cnf(s9187, plain, spl0_217 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s2110,s8274,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s8255,s530,s7769,s5055,s7862,s7768,s5950,s7863,s6813,s9180,s9183,s8349,s9186,s7499,s8001,s6120,s8409,s5527,s9153,s8988,s9185,s9178,s9176,s8344,s9168,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7601,s8005,s6272,s9148])). 18.34/3.85 cnf(s9188, plain, ~spl0_324 | ~spl0_207 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6813,s9157,s8846,s7769,s5954,s7768,s7863,s8996,s7623,s5946,s7985,s9024,s5596,s8349,s5527,s5750,s8409,s9151,s6121,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8005,s6272,s9148,s7635,s8347,s8334,s9187])). 18.34/3.85 cnf(s9190, plain, ~spl0_288 | ~spl0_183 | spl0_172 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6813,s9155,s8846,s7769,s5954,s7768,s7863,s8344,s8996,s7720,s5946,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s596,s7541,s9187,s8295,s7809])). 18.34/3.85 cnf(s9191, plain, ~spl0_183 | ~spl0_207 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s9157,s7623,s6813,s8846,s7769,s5954,s7768,s7863,s8996,s8341,s5984,s7985,s8344,s8992,s8613,s8349,s9024,s9190,s8295,s7809,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7581,s7580,s7635,s596,s7541,s8347,s8334,s9187,s7499,s9188])). 18.34/3.85 cnf(s9192, plain, spl0_171 | ~spl0_207 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6813,s9157,s8846,s7769,s5954,s7768,s7863,s9109,s8344,s8636,s8409,s8001,s9174,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s596,s7541,s7499,s9188,s9024,s8349,s9175,s9191,s7635,s8347,s8334,s9187])). 18.34/3.85 cnf(s9193, plain, ~spl0_207 | spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s6813,s9159,s8846,s530,s7769,s5954,s7862,s7768,s7863,s9109,s8344,s8989,s7985,s7623,s9192,s9024,s8349,s9175,s9191,s7499,s9188,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9148,s7635,s596,s7541,s8347,s8334,s9187])). 18.34/3.85 cnf(s9194, plain, spl0_93 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s2110,s8274,s7466,s7609,s7484,s7490,s6303,s9143,s5055,s1109,s7616,s5950,s7782,s7781,s6813,s8255,s8846,s530,s7769,s5954,s7862,s7768,s7863,s9109,s9190,s7499,s8001,s6120,s9024,s8409,s8349,s5527,s8344,s9186,s9153,s8988,s8990,s9193,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7601,s8005,s6272,s9148,s7635,s596,s7541,s8347,s8334,s9187])). 18.34/3.85 cnf(s9195, plain, ~spl0_183 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s7768,s7863,s7769,s8945,s9157,s621,s6813,s8835,s8983,s7568,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7285,s8982,s7635,s8344,s9142,s7581,s7580,s9186,s7623,s7985,s8992,s7499,s6120,s8409,s5750,s8349,s8842,s8555,s8519,s9194,s9187,s9148])). 18.34/3.85 cnf(s9196, plain, ~spl0_317 | ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s9162,s7212,s621,s5942,s8284,s8906,s8891,s6813,s9129,s8274,s7616,s7781,s8255,s530,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7285,s8982,s7635,s5984,s8344,s9142,s7581,s7580,s6696,s8001,s7623,s7985,s8992,s7609,s7604,s9186,s7499,s6120,s8409,s5750,s8349,s8842,s8555,s8519,s9194,s9187,s9148,s9195])). 18.34/3.85 cnf(s9197, plain, ~spl0_165 | spl0_104 | spl0_86, inference(rat,[],[s8958,s7857,s621,s8295,s9162,s7720,s7212,s5942,s6813,s9146,s9157,s7769,s9196,s9195,s7499,s7609,s7623,s8001,s6120,s6696,s7604,s7985,s8409,s9186,s8992,s5750,s5984,s8349,s8344,s8982,s8842,s9142,s8555,s8519,s7285,s9194,s7635,s9187,s9148,s7581,s7580,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9198, plain, spl0_212 | spl0_218 | spl0_279 | spl0_93 | ~spl0_183 | spl0_86, inference(rat,[],[s8347,s9024,s8334,s7635,s8997,s5948,s8996])). 18.34/3.85 cnf(s9199, plain, ~spl0_161 | spl0_166 | spl0_279 | spl0_93 | ~spl0_183 | spl0_86, inference(rat,[],[s9013,s7541,s6692,s596,s8630,s9198,s8344,s612,s7566,s7531])). 18.34/3.85 cnf(s9200, plain, ~spl0_317 | spl0_171 | spl0_93 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8347,s9024,s8346,s6692,s596,s8675,s8344,s8339,s612,s9198,s8349,s5720,s9199,s7985,s6701,s7554,s8458,s7567,s5982,s8438,s5948,s9129,s8996,s6813,s7863,s8846,s7768,s7421,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s6696,s7609,s7604])). 18.34/3.85 cnf(s9201, plain, ~spl0_322 | spl0_315 | spl0_171 | ~spl0_207 | spl0_239, inference(rat,[],[s5963,s5964,s5055,s5936,s6303,s6515,s7484,s6006,s6803,s7467,s7610,s2110,s1109,s8274,s6265,s5982,s6696,s7609,s7604])). 18.34/3.85 cnf(s9202, plain, spl0_171 | spl0_93 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8347,s9024,s8346,s6692,s596,s8675,s8344,s8339,s612,s9198,s8349,s5720,s9199,s7985,s6701,s7554,s8458,s7567,s9201,s5948,s8996,s7863,s5956,s8846,s6813,s9157,s7769,s9200,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121])). 18.34/3.85 cnf(s9203, plain, spl0_279 | spl0_166 | spl0_93 | ~spl0_183 | spl0_162 | spl0_86, inference(rat,[],[s8347,s9024,s8346,s6692,s596,s8675,s8344,s8339,s612,s9198,s8349,s5720,s5948,s9199,s8996])). 18.34/3.85 cnf(s9204, plain, spl0_93 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s6813,s9143,s8846,s7769,s5954,s7768,s7863,s9203,s1109,s6265,s7567,s8282,s7985,s7592,s7623,s9202,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s6696])). 18.34/3.85 cnf(s9205, plain, spl0_212 | spl0_218 | spl0_215 | ~spl0_93 | spl0_214, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8907,s9040,s8842,s7285,s8555,s8519])). 18.34/3.85 cnf(s9206, plain, ~spl0_283 | spl0_218 | spl0_215 | ~spl0_93 | spl0_214, inference(rat,[],[s8982,s8253,s7635,s5948,s5792,s8904,s6867,s5942,s7285,s8555,s8519])). 18.34/3.85 cnf(s9207, plain, ~spl0_161 | spl0_171 | spl0_215 | spl0_236 | ~spl0_93 | spl0_178 | spl0_185 | spl0_214 | spl0_174 | spl0_104 | spl0_86, inference(rat,[],[s9040,s7541,s6692,s596,s8630,s7985,s6701,s7554,s8458,s7567,s5982,s8438,s9129,s6813,s8906,s9206,s9205,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197])). 18.34/3.85 cnf(s9208, plain, spl0_212 | spl0_171 | ~spl0_317 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s7567,s5982,s8282,s8438,s7554,s9129,s6700,s6813,s7985,s8943,s8675,s8344,s8339,s612,s596,s9205,s9036,s8842,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s8409,s6121,s7285,s8555,s8519,s9207,s621,s8945,s7863,s7768,s7568,s7421,s9204,s7609,s7604,s6696,s2630,s5988,s7493])). 18.34/3.85 cnf(s9209, plain, spl0_171 | ~spl0_317 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8943,s7633,s8344,s8982,s8339,s8253,s612,s5948,s5792,s9206,s6867,s5942,s8906,s6813,s9129,s8274,s5982,s7567,s8282,s7554,s6700,s7985,s5720,s8349,s9208,s9207,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s2630,s5988,s6696,s7609,s7604,s7285,s8555,s8519,s9204,s7421,s621,s8945,s7863,s7768,s7568])). 18.34/3.85 cnf(s9210, plain, ~spl0_161 | spl0_166 | spl0_215 | ~spl0_93 | spl0_214, inference(rat,[],[s9040,s7541,s6692,s596,s8630,s9205,s8344,s612,s7566,s7531])). 18.34/3.85 cnf(s9211, plain, ~spl0_317 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8344,s8339,s8675,s612,s596,s9205,s9036,s8349,s5720,s9210,s7985,s7623,s9209,s621,s8945,s7863,s7768,s8409,s6121,s7568,s2630,s5988,s8555,s8519,s9204])). 18.34/3.85 cnf(s9212, plain, spl0_171 | ~spl0_161 | spl0_315 | ~spl0_93 | ~spl0_207 | ~spl0_183 | spl0_174 | spl0_104 | spl0_86, inference(rat,[],[s7985,s6701,s9210,s7554,s621,s8458,s8958,s7567,s6813,s9201,s9157,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7568,s2630,s5988])). 18.34/3.85 cnf(s9213, plain, ~spl0_161 | spl0_315 | ~spl0_93 | ~spl0_207 | ~spl0_183 | spl0_174 | spl0_104 | spl0_86, inference(rat,[],[s9143,s6813,s1109,s8958,s6265,s621,s7567,s9210,s8282,s7985,s7592,s7623,s9212,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7568,s2630,s5988,s6696])). 18.34/3.85 cnf(s9214, plain, spl0_171 | ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8344,s8339,s8675,s612,s596,s9205,s9036,s8349,s5720,s7985,s6701,s7554,s621,s8458,s8958,s7567,s6813,s9201,s9157,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s8409,s6121,s7568,s2630,s5988,s8555,s8519,s9213,s7769,s9211,s9204,s7493])). 18.34/3.85 cnf(s9215, plain, ~spl0_207 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9205,s612,s621,s8338,s8958,s8344,s6813,s8675,s9143,s596,s1109,s9036,s6265,s8349,s7567,s5720,s8282,s7985,s7592,s7623,s9214,s9213,s7769,s9211,s8555,s8519,s9204,s6696,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s7568,s2630,s5988])). 18.34/3.85 cnf(s9216, plain, spl0_279 | ~spl0_161 | spl0_93 | spl0_207 | ~spl0_183 | spl0_162 | spl0_86, inference(rat,[],[s9013,s7541,s6692,s596,s8632,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8270,s6606,s7985,s9198,s9203,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9217, plain, ~spl0_322 | spl0_171 | ~spl0_247 | spl0_315 | spl0_239, inference(rat,[],[s2110,s8274,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s6265,s5982,s5055,s5950])). 18.34/3.85 cnf(s9218, plain, ~spl0_323 | ~spl0_161 | spl0_93 | spl0_207 | spl0_86, inference(rat,[],[s8349,s9056,s7541,s596,s6933,s8345,s8426,s8225,s9002,s8122,s8129,s7581,s7573,s6802,s6698,s8193,s5757,s8451,s8270,s7985,s7547,s6701,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9219, plain, ~spl0_161 | spl0_93 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9027,s7541,s596,s6879,s8345,s8008,s8349,s5630,s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s9217,s7567,s8282,s7554,s9218,s6813,s8846,s7769,s5954,s7768,s7863,s9216,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s2630,s5988,s9215])). 18.34/3.85 cnf(s9220, plain, spl0_212 | ~spl0_202 | spl0_279 | spl0_161 | spl0_93 | ~spl0_183 | spl0_162 | spl0_86, inference(rat,[],[s8347,s9024,s8346,s6692,s596,s9026,s8344,s8339,s612,s9198,s5948,s8996])). 18.34/3.85 cnf(s9221, plain, spl0_279 | spl0_161 | spl0_93 | spl0_207 | ~spl0_183 | spl0_162 | spl0_86, inference(rat,[],[s8464,s8005,s7564,s7556,s8109,s7581,s8224,s9002,s8349,s9220,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8270,s6606,s7985,s9203])). 18.34/3.85 cnf(s9222, plain, ~spl0_323 | spl0_161 | spl0_207 | spl0_162, inference(rat,[],[s8225,s5527,s8122,s8129,s7581,s8005,s7573,s6802,s6698,s6611,s8193,s5757,s8451,s8270,s7985,s7547,s6701])). 18.34/3.85 cnf(s9223, plain, spl0_93 | ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8008,s5630,s5527,s8193,s7581,s8005,s8451,s6698,s6611,s8270,s8988,s6699,s9217,s7567,s8282,s7554,s9222,s6813,s8846,s7769,s5954,s7768,s7863,s9221,s9219,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s9215])). 18.34/3.85 cnf(s9224, plain, spl0_215 | ~spl0_161 | ~spl0_93 | spl0_207 | spl0_214, inference(rat,[],[s9040,s7541,s6692,s596,s8632,s8429,s8102,s8469,s8129,s6802,s8193,s8451,s8270,s6606,s7985,s9205,s9210,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9225, plain, ~spl0_323 | spl0_197 | spl0_195 | spl0_207, inference(rat,[],[s8345,s6879,s8225,s9002,s8122,s8129,s7581,s7573,s6802,s6698,s8193,s5757,s8451,s8270,s7985,s7547,s6701])). 18.34/3.85 cnf(s9226, plain, spl0_197 | spl0_315 | ~spl0_247 | spl0_195 | spl0_207 | spl0_174 | spl0_165 | spl0_239, inference(rat,[],[s8345,s8008,s6879,s5630,s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s9217,s7567,s8282,s7554,s9225])). 18.34/3.85 cnf(s9227, plain, ~spl0_323 | spl0_151 | spl0_207, inference(rat,[],[s7581,s9002,s6698,s8193,s5757,s8451,s8270,s7985,s7547,s6701])). 18.34/3.85 cnf(s9228, plain, ~spl0_161 | ~spl0_93 | spl0_207 | spl0_214 | spl0_263 | spl0_174 | spl0_104 | spl0_86, inference(rat,[],[s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699,s9217,s7567,s8282,s7554,s9227,s8349,s9036,s596,s9226,s7769,s7768,s7863,s6813,s8945,s8958,s621,s9224,s8344,s7566,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s8555,s8519])). 18.34/3.85 cnf(s9229, plain, spl0_195 | spl0_197 | spl0_161 | spl0_207 | spl0_162, inference(rat,[],[s8270,s8445,s6606,s8193,s7985,s9026,s8675])). 18.34/3.85 cnf(s9230, plain, ~spl0_171 | spl0_161 | spl0_207 | spl0_162, inference(rat,[],[s8008,s5630,s5527,s8193,s7581,s8005,s8451,s6698,s6611,s8270,s8988,s6699])). 18.34/3.85 cnf(s9231, plain, ~spl0_262 | spl0_171 | ~spl0_322 | spl0_263 | spl0_104 | spl0_86, inference(rat,[],[s7769,s7768,s9217,s7863,s6813,s8945,s8958,s8325,s6688,s8571,s8987,s8326,s6630,s9121])). 18.34/3.85 cnf(s9232, plain, spl0_212 | spl0_215 | spl0_161 | ~spl0_93 | spl0_207 | spl0_214 | spl0_162, inference(rat,[],[s8344,s8339,s9229,s612,s596,s9205,s9036,s8555,s8519])). 18.34/3.85 cnf(s9233, plain, spl0_215 | spl0_161 | spl0_162 | ~spl0_93 | spl0_207 | spl0_214, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s6606,s7985,s5720,s8349,s9232])). 18.34/3.85 cnf(s9234, plain, ~spl0_183 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9233,s621,s9231,s9230,s7567,s8282,s7554,s9222,s9228,s9223,s9215,s2630,s7568,s5988,s9197,s7493,s8409,s6121])). 18.34/3.85 cnf(s9235, plain, spl0_93 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9143,s6813,s7769,s8846,s1109,s7570,s6858,s6265,s530,s7567,s8899,s8282,s7592,s9174,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s6592,s9234,s6696])). 18.34/3.85 cnf(s9236, plain, ~spl0_317 | spl0_171 | spl0_217 | ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8560,s8508,s5734,s8912,s9140,s5942,s8906,s6813,s9129,s8274,s7985,s7616,s6701,s7781,s7554,s8255,s8899,s530,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s6592,s9234,s6696,s7609,s7604,s7285,s8555,s8519,s9235,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9237, plain, spl0_331 | spl0_212 | spl0_218 | ~spl0_93, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8912,s9140,s7285,s8842,s8555,s8519])). 18.34/3.85 cnf(s9238, plain, spl0_171 | spl0_212 | ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s7769,s9146,s9236,s6592,s9234,s6696,s7609,s7604,s8842,s8555,s8519,s5942,s9237,s612,s7531,s9235])). 18.34/3.85 cnf(s9239, plain, spl0_212 | ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9143,s6813,s7769,s8906,s1109,s7570,s6858,s6265,s530,s7567,s8899,s8282,s7592,s9238,s5942,s9237,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s9234,s6696,s9235,s612,s7531])). 18.34/3.85 cnf(s9240, plain, ~spl0_317 | spl0_171 | ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s7985,s6701,s8841,s7554,s596,s8899,s7541,s530,s9236,s7570,s9197,s8409,s6121,s9234,s9239])). 18.34/3.85 cnf(s9241, plain, spl0_171 | ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9140,s7541,s6692,s596,s8630,s7985,s6701,s7554,s8458,s7567,s5942,s9201,s9146,s7769,s9240,s8325,s6688,s8571,s8987,s9197,s7493,s6592,s9234,s6696,s7609,s7604,s7285,s8555,s8519,s9235,s612,s7531,s8344,s7566,s9239])). 18.34/3.85 cnf(s9242, plain, ~spl0_161 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8906,s6813,s5942,s9143,s9140,s7769,s1109,s7541,s6692,s7570,s6858,s6265,s596,s530,s7567,s8630,s8899,s8282,s7985,s7592,s7623,s9241,s9239,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s9234,s6696,s7285,s8555,s8519,s9235])). 18.34/3.85 cnf(s9243, plain, ~spl0_317 | spl0_171 | spl0_212 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9237,s5942,s612,s8906,s8338,s6813,s8344,s9129,s8675,s8274,s7985,s7616,s6701,s7781,s7554,s8255,s8899,s530,s7421,s7570,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s6592,s8409,s6121,s9234,s6696,s7609,s7604,s9242,s596,s9036,s8555,s8519,s9235])). 18.34/3.85 cnf(s9244, plain, spl0_171 | spl0_212 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8675,s7985,s8344,s6701,s8339,s7554,s612,s8458,s9237,s7567,s5942,s9201,s9146,s7769,s9243,s8325,s6688,s8571,s8987,s9197,s7493,s6592,s8409,s6121,s9234,s6696,s7609,s7604,s9242,s596,s9036,s8555,s8519,s9235])). 18.34/3.85 cnf(s9245, plain, spl0_212 | ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8906,s5942,s6813,s9237,s9143,s612,s7769,s1109,s8338,s7570,s6858,s6265,s8344,s530,s7567,s8675,s8899,s8282,s7985,s7592,s7623,s9244,s596,s9036,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s9234,s6696,s8555,s8519,s9235,s9242])). 18.34/3.85 cnf(s9246, plain, ~spl0_207 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s7769,s7570,s9201,s530,s7567,s8899,s8282,s7554,s7623,s6700,s7985,s5720,s8349,s9245,s9242,s8325,s6688,s8571,s8987,s9197,s7493,s8409,s6121,s9234])). 18.34/3.85 cnf(s9247, plain, ~spl0_323 | spl0_212 | ~spl0_161 | spl0_207 | spl0_86, inference(rat,[],[s9036,s8555,s596,s8519,s9225,s9218,s8344,s7566])). 18.34/3.85 cnf(s9248, plain, spl0_235 | spl0_236 | spl0_212 | spl0_218 | spl0_234 | spl0_86, inference(rat,[],[s5942,s9237,s8906,s8846])). 18.34/3.85 cnf(s9249, plain, spl0_212 | ~spl0_161 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s8515,s8555,s9056,s9036,s7541,s596,s9226,s6813,s9248,s7769,s7570,s6858,s530,s8899,s7554,s9247,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s9234,s9246,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9250, plain, ~spl0_171 | spl0_151 | spl0_207, inference(rat,[],[s9002,s8193,s7581,s8451,s6698,s8270,s8988,s6699])). 18.34/3.85 cnf(s9251, plain, spl0_197 | ~spl0_212 | spl0_195 | spl0_207 | spl0_162, inference(rat,[],[s6802,s8193,s8129,s8451,s8239,s8270,s8105,s6606,s8429,s7985,s8632,s8841])). 18.34/3.85 cnf(s9252, plain, ~spl0_161 | ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9140,s7541,s6692,s596,s9251,s8555,s5942,s8519,s7285,s8906,s8846,s6813,s9217,s9250,s7769,s7570,s6858,s530,s7567,s8899,s8282,s7554,s9227,s8349,s9249,s8344,s612,s7566,s7531,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7493,s8409,s6121,s9234,s9246])). 18.34/3.85 cnf(s9253, plain, spl0_212 | spl0_235 | spl0_236 | spl0_161 | spl0_207 | spl0_162 | spl0_234 | spl0_86, inference(rat,[],[s8344,s9229,s8339,s596,s612,s9036,s9248,s8555,s8519,s8846])). 18.34/3.85 cnf(s9254, plain, spl0_235 | spl0_236 | spl0_86 | spl0_161 | spl0_207 | spl0_162 | spl0_234, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s6606,s7985,s5720,s8349,s9253])). 18.34/3.85 cnf(s9255, plain, ~spl0_324 | spl0_104 | spl0_86, inference(rat,[],[s9254,s6813,s9217,s7769,s7570,s6858,s530,s7567,s8899,s8282,s7554,s9230,s9222,s9252,s9246,s9234,s8409,s7493,s6121,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197])). 18.34/3.85 cnf(s9256, plain, spl0_279 | ~spl0_183 | spl0_212 | spl0_218 | spl0_86, inference(rat,[],[s621,s9205,s8945,s9198,s7568,s2630,s5988])). 18.34/3.85 cnf(s9257, plain, spl0_95 | spl0_219 | spl0_212 | spl0_218, inference(rat,[],[s8866,s8842])). 18.34/3.85 cnf(s9258, plain, spl0_93 | spl0_258 | spl0_212 | ~spl0_161 | spl0_172 | spl0_86, inference(rat,[],[s8347,s9024,s8334,s7635,s9058,s6653,s7434,s7742,s8555,s9257,s8333,s6365,s612,s7531])). 18.34/3.85 cnf(s9259, plain, spl0_258 | spl0_212 | ~spl0_161 | spl0_172 | spl0_86, inference(rat,[],[s8515,s9258,s8555,s9257,s8333,s6365,s612,s7531])). 18.34/3.85 cnf(s9260, plain, spl0_279 | spl0_93 | spl0_212 | ~spl0_161 | spl0_172 | spl0_86, inference(rat,[],[s8347,s9024,s5948,s8334,s7635,s9062,s9130,s8295,s9259])). 18.34/3.85 cnf(s9261, plain, ~spl0_311 | spl0_183 | spl0_212 | ~spl0_207 | spl0_218 | spl0_104 | spl0_86, inference(rat,[],[s6607,s8458,s8255,s7567,s7782,s6265,s1109,s7592,s9143,s9157,s6813,s9248,s530,s7769,s5954,s7862,s7768,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s6696])). 18.34/3.85 cnf(s9262, plain, spl0_212 | ~spl0_207 | ~spl0_161 | spl0_104 | spl0_86, inference(rat,[],[s9205,s621,s9260,s8945,s7863,s9261,s2630,s7857,s7809,s6795,s8295,s9259,s7499,s9255,s612,s7531])). 18.34/3.85 cnf(s9263, plain, spl0_93 | ~spl0_183 | ~spl0_207 | ~spl0_161 | spl0_104 | spl0_86, inference(rat,[],[s9061,s7541,s6692,s596,s8630,s7985,s7623,s9157,s6813,s8846,s7769,s5954,s7768,s7863,s8996,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s8344,s7566,s9262,s8341,s8295,s7809,s7499,s9255,s7527])). 18.34/3.85 cnf(s9264, plain, ~spl0_156 | spl0_95 | spl0_219 | spl0_218, inference(rat,[],[s7634,s8982,s7509])). 18.34/3.85 cnf(s9265, plain, ~spl0_183 | ~spl0_207 | ~spl0_161 | spl0_104 | spl0_86, inference(rat,[],[s9066,s7541,s6692,s596,s8630,s7985,s7623,s9157,s7769,s7768,s7863,s6813,s8945,s8958,s621,s9044,s9264,s8555,s8519,s7285,s9263,s8333,s6365,s8295,s7809,s7568,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s7499,s9255,s7527,s612,s7531,s8344,s7566,s9262])). 18.34/3.85 cnf(s9266, plain, ~spl0_252 | spl0_279 | spl0_93 | ~spl0_161 | spl0_172 | spl0_86, inference(rat,[],[s9136,s7541,s6692])). 18.34/3.85 cnf(s9267, plain, ~spl0_317 | spl0_93 | ~spl0_207 | ~spl0_161 | spl0_104 | spl0_86, inference(rat,[],[s7567,s8282,s5982,s6607,s8438,s9174,s7554,s7623,s6700,s7985,s8630,s596,s9266,s9129,s6813,s7863,s8846,s7768,s7421,s8325,s6688,s8571,s8987,s8326,s6630,s9121,s9197,s7499,s9255,s8344,s7566,s6696,s7609,s7604,s9262,s9265])). 18.34/3.85 cnf(s9268, plain, spl0_215 | spl0_179 | spl0_178 | ~spl0_93 | spl0_214 | spl0_174 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6693,s9040,s596,s9142,s8613,s7581,s7580,s8458,s7567,s5982,s8438,s7554,s7623,s6700,s7985,s9210,s612,s7531,s8344,s7566,s8555,s8519])). 18.34/3.85 cnf(s9269, plain, ~spl0_317 | ~spl0_262 | spl0_235 | spl0_263 | spl0_234, inference(rat,[],[s625,s7423,s7461,s7424,s7863,s7428,s7768,s7421])). 18.34/3.85 cnf(s9270, plain, ~spl0_207 | ~spl0_93 | ~spl0_183 | spl0_174 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s7623,s8274,s7985,s5949,s8992,s1109,s7988,s6303,s5481,s7769,s9269,s621,s9268,s5055,s5963,s5964,s6813,s5936,s6812,s7770,s7251,s7610,s7609,s8303,s7604,s8349,s8325,s6805,s6811,s8184,s8540,s7195,s7568,s2630,s5988])). 18.34/3.85 cnf(s9271, plain, ~spl0_240 | spl0_180 | spl0_171 | spl0_82, inference(rat,[],[s7609,s7490,s8438,s6742,s2110,s7250,s6803])). 18.34/3.85 cnf(s9272, plain, ~spl0_93 | ~spl0_183 | spl0_174 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s5518,s5055,s7769,s5963,s9269,s5964,s6813,s5936,s6812,s9271,s5982,s7567,s5822,s621,s7554,s7988,s9224,s9250,s9227,s9186,s9270,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s7195,s7568,s2630,s5988])). 18.34/3.85 cnf(s9273, plain, spl0_219 | spl0_95 | ~spl0_252 | spl0_218, inference(rat,[],[s5795,s9003,s5805,s5814,s5806,s6692,s7541])). 18.34/3.85 cnf(s9275, plain, ~spl0_121 | spl0_283 | spl0_270 | spl0_82, inference(rat,[],[s7419,s8288,s6799,s627,s5977,s8386,s6822,s7712,s5983])). 18.34/3.85 cnf(s9277, plain, spl0_147 | spl0_270 | spl0_215 | spl0_217 | spl0_93 | spl0_214 | spl0_82 | spl0_218, inference(rat,[],[s7509,s5866,s8340,s5948,s5799,s8213,s205,s9275,s8904])). 18.34/3.85 cnf(s9278, plain, spl0_207 | ~spl0_183 | ~spl0_324 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s9275,s205,s6867,s5486,s8340,s9273,s8555,s7747,s9277,s625,s1333,s7423,s6635,s7424,s621,s7863,s7428,s9269,s7768,s7421,s7769,s5518,s5055,s5963,s5964,s6813,s5936,s6812,s9271,s5982,s7567,s7541,s5822,s7554,s596,s7988,s9250,s9227,s9251,s9186,s612,s7531,s8344,s7566,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s8409,s6121,s7195,s7568,s2630,s5988,s9272,s7493])). 18.34/3.85 cnf(s9279, plain, spl0_216 | spl0_245 | spl0_270 | spl0_215 | spl0_279 | spl0_93 | ~spl0_183 | spl0_82, inference(rat,[],[s9275,s205,s6867,s5486,s2630,s5988])). 18.34/3.85 cnf(s9280, plain, ~spl0_252 | spl0_219 | spl0_270 | spl0_215 | spl0_93 | spl0_214 | spl0_82 | spl0_218, inference(rat,[],[s7743,s8555,s9277,s9273,s7541])). 18.34/3.85 cnf(s9281, plain, spl0_197 | spl0_179 | spl0_178 | spl0_174 | ~spl0_212 | spl0_195, inference(rat,[],[s5982,s7567,s8438,s8282,s7623,s7554,s6700,s7580,s7985,s7581,s8630,s8613])). 18.34/3.85 cnf(s9282, plain, ~spl0_317 | ~spl0_252 | spl0_235 | spl0_93 | ~spl0_183 | spl0_82 | spl0_234 | spl0_218, inference(rat,[],[s8340,s9279,s9280,s625,s1333,s7423,s6635,s7424,s621,s7863,s7428,s9269,s7768,s7421,s7568,s2630,s5988])). 18.34/3.85 cnf(s9283, plain, ~spl0_183 | ~spl0_324 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s7623,s8274,s7985,s5949,s8992,s1109,s7988,s6303,s5481,s7769,s9282,s596,s9281,s5055,s5963,s5964,s6813,s5936,s6812,s7770,s7251,s7610,s7609,s8303,s7604,s9278,s9272,s612,s7531,s8344,s7566,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s7195,s7493])). 18.34/3.85 cnf(s9284, plain, spl0_207 | spl0_184 | spl0_183 | ~spl0_324 | spl0_151, inference(rat,[],[s7554,s8899,s9227,s9186])). 18.34/3.85 cnf(s9285, plain, spl0_184 | spl0_183 | ~spl0_324 | spl0_98 | spl0_151, inference(rat,[],[s8992,s8899,s7985,s7592,s7623,s8274,s7610,s7609,s8303,s7604,s9284,s7616,s7781,s8255,s6592])). 18.34/3.85 cnf(s9286, plain, spl0_207 | spl0_183 | spl0_173 | spl0_174 | ~spl0_81 | spl0_151, inference(rat,[],[s5964,s5936,s5963,s9271,s5055,s5982,s5523,s7567,s8282,s7554,s9250,s9227,s9186,s8325,s6805,s8571,s6811,s8184,s8540])). 18.34/3.85 cnf(s9287, plain, ~spl0_324 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s7985,s7623,s8992,s8438,s7988,s5949,s5481,s6847,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s7609,s8303,s7604,s9286,s7769,s7570,s530,s9285,s9283,s7195,s6592,s7493,s8349,s8325,s6805,s6811,s8184,s8540])). 18.34/3.85 cnf(s9288, plain, spl0_235 | ~spl0_317 | spl0_93 | spl0_216 | spl0_214 | spl0_263 | spl0_82 | spl0_234, inference(rat,[],[s9275,s205,s1333,s6867,s5799,s6635,s621,s7424,s9269,s7428,s7421])). 18.34/3.85 cnf(s9289, plain, ~spl0_317 | spl0_93 | spl0_207 | ~spl0_183 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s1333,s7810,s9275,s625,s205,s7461,s8213,s621,s5942,s5866,s9044,s7212,s7742,s8555,s7509,s9273,s7541,s596,s9251,s8409,s7595,s8458,s7567,s5982,s9271,s6812,s6813,s9288,s7863,s7768,s612,s7531,s8344,s7566,s8325,s6805,s8571,s6811,s8184,s8540,s7568,s2630,s5988,s8341,s7527,s6653,s7434,s8333,s6365,s8295,s7809,s7499,s9287,s9186,s9250,s7554,s9227,s8349])). 18.34/3.85 cnf(s9290, plain, ~spl0_322 | spl0_315 | spl0_171 | ~spl0_81, inference(rat,[],[s5964,s5963,s5936,s5055,s9271,s5518,s5982,s8325,s6805,s8571,s6811,s8184,s8540])). 18.34/3.85 cnf(s9291, plain, spl0_93 | spl0_207 | ~spl0_183 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s1109,s6303,s5949,s7484,s9271,s5962,s5055,s6812,s5950,s6813,s7428,s5954,s7863,s7453,s7424,s625,s6632,s7811,s1333,s9275,s205,s8213,s621,s5942,s5866,s9044,s7212,s7742,s8555,s7509,s9273,s7541,s596,s9251,s8409,s7595,s8458,s7567,s9290,s7769,s9289,s7527,s612,s7531,s8344,s7566,s8325,s6805,s8571,s6811,s8184,s8540,s7568,s6653,s7434,s8333,s6365,s8295,s7809,s7499,s9287,s9186,s9250,s7554,s9227,s8349])). 18.34/3.85 cnf(s9292, plain, spl0_207 | ~spl0_183 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s9251,s596,s8409,s9273,s7595,s8555,s9272,s8519,s9291,s612,s7531,s8344,s7566,s8333,s6365,s8295,s7809,s7499,s9287])). 18.34/3.85 cnf(s9293, plain, spl0_93 | ~spl0_183 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s5955,s7863,s7426,s7453,s7424,s625,s6632,s7811,s1333,s9275,s205,s8213,s5942,s621,s5866,s7212,s9044,s7742,s8555,s7509,s9273,s7541,s596,s8630,s7985,s7623,s8438,s5949,s1109,s6303,s7769,s9288,s612,s7531,s8344,s7566,s8571,s7568,s2630,s5988,s8341,s7527,s6653,s7434,s8333,s6365,s8295,s7809,s7499,s9287,s7609,s7604,s7610,s7770,s6813,s6812,s5055,s5963,s5964,s5936,s7251,s8303,s9292,s8325,s6805,s6811,s8184,s8540])). 18.34/3.85 cnf(s9294, plain, ~spl0_183 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s1109,s5949,s6303,s8274,s7769,s7623,s9269,s7985,s621,s8630,s9044,s596,s9264,s9273,s8555,s8519,s7285,s9293,s5055,s5963,s5964,s6813,s5936,s6812,s7770,s7251,s7610,s7609,s8303,s7604,s9292,s8333,s6365,s8295,s7809,s7568,s7527,s612,s7531,s8344,s7566,s8325,s6805,s6811,s8184,s8540,s7499,s9287])). 18.34/3.85 cnf(s9295, plain, spl0_147 | spl0_215 | spl0_270 | spl0_217 | spl0_93 | spl0_172 | spl0_82 | ~spl0_161, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212,s7509,s8333,s6653,s6365,s7434,s8295,s6796,s2630,s9277,s612,s7531])). 18.34/3.85 cnf(s9296, plain, spl0_95 | spl0_235 | ~spl0_252 | ~spl0_317 | spl0_93 | spl0_172 | spl0_82 | spl0_234 | ~spl0_161, inference(rat,[],[s9288,s7857,s2630,s6795,s8295,s8340,s9066,s9273,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9297, plain, spl0_235 | ~spl0_252 | ~spl0_317 | spl0_93 | spl0_172 | spl0_82 | spl0_234 | ~spl0_161, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212,s7509,s8333,s6653,s6365,s7434,s8295,s7857,s9269,s621,s9295,s7742,s8555,s9296,s1333,s6635,s7424,s7428,s612,s7531,s7421,s7541])). 18.34/3.85 cnf(s9298, plain, spl0_207 | ~spl0_317 | spl0_93 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s6607,s8255,s8458,s7781,s7567,s7619,s5982,s9271,s6812,s6813,s9297,s596,s7554,s8968,s9250,s9227,s9186,s8344,s7566,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s7499,s9287,s9294,s530,s7570])). 18.34/3.85 cnf(s9299, plain, ~spl0_317 | spl0_93 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s7580,s7581,s8968,s8613,s596,s9297,s6813,s6812,s7251,s8303,s9298,s530,s7570,s8344,s7566,s8325,s6805,s8571,s6811,s8184,s8540,s7499,s9287,s9294])). 18.34/3.85 cnf(s9300, plain, ~spl0_181 | spl0_232 | spl0_171 | spl0_315 | spl0_82, inference(rat,[],[s7609,s8274,s7490,s2110,s6742,s7466,s7770,s7484,s6303,s1109,s7616,s7782,s7781])). 18.34/3.85 cnf(s9301, plain, spl0_232 | spl0_215 | spl0_235 | spl0_173 | spl0_169 | spl0_171 | spl0_165 | ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_82 | spl0_234 | ~spl0_161, inference(rat,[],[s6867,s9275,s2630,s205,s6795,s5520,s8295,s1970,s8340,s8333,s9066,s9273,s8555,s7747,s9295,s625,s1333,s7423,s6635,s7424,s7428,s6858,s530,s8255,s9300,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9302, plain, spl0_215 | spl0_235 | spl0_173 | spl0_169 | spl0_171 | spl0_165 | ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_241 | spl0_82 | spl0_239 | spl0_234 | ~spl0_161, inference(rat,[],[s9275,s6867,s205,s2630,s5488,s6795,s8295,s8340,s9066,s9273,s8555,s7747,s9295,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s530,s8255,s7781,s7619,s9271,s5966,s5964,s5963,s5055,s9301,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9303, plain, spl0_232 | spl0_156 | spl0_147 | ~spl0_262 | spl0_235 | spl0_173 | spl0_171 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_82 | spl0_234 | ~spl0_161, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212,s6653,s7434,s8295,s7857,s7461,s625,s1333,s7423,s6635,s7424,s7428,s6858,s530,s8255,s7863,s9300,s8791])). 18.34/3.85 cnf(s9304, plain, spl0_156 | spl0_147 | ~spl0_262 | spl0_235 | spl0_173 | spl0_171 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_241 | spl0_82 | spl0_239 | spl0_234 | ~spl0_161, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212,s6653,s7434,s8295,s7857,s7461,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s530,s8255,s7781,s7619,s9271,s5966,s5964,s5963,s5055,s9303])). 18.34/3.85 cnf(s9305, plain, spl0_232 | spl0_263 | ~spl0_262 | spl0_235 | spl0_173 | spl0_171 | spl0_315 | spl0_183 | spl0_82 | spl0_234, inference(rat,[],[s7424,s7428,s7423,s6858,s625,s530,s7453,s8255,s7863,s9300,s8791])). 18.34/3.85 cnf(s9306, plain, spl0_263 | ~spl0_262 | spl0_235 | spl0_173 | spl0_171 | spl0_315 | spl0_183 | spl0_241 | spl0_82 | spl0_239 | spl0_234, inference(rat,[],[s625,s7423,s7453,s7424,s7863,s7428,s7861,s6858,s530,s8255,s7781,s7619,s9271,s5966,s5964,s5963,s5055,s9305])). 18.34/3.85 cnf(s9307, plain, spl0_235 | spl0_173 | spl0_169 | spl0_171 | spl0_165 | ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_241 | spl0_82 | spl0_239 | spl0_234 | ~spl0_161, inference(rat,[],[s9304,s7742,s7509,s8555,s8333,s9066,s6365,s8295,s7857,s9306,s621,s9302,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9308, plain, spl0_173 | spl0_169 | ~spl0_161 | spl0_171 | spl0_165 | ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | spl0_241 | spl0_82 | spl0_239 | spl0_234, inference(rat,[],[s1109,s6303,s5949,s7484,s9271,s5962,s5055,s6812,s5950,s6813,s9307])). 18.34/3.85 cnf(s9309, plain, spl0_207 | ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | ~spl0_81 | spl0_151 | spl0_234 | ~spl0_161, inference(rat,[],[s9308,s6607,s8458,s7567,s9290,s7554,s9250,s9227,s9186,s8325,s6805,s8571,s6811,s8184,s8540])). 18.34/3.85 cnf(s9310, plain, spl0_215 | spl0_245 | spl0_270 | spl0_279 | ~spl0_252 | spl0_93 | spl0_172 | spl0_82 | ~spl0_161, inference(rat,[],[s9275,s6867,s205,s2630,s5488,s6795,s8295,s8340,s9066,s9273,s8555,s7747,s9295,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9311, plain, ~spl0_252 | spl0_315 | spl0_93 | spl0_183 | spl0_172 | ~spl0_81 | spl0_151 | spl0_234 | ~spl0_161, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212,s7742,s7509,s8555,s8333,s6653,s9066,s6365,s7434,s8295,s7857,s7461,s621,s9310,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s530,s8255,s6607,s8458,s8992,s7985,s7592,s7623,s8438,s7567,s7782,s5949,s6265,s1109,s6303,s5055,s5963,s5964,s6813,s5936,s6812,s7770,s7251,s7610,s7609,s8303,s7604,s9309,s7541,s6692,s612,s7531,s8325,s6805,s8571,s6811,s8184,s8540])). 18.34/3.85 cnf(s9312, plain, spl0_93 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s5964,s5936,s5963,s7251,s5055,s8303,s5657,s9251,s8445,s8409,s8193,s7595,s6802,s8458,s8129,s7567,s8239,s9290,s7554,s8105,s7623,s6700,s7580,s8429,s7985,s7581,s8632,s8630,s8613,s596,s9311,s7769,s9299,s8344,s7566,s8349,s8325,s6805,s6811,s8184,s8540,s7499,s9287,s9294])). 18.34/3.85 cnf(s9313, plain, ~spl0_240 | spl0_184 | spl0_183 | spl0_82 | spl0_151, inference(rat,[],[s6607,s8255,s8458,s7781,s7567,s7619,s5982,s9271,s7554,s9250,s9227,s9186,s8304,s7250])). 18.34/3.85 cnf(s9314, plain, ~spl0_252 | spl0_235 | ~spl0_317 | spl0_95 | spl0_147 | spl0_172 | spl0_234 | ~spl0_161, inference(rat,[],[s621,s5789,s9269,s2630,s7857,s6795,s8295,s5786,s8340,s9066,s9140,s9273,s7541,s6692,s612,s7531])). 18.34/3.85 cnf(s9315, plain, ~spl0_317 | ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s7580,s7581,s8968,s8613,s596,s9314,s6813,s6812,s9313,s530,s7570,s8344,s7566,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s7499,s9287,s9294,s7285,s8555,s8519,s9312])). 18.34/3.85 cnf(s9316, plain, spl0_207 | spl0_235 | spl0_165 | ~spl0_262 | spl0_263 | spl0_315 | spl0_183 | ~spl0_81 | spl0_151 | spl0_234, inference(rat,[],[s8282,s7567,s6607,s9290,s9306,s7554,s9250,s9227,s8325,s6805,s8571,s6811,s8184,s8540])). 18.34/3.85 cnf(s9317, plain, spl0_235 | spl0_165 | ~spl0_262 | spl0_263 | spl0_315 | spl0_183 | ~spl0_81 | spl0_151 | spl0_234, inference(rat,[],[s625,s7423,s7461,s7424,s7863,s7428,s7861,s6858,s530,s8255,s7782,s6607,s1109,s7195,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s8303,s9316,s8325,s6805,s6811,s8184,s8540,s7988])). 18.34/3.85 cnf(s9318, plain, ~spl0_247 | spl0_183 | spl0_241 | spl0_82 | spl0_239 | spl0_151, inference(rat,[],[s5949,s8274,s7609,s6847,s9250,s7490,s530,s8304,s6742,s2110,s7484,s9313,s7250,s6803,s5962,s5055,s6812,s5950])). 18.34/3.85 cnf(s9319, plain, ~spl0_165 | spl0_315 | spl0_239 | spl0_98 | spl0_151, inference(rat,[],[s5055,s5963,s5494,s5964,s8445,s5936,s8193,s7251,s9002,s8303,s7985,s7581,s9186,s8992,s7580,s6811,s8184])). 18.34/3.85 cnf(s9320, plain, ~spl0_252 | spl0_315 | spl0_95 | spl0_147 | spl0_183 | spl0_172 | ~spl0_81 | spl0_151 | spl0_234 | ~spl0_161, inference(rat,[],[s621,s5789,s9317,s2630,s7857,s6795,s8295,s5786,s8340,s9066,s9140,s9273,s7541,s6692,s612,s7531,s6813,s9318,s6811,s8184,s8571,s9319,s8325,s6805,s8540])). 18.34/3.85 cnf(s9321, plain, ~spl0_81 | ~spl0_212 | spl0_234 | ~spl0_161, inference(rat,[],[s5964,s5936,s5963,s7251,s5055,s8303,s5657,s9251,s8445,s8409,s8193,s7595,s6802,s8458,s8129,s7567,s8239,s9290,s7554,s8105,s7623,s6700,s8429,s7985,s8632,s8630,s596,s9320,s9319,s7769,s9315,s8555,s8519,s7285,s9312,s9294,s7499,s9287,s6811,s8184,s8325,s8540,s6805,s8344,s7566,s8349])). 18.34/3.85 cnf(s9322, plain, spl0_93 | spl0_165 | spl0_279 | ~spl0_183 | spl0_86 | spl0_82 | ~spl0_161, inference(rat,[],[s8894,s8964,s621,s8945,s7568])). 18.34/3.85 cnf(s9323, plain, spl0_165 | spl0_279 | ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s7499,s9044,s7496,s8982,s9268,s7635,s7610,s7609,s8909,s8303,s7604,s8555,s9224,s8519,s7285,s9322,s7527,s8571,s8184,s8540,s2630,s5988,s621,s8945,s7568,s8083,s7465,s8326,s9321])). 18.34/3.85 cnf(s9324, plain, spl0_279 | ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9040,s9013,s7541,s6692,s596,s8613,s7581,s7580,s9323,s621,s8945,s612,s7531,s8344,s7566,s8083,s7465,s8326,s9321,s7568,s2630,s5988])). 18.34/3.85 cnf(s9325, plain, spl0_207 | spl0_93 | ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9061,s7541,s6692,s596,s9251,s8409,s7499,s7595,s7496,s8458,s7567,s9290,s7554,s9250,s9227,s8344,s7566,s8083,s7465,s8326,s9321,s8295,s7809,s9319,s7769,s7768,s7863,s9324,s8325,s6805,s8540,s8349])). 18.34/3.85 cnf(s9326, plain, spl0_93 | ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9061,s7541,s6692,s596,s8630,s7985,s7623,s8438,s7499,s5949,s7496,s1109,s7195,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s7609,s8303,s7604,s9325,s8344,s7566,s6811,s8184,s8083,s7465,s8326,s9321,s8295,s7809,s7988,s9319,s7769,s7768,s7863,s9324,s8325,s6805,s8540,s8349])). 18.34/3.85 cnf(s9327, plain, spl0_207 | ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9273,s596,s8333,s9251,s6365,s8409,s7499,s7595,s7496,s8458,s7567,s9290,s7554,s9250,s9227,s612,s7531,s8344,s7566,s8295,s7809,s9319,s7769,s7768,s7863,s9324,s8325,s6805,s8540,s8349,s8555,s8519,s9326])). 18.34/3.85 cnf(s9328, plain, ~spl0_183 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s596,s8630,s9273,s7985,s8333,s7623,s6365,s8438,s7499,s5949,s7496,s1109,s7195,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s7609,s8303,s7604,s9327,s8555,s8519,s9326,s7988,s9319,s7769,s7768,s7863,s9324,s8295,s7809,s612,s7531,s8344,s7566,s8349,s8325,s6805,s6811,s8184,s8540])). 18.34/3.85 cnf(s9329, plain, ~spl0_317 | spl0_165 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s621,s9040,s8945,s2630,s7857,s6795,s8295,s9066,s8555,s8519,s9266,s7541,s6692,s596,s7499,s8968,s9285,s7863,s530,s7768,s7570,s612,s7531,s8344,s7566,s8349,s8184,s8540,s8083,s7465,s8326,s9321,s9328])). 18.34/3.85 cnf(s9330, plain, ~spl0_311 | spl0_173 | spl0_171 | spl0_183 | spl0_241 | spl0_82 | spl0_239 | spl0_151, inference(rat,[],[s5964,s5936,s5963,s9313,s5055,s530,s8791,s7862])). 18.34/3.85 cnf(s9331, plain, spl0_207 | spl0_165 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s621,s9040,s8945,s2630,s7857,s6795,s8295,s9066,s8555,s8519,s9266,s7863,s9330,s7541,s6692,s596,s9251,s8409,s7499,s6607,s7595,s7496,s8458,s7567,s9290,s7554,s9250,s9227,s612,s7531,s8344,s7566,s8349,s8325,s6805,s8571,s6811,s8184,s8540,s8083,s7465,s8326,s9321,s9328,s7769,s9329])). 18.34/3.85 cnf(s9332, plain, spl0_165 | ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s621,s9040,s8945,s2630,s7857,s6795,s8295,s9066,s8555,s8519,s7541,s6692,s9266,s596,s7863,s8630,s7861,s7985,s530,s7623,s8255,s8438,s7499,s7782,s5949,s6607,s7496,s1109,s7195,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s7609,s8303,s7604,s9331,s7769,s9329,s7988,s612,s7531,s8344,s7566,s8325,s6805,s6811,s8184,s8540,s8083,s7465,s8326,s9321,s9328])). 18.34/3.85 cnf(s9333, plain, ~spl0_81 | ~spl0_212 | ~spl0_161, inference(rat,[],[s5731,s8982,s9273,s8555,s8519,s9266,s5055,s7499,s5963,s9285,s5964,s6692,s8445,s7863,s530,s5936,s596,s8193,s7768,s7570,s7251,s8613,s9002,s7769,s8303,s7985,s7581,s9319,s9186,s8992,s7580,s9332,s9328,s8083,s7465,s6242,s6811,s8326,s8530,s8184,s8571,s8325,s9321,s8567,s8540,s6805,s612,s7531,s8344,s7566,s8349])). 18.34/3.85 cnf(s9334, plain, ~spl0_121 | spl0_283 | spl0_270, inference(rat,[],[s7419,s8288,s6799,s627,s5977,s8386,s7840,s7712,s5983])). 18.34/3.85 cnf(s9335, plain, spl0_147 | spl0_270 | spl0_215 | spl0_217 | spl0_93 | spl0_214 | spl0_218, inference(rat,[],[s7509,s5866,s8340,s5948,s5799,s8213,s205,s9334,s8904])). 18.34/3.85 cnf(s9336, plain, ~spl0_317 | spl0_235 | spl0_234 | ~spl0_252 | spl0_93 | ~spl0_183 | spl0_218, inference(rat,[],[s9334,s205,s6867,s5799,s8340,s9273,s8555,s7747,s9335,s1333,s6635,s7424,s621,s7428,s9269,s7421,s7568,s2630,s5988,s7541])). 18.34/3.85 cnf(s9337, plain, ~spl0_324 | spl0_207 | spl0_93 | spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6688,s8571,s8325,s5518,s9005,s7769,s9336,s6813,s7766,s6810,s8212,s8326,s596,s8069,s7464,s7567,s9251,s8083,s8282,s8409,s9255,s7493,s6121,s612,s7531,s8344,s7566,s8057,s9333,s9250,s7554,s9227,s8349])). 18.34/3.85 cnf(s9338, plain, ~spl0_252 | spl0_172 | spl0_93 | ~spl0_183 | spl0_104 | ~spl0_161, inference(rat,[],[s5955,s7863,s7426,s7453,s7424,s625,s6632,s7811,s1333,s9334,s6813,s205,s6810,s8213,s621,s5942,s8212,s8326,s5866,s9044,s7212,s8069,s7464,s7742,s8083,s8555,s7509,s9061,s9273,s7541,s6692,s7527,s612,s7531,s7568,s6653,s7434,s8333,s6365,s8295,s7809])). 18.34/3.85 cnf(s9339, plain, spl0_207 | spl0_93 | spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6802,s8193,s8129,s8451,s8239,s8270,s8105,s6606,s8429,s7985,s8632,s8630,s596,s9338,s7499,s9337,s8344,s7566,s8057,s9333])). 18.34/3.85 cnf(s9340, plain, ~spl0_252 | spl0_93 | spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8184,s6688,s5481,s8325,s7195,s9015,s7493,s7769,s7499,s9336,s9338,s612,s7531,s8349,s7988,s8326,s7464,s7766,s6813,s6810,s8212,s8069,s8083,s9265,s9339,s8057,s9333])). 18.34/3.85 cnf(s9341, plain, spl0_174 | spl0_197 | spl0_83 | spl0_178 | spl0_185 | spl0_165 | spl0_104 | ~spl0_212 | spl0_195, inference(rat,[],[s6688,s8325,s8394,s8995,s5501,s9281,s7985,s8630,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s8632])). 18.34/3.85 cnf(s9342, plain, ~spl0_317 | spl0_216 | spl0_235 | spl0_234 | spl0_93 | ~spl0_183, inference(rat,[],[s9334,s1333,s205,s6635,s6867,s5799,s7424,s621,s7428,s9269,s7421,s7568,s2630,s5988])). 18.34/3.85 cnf(s9343, plain, spl0_93 | spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6688,s8394,s8325,s5494,s9001,s7769,s9342,s8341,s7499,s7496,s9341,s8445,s8193,s6802,s8129,s8239,s8105,s7623,s8429,s7985,s8632,s8630,s596,s9340,s6813,s7766,s6810,s8212,s8565,s8326,s8069,s7464,s8083,s7609,s9265,s6696,s7604,s9339,s7527,s8344,s7566,s8057,s9333,s8295,s7809])). 18.34/3.85 cnf(s9344, plain, ~spl0_252 | spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8805,s7985,s5482,s5533,s8571,s6688,s8325,s9015,s7769,s9269,s6813,s7766,s6810,s8212,s8326,s8069,s7464,s8083,s9255,s7493,s7499,s621,s9066,s9040,s7541,s6692,s612,s7531,s8344,s7566,s8349,s8057,s9333,s7568,s2630,s5988,s8295,s7809,s8555,s8519,s9343])). 18.34/3.85 cnf(s9345, plain, spl0_165 | ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6688,s8394,s8325,s5494,s9001,s7769,s9269,s621,s9044,s9264,s8333,s6365,s7499,s6813,s7496,s7766,s6810,s9341,s8212,s8565,s8326,s8069,s7464,s8083,s7609,s9265,s6696,s7604,s8270,s8445,s8193,s6802,s8129,s8239,s8105,s7623,s6606,s8429,s7985,s8632,s8630,s596,s9344,s8555,s8519,s7285,s9343,s7527,s612,s7531,s8344,s7566,s8057,s9333,s7568,s8295,s7809])). 18.34/3.85 cnf(s9346, plain, spl0_315 | spl0_177 | spl0_106 | ~spl0_302 | ~spl0_207 | spl0_104, inference(rat,[],[s6688,s8394,s8325,s5494,s9001,s7623,s7766,s8212])). 18.34/3.85 cnf(s9347, plain, ~spl0_183 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9040,s621,s9336,s9269,s7769,s9346,s6813,s6810,s7541,s6692,s8445,s8212,s8326,s596,s8193,s8069,s7464,s8613,s9002,s7985,s8083,s7581,s9186,s8992,s9148,s7580,s9345,s2630,s7568,s5988,s612,s7531,s8344,s7566,s8349,s8057,s9333])). 18.34/3.85 cnf(s9348, plain, spl0_258 | spl0_270 | spl0_172 | ~spl0_252 | spl0_93 | ~spl0_161, inference(rat,[],[s9334,s205,s5942,s8213,s7212,s5866,s7742,s7509,s8555,s8333,s6653,s9066,s6365,s7434,s612,s7531,s6692,s7541])). 18.34/3.85 cnf(s9349, plain, ~spl0_317 | spl0_207 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9334,s205,s6867,s5799,s8340,s9273,s8555,s7747,s9335,s621,s9269,s2630,s7857,s6795,s8295,s9348,s1333,s6635,s7424,s7428,s6813,s6810,s8212,s8326,s8069,s7464,s8083,s9266,s7499,s9284,s7863,s530,s7768,s7421,s7570,s612,s7531,s8349,s8057,s9333,s9347,s7541])). 18.34/3.85 cnf(s9350, plain, ~spl0_324 | spl0_315 | spl0_169 | spl0_171 | spl0_165 | spl0_183 | spl0_104, inference(rat,[],[s8571,s5523,s6688,s7766,s8325,s8212,s9005,s8069,s7567,s8083,s8282,s9255,s6592,s7493])). 18.34/3.85 cnf(s9351, plain, ~spl0_181 | spl0_239 | spl0_106 | spl0_315 | spl0_171 | spl0_104, inference(rat,[],[s8274,s7609,s2110,s7490,s7466,s8994,s7484,s6303,s1109,s7616,s7782,s7781,s8565,s7766,s8212])). 18.34/3.85 cnf(s9352, plain, spl0_215 | ~spl0_278 | spl0_245 | spl0_270 | spl0_279 | ~spl0_252 | spl0_93 | spl0_218, inference(rat,[],[s9334,s205,s6867,s5488,s8340,s9273,s8555,s7747,s9335,s7541,s2630,s6795])). 18.34/3.85 cnf(s9353, plain, ~spl0_209 | spl0_235 | spl0_234 | spl0_172 | ~spl0_252 | spl0_93 | ~spl0_161, inference(rat,[],[s621,s7453,s9352,s7857,s8295,s9348,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s612,s7531])). 18.34/3.85 cnf(s9354, plain, spl0_239 | spl0_184 | spl0_106 | spl0_315 | spl0_171 | spl0_165 | spl0_183 | spl0_104 | spl0_151, inference(rat,[],[s8255,s6607,s9351,s9015])). 18.34/3.85 cnf(s9355, plain, spl0_106 | spl0_234 | spl0_207 | spl0_165 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6607,s8255,s8458,s7567,s9300,s5518,s8571,s6688,s8325,s9354,s530,s9353,s6813,s7766,s6810,s8212,s7499,s9350,s7769,s9349,s7554,s9227,s9250,s8349,s9347,s8057,s9333])). 18.34/3.85 cnf(s9356, plain, spl0_234 | spl0_207 | spl0_165 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s8255,s6607,s8458,s7567,s5055,s9217,s5950,s6813,s8846,s530,s8325,s5954,s7862,s6688,s7863,s8571,s9266,s8987,s8083,s8061,s9355,s7499,s9350,s7769,s9349,s7554,s9227,s9250,s8349,s9347,s8057,s9333])). 18.34/3.85 cnf(s9357, plain, ~spl0_267 | spl0_104, inference(rat,[],[s9121,s8083,s6630,s7465])). 18.34/3.85 cnf(s9358, plain, spl0_207 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9356,s9186,s8349,s8326,s9357,s8057,s9333])). 18.34/3.85 cnf(s9359, plain, ~spl0_324 | spl0_165 | ~spl0_207 | spl0_183 | spl0_104 | spl0_151, inference(rat,[],[s7570,s7769,s530,s5481,s9285,s8184,s6688,s8325,s7766,s9072,s8212,s8069,s8083,s7195,s9255,s7493,s7988])). 18.34/3.85 cnf(s9360, plain, ~spl0_317 | spl0_235 | spl0_172 | ~spl0_252 | spl0_93 | spl0_234 | ~spl0_161, inference(rat,[],[s621,s9269,s9352,s7857,s8295,s9348,s625,s1333,s7423,s6635,s7424,s7863,s7426,s7768,s7421,s612,s7531])). 18.34/3.85 cnf(s9361, plain, spl0_239 | spl0_315 | spl0_184 | spl0_106 | spl0_165 | spl0_185 | spl0_183 | spl0_104 | spl0_151, inference(rat,[],[s7782,s1109,s8255,s6303,s6607,s8994,s9015,s8565,s7766,s8212])). 18.34/3.85 cnf(s9362, plain, spl0_106 | spl0_165 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s7782,s8255,s1109,s6607,s6303,s7195,s7770,s5481,s8303,s8184,s6688,s8325,s9361,s7769,s9360,s530,s9353,s6813,s7766,s6810,s8212,s8326,s9357,s6696,s7988,s7499,s9359,s9358,s9347,s8057,s9333,s8349])). 18.34/3.85 cnf(s9363, plain, spl0_165 | ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6607,s8458,s8255,s7567,s7782,s6265,s1109,s7592,s9143,s9157,s6813,s8846,s530,s8325,s5954,s7862,s6688,s7769,s7863,s8571,s9267,s9266,s8987,s8083,s8061,s9362,s7499,s9359,s8349,s9347,s8326,s9357,s8057,s9333,s6696,s9358])). 18.34/3.85 cnf(s9364, plain, ~spl0_252 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s7619,s9022,s7781,s8325,s8255,s6688,s6592,s9285,s7499,s530,s9360,s7570,s7769,s6813,s9346,s6810,s8445,s8212,s8565,s8193,s7623,s8069,s9002,s7985,s8083,s7581,s8992,s9148,s7580,s9363,s9358,s8349,s9347,s8326,s9357,s8057,s9333])). 18.34/3.85 cnf(s9365, plain, ~spl0_317 | spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8325,s6688,s9073,s8394,s8069,s8897,s8083,s530,s9267,s7570,s8057,s9333,s9347,s7580,s7581,s8613,s8270,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s8632,s6606,s7985,s8630,s596,s9364,s8344,s7566])). 18.34/3.85 cnf(s9366, plain, spl0_93 | ~spl0_212 | ~spl0_161, inference(rat,[],[s9201,s7567,s8325,s8282,s6688,s6607,s8571,s9174,s8987,s8083,s8061,s9346,s7769,s9365,s8270,s8445,s8193,s6802,s8129,s8239,s7554,s8105,s7623,s6606,s6700,s7580,s8429,s7985,s7581,s8632,s8630,s8613,s596,s9364,s8344,s7566,s8057,s9333,s9347])). 18.34/3.85 cnf(s9367, plain, ~spl0_317 | spl0_207 | ~spl0_252 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8945,s621,s8083,s9040,s8061,s2630,s8212,s7857,s6795,s6808,s8295,s6813,s9066,s9314,s7499,s9284,s7863,s530,s7768,s7570,s612,s7531,s8349,s9347,s8326,s9357,s8057,s9333,s7285,s8555,s8519,s9366,s6692,s7541])). 18.34/3.85 cnf(s9368, plain, ~spl0_209 | spl0_235 | ~spl0_262 | spl0_263 | spl0_234, inference(rat,[],[s625,s7423,s7461,s7424,s7863,s7426,s7861,s6858])). 18.34/3.85 cnf(s9369, plain, spl0_106 | ~spl0_262 | spl0_263 | spl0_315 | spl0_169 | spl0_171 | spl0_165 | spl0_183 | spl0_104 | spl0_151, inference(rat,[],[s8458,s6607,s7567,s9305,s5518,s8571,s6688,s8325,s9354,s530,s9368,s6813,s7766,s6810,s8212,s8326,s9357])). 18.34/3.85 cnf(s9370, plain, spl0_207 | ~spl0_252 | ~spl0_212 | ~spl0_161, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s8255,s5055,s530,s8325,s5950,s7862,s6688,s6813,s7863,s6607,s8571,s8958,s8945,s9228,s8987,s8083,s8061,s9369,s621,s9040,s2630,s7857,s6795,s8295,s9066,s7499,s9350,s7769,s9367,s7554,s9250,s9227,s9186,s612,s7531,s8349,s9347,s8326,s9357,s8057,s9333,s8555,s8519,s9366,s6692,s7541])). 18.34/3.85 cnf(s9371, plain, ~spl0_317 | spl0_172 | ~spl0_252 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8071,s8212,s8083,s6808,s8945,s6813,s7863,s9314,s7768,s8326,s9357,s8057,s9333,s7285,s7857,s621,s9040,s2630,s6795,s8295,s9066,s8555,s8519,s9366,s7541,s6692,s612,s7531])). 18.34/3.85 cnf(s9372, plain, spl0_106 | spl0_315 | ~spl0_262 | spl0_263 | spl0_165 | ~spl0_207 | spl0_183 | spl0_104 | spl0_151, inference(rat,[],[s7782,s8255,s1109,s6607,s6303,s7195,s7770,s5481,s8303,s8184,s6688,s8325,s9361,s530,s9368,s6813,s7766,s6810,s8212,s8326,s9357,s6696,s7988])). 18.34/3.85 cnf(s9373, plain, spl0_165 | ~spl0_252 | ~spl0_212 | ~spl0_161, inference(rat,[],[s6607,s8458,s8255,s7567,s7782,s6265,s1109,s7592,s9143,s9157,s530,s8325,s7862,s6688,s6813,s7863,s8571,s8958,s8945,s8987,s8083,s8061,s9372,s7769,s9371,s621,s9040,s2630,s7857,s6795,s8295,s9066,s7499,s9359,s612,s7531,s8349,s9347,s8326,s9357,s8057,s9333,s8555,s8519,s9366,s6692,s7541,s6696,s9370])). 18.34/3.85 cnf(s9374, plain, ~spl0_252 | ~spl0_212 | ~spl0_161, inference(rat,[],[s7619,s9022,s7781,s8325,s8255,s6688,s6592,s9285,s7499,s530,s9314,s7570,s7769,s6813,s9346,s6810,s8445,s8212,s8565,s8193,s7623,s8069,s9002,s7985,s8083,s7581,s8992,s9148,s7580,s9373,s9370,s8349,s9347,s8326,s9357,s8057,s9333,s7285,s8555,s8519,s9366])). 18.34/3.85 cnf(s9375, plain, spl0_235 | ~spl0_317 | ~spl0_212 | ~spl0_161, inference(rat,[],[s7434,s1970,s8333,s8295,s9264,s6796,s8342,s7212,s2630,s6275,s9162,s9206,s621,s8284,s5942,s8891,s8906,s7527,s612,s7531,s8326,s9357,s7285,s8555,s8519,s9366,s7499,s9359,s8270,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s8632,s6606,s7985,s8630,s8349,s7421,s8083,s8061,s9073,s8325,s6688,s8394,s8968,s530,s7570,s9347,s7580,s7581,s8613,s8344,s7566,s596,s9374,s8057,s9333])). 18.34/3.85 cnf(s9376, plain, ~spl0_317 | ~spl0_212 | ~spl0_161, inference(rat,[],[s8255,s7781,s6607,s7619,s9281,s8274,s9129,s6813,s9375,s8325,s6688,s8394,s8968,s530,s7570,s9347,s7580,s7581,s8613,s7623,s6696,s7609,s7604,s8270,s8445,s8193,s6802,s8129,s8239,s8105,s8429,s8632,s6606,s7985,s8630,s596,s9374,s8344,s7566])). 18.34/3.85 cnf(s9377, plain, ~spl0_181 | spl0_239 | spl0_315 | spl0_178 | spl0_185 | spl0_171, inference(rat,[],[s5963,s5964,s5055,s5936,s6303,s6515,s7484,s6006,s6803,s7467,s7610,s2110,s8438,s1109,s7616,s7782,s7781])). 18.34/3.85 cnf(s9378, plain, ~spl0_212 | ~spl0_161, inference(rat,[],[s7434,s1970,s8333,s8295,s9264,s6796,s8342,s7212,s2630,s6275,s9162,s9206,s621,s8284,s8891,s6858,s530,s8255,s9377,s5942,s9146,s6607,s8458,s7567,s6813,s9201,s9157,s8325,s6688,s8571,s8987,s8083,s8061,s9346,s7769,s9376,s7499,s7609,s9359,s6696,s7604,s8270,s8445,s8193,s6802,s8129,s8239,s7554,s8105,s7623,s6606,s6700,s7580,s8429,s7985,s7581,s8632,s8630,s8613,s596,s9374,s8555,s8519,s7285,s9366,s8326,s9357,s9347,s8057,s9333,s8349,s7527,s612,s7531,s8344,s7566])). 18.34/3.85 cnf(s9379, plain, ~spl0_252 | spl0_93 | spl0_279 | ~spl0_183 | ~spl0_161, inference(rat,[],[s5866,s6281,s8213,s8333,s205,s5806,s9334,s1333,s5805,s5942,s7810,s7399,s8913,s6739,s625,s7653,s7461,s8560,s7742,s621,s6312,s8181,s8555,s8991,s8347,s9036,s7541,s8346,s6692,s612,s7531,s9378,s7568,s2630,s5988])). 18.34/3.85 cnf(s9380, plain, spl0_235 | spl0_93 | ~spl0_317 | ~spl0_183 | ~spl0_161, inference(rat,[],[s205,s9334,s8213,s5942,s5866,s7212,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s7742,s1333,s8555,s6635,s9257,s621,s7424,s8340,s5948,s9269,s7426,s9342,s7568,s2630,s5988,s7421,s8326,s7464,s8083,s9256,s7863,s7768,s9378,s612,s7531])). 18.34/3.85 cnf(s9381, plain, ~spl0_171 | spl0_207 | spl0_197 | spl0_195, inference(rat,[],[s8008,s5630,s8193,s8345,s7581,s8451,s6879,s6698,s8270,s9250,s8988,s6699])). 18.34/3.85 cnf(s9382, plain, ~spl0_156 | spl0_219 | ~spl0_161, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s7509,s612,s7531,s9378])). 18.34/3.85 cnf(s9383, plain, spl0_172 | spl0_93 | spl0_279 | ~spl0_183 | ~spl0_161, inference(rat,[],[s1333,s7810,s9334,s625,s205,s7461,s8213,s5942,s621,s5866,s7212,s9044,s9382,s7742,s8555,s9257,s8333,s6653,s6365,s7434,s7527,s612,s7531,s9378,s7568,s8295,s7809])). 18.34/3.85 cnf(s9384, plain, spl0_93 | ~spl0_317 | ~spl0_183 | ~spl0_161, inference(rat,[],[s7567,s5822,s5982,s7554,s7988,s9271,s9225,s8990,s9381,s7195,s8304,s7498,s7499,s9383,s7250,s6812,s6811,s8184,s8571,s8325,s8540,s6805,s8057,s8212,s6808,s6813,s9380,s596,s9379,s8344,s7566,s8069,s8083,s9256,s7863,s7768,s9378,s612,s7531])). 18.34/3.85 cnf(s9385, plain, ~spl0_317 | ~spl0_183 | ~spl0_161, inference(rat,[],[s7567,s5822,s5982,s7554,s7988,s9271,s9225,s8990,s9381,s8304,s7250,s6812,s6811,s8184,s8571,s8325,s8540,s6805,s7195,s8057,s7493,s8212,s7499,s6808,s6365,s6813,s8333,s596,s9269,s9257,s9036,s621,s8555,s9205,s8519,s9384,s8326,s8069,s7464,s8083,s9256,s7863,s7768,s612,s7531,s8344,s7566,s9378,s7568,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9386, plain, ~spl0_252 | spl0_93 | ~spl0_183 | ~spl0_161, inference(rat,[],[s7601,s8282,s8988,s7592,s9271,s7567,s5949,s6265,s1109,s6303,s8304,s7484,s7250,s5962,s6812,s6811,s8184,s8571,s8325,s8540,s6805,s8057,s8212,s5055,s6808,s5950,s6813,s7428,s7424,s6632,s1333,s9334,s205,s7493,s8213,s7499,s5866,s6365,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s8069,s7464,s8560,s5954,s7742,s8083,s6312,s8181,s7863,s8555,s9056,s8347,s9379,s9036,s7541,s8346,s6692,s612,s7531,s9378,s8295,s7809,s7769,s9385])). 18.34/3.85 cnf(s9387, plain, ~spl0_324 | spl0_207 | spl0_197 | spl0_315 | spl0_195, inference(rat,[],[s8571,s6688,s5518,s8325,s7766,s9010,s8212,s8069,s8083,s9255,s8057,s9290,s7567,s8282,s7493,s9381,s8990,s7554,s9225])). 18.34/3.85 cnf(s9388, plain, spl0_207 | spl0_93 | ~spl0_183 | ~spl0_161, inference(rat,[],[s1109,s6303,s5949,s7484,s9271,s5962,s6812,s6811,s8184,s8571,s8325,s8540,s6805,s8057,s8212,s5055,s6808,s5950,s6813,s7428,s7424,s6632,s1333,s9334,s205,s8213,s5942,s5866,s7212,s7742,s8555,s8326,s5954,s9382,s9257,s8069,s7464,s7863,s8333,s6653,s8083,s9383,s6365,s7434,s9259,s7499,s9387,s9381,s612,s7531,s8344,s7566,s9378,s8295,s7809,s7769,s9385,s596,s9386])). 18.34/3.85 cnf(s9389, plain, spl0_104 | spl0_239 | spl0_174 | ~spl0_207 | spl0_197 | spl0_315 | ~spl0_161, inference(rat,[],[s9010,s8998,s8069,s8083,s9262,s8344,s7566,s9378])). 18.34/3.85 cnf(s9390, plain, spl0_239 | spl0_174 | ~spl0_207 | spl0_197 | spl0_315 | ~spl0_161, inference(rat,[],[s7623,s8274,s7985,s5949,s8989,s1109,s7988,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s9389,s8344,s7566,s7609,s7604,s7195])). 18.34/3.85 cnf(s9391, plain, spl0_174 | ~spl0_207 | spl0_197 | spl0_315 | ~spl0_161, inference(rat,[],[s7623,s8274,s7985,s5949,s8989,s1109,s7988,s6303,s5481,s7766,s8212,s8069,s8083,s7770,s7610,s9262,s8303,s8184,s8057,s6688,s6806,s8325,s9390,s7195,s8344,s7566,s9378,s7609,s7604])). 18.34/3.85 cnf(s9392, plain, spl0_93 | ~spl0_183 | ~spl0_161, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8325,s8540,s6805,s8057,s8212,s6808,s6813,s7428,s7424,s6632,s1333,s9334,s205,s8213,s5942,s5866,s7212,s7742,s8555,s8326,s5954,s9382,s9257,s8069,s7464,s7863,s8333,s6653,s8083,s9383,s6365,s7434,s9259,s7499,s7496,s9391,s9388,s596,s9386,s612,s7531,s9378,s8295,s7809,s7769,s9385])). 18.34/3.85 cnf(s9393, plain, ~spl0_183 | ~spl0_161, inference(rat,[],[s9391,s9387,s7493,s7499,s6365,s8333,s596,s9257,s9036,s8555,s8519,s9392,s7769,s9385,s8295,s7809,s612,s7531,s8344,s7566,s9378])). 18.34/3.85 cnf(s9394, plain, ~spl0_171 | ~spl0_324 | spl0_207 | spl0_184 | spl0_183, inference(rat,[],[s7601,s8899,s8988,s7592])). 18.34/3.85 cnf(s9395, plain, ~spl0_252 | spl0_171 | spl0_180 | spl0_236 | spl0_93 | ~spl0_161, inference(rat,[],[s6812,s6811,s9271,s8184,s8571,s8325,s8540,s6805,s8057,s8212,s6808,s6813,s7428,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s8069,s7464,s8560,s7742,s8083,s6312,s8181,s8555,s9056,s8347,s9036,s7541,s8346,s6692,s612,s7531,s9378])). 18.34/3.85 cnf(s9396, plain, ~spl0_324 | spl0_207 | ~spl0_317 | spl0_93 | ~spl0_161, inference(rat,[],[s7554,s8899,s9225,s8990,s596,s9395,s9394,s7616,s7781,s8255,s6592,s8344,s7566,s9393,s7421,s530,s7570])). 18.34/3.85 cnf(s9397, plain, ~spl0_252 | spl0_172 | spl0_279 | spl0_93 | ~spl0_161, inference(rat,[],[s7811,s1333,s625,s9334,s7453,s205,s7857,s8213,s8295,s5866,s6365,s6281,s8333,s5806,s5805,s5942,s621,s7399,s8913,s6739,s8586,s7653,s8560,s7742,s6312,s8181,s8555,s8347,s9036,s7541,s8346,s6692,s7527,s612,s7531,s9378])). 18.34/3.85 cnf(s9398, plain, spl0_258 | spl0_147 | spl0_270 | spl0_172 | spl0_93 | ~spl0_161, inference(rat,[],[s205,s9334,s8213,s5942,s5866,s7212,s9382,s8333,s6653,s6365,s7434])). 18.34/3.85 cnf(s9399, plain, spl0_94 | spl0_156 | spl0_215 | spl0_214 | spl0_147 | spl0_93, inference(rat,[],[s5947,s5866,s5799,s8213])). 18.34/3.85 cnf(s9400, plain, spl0_147 | ~spl0_307 | spl0_172 | spl0_279 | spl0_93 | ~spl0_161, inference(rat,[],[s7212,s9162,s5942,s9334,s205,s9399,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s621,s7453,s2630,s7857,s6795,s8295,s9398,s7527,s612,s7531,s9378,s1333,s6635,s625,s7423])). 18.34/3.85 cnf(s9401, plain, ~spl0_307 | spl0_172 | spl0_279 | spl0_93 | ~spl0_161, inference(rat,[],[s6867,s9334,s621,s205,s7453,s2630,s5488,s7857,s6795,s8295,s6365,s8340,s8333,s9257,s8555,s7747,s9400,s625,s1333,s7423,s6635,s612,s7531,s9378])). 18.34/3.85 cnf(s9402, plain, ~spl0_180 | spl0_169 | spl0_165 | spl0_184 | spl0_183, inference(rat,[],[s6607,s8255,s8458,s7781,s7567,s7619,s5982])). 18.34/3.85 cnf(s9403, plain, spl0_207 | ~spl0_317 | spl0_93 | ~spl0_161, inference(rat,[],[s9271,s6812,s8325,s9402,s6811,s8184,s8571,s8540,s6805,s8057,s8212,s6808,s6813,s7428,s7424,s9401,s7554,s9225,s8990,s9381,s596,s9397,s8326,s8069,s7464,s8083,s9260,s7499,s9396,s8344,s7566,s9378,s9393,s7421,s530,s7570,s7863,s7768])). 18.34/3.85 cnf(s9404, plain, ~spl0_252 | ~spl0_317 | spl0_93 | ~spl0_161, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8325,s8540,s6805,s8057,s8212,s6808,s6813,s7428,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s8069,s7464,s8560,s7742,s8083,s6312,s8181,s8555,s9056,s8347,s9036,s7541,s8346,s6692,s612,s7531,s9378,s7421,s9403])). 18.34/3.85 cnf(s9405, plain, spl0_104 | spl0_239 | spl0_180 | ~spl0_324 | spl0_197 | ~spl0_207 | ~spl0_161, inference(rat,[],[s9055,s9069,s8565,s8069,s8083,s9262,s8344,s7566,s9378,s9393])). 18.34/3.85 cnf(s9406, plain, ~spl0_171 | ~spl0_324 | spl0_197 | spl0_184 | ~spl0_161, inference(rat,[],[s8989,s8899,s7985,s7592,s7623,s8344,s7566,s9393])). 18.34/3.85 cnf(s9407, plain, ~spl0_324 | spl0_197 | ~spl0_207 | spl0_184 | ~spl0_161, inference(rat,[],[s9405,s8057,s8325,s8545,s6688,s8226,s7610,s8274,s9406,s7616,s7781,s8255,s6592,s9393,s6696,s7609,s7604])). 18.34/3.85 cnf(s9408, plain, ~spl0_317 | spl0_93 | ~spl0_161, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8325,s8540,s6805,s8057,s8212,s6808,s6813,s7426,s8326,s8069,s7464,s7424,s8083,s9401,s9260,s7499,s9407,s596,s9404,s9403,s7863,s530,s7768,s7421,s7570,s9378])). 18.34/3.85 cnf(s9409, plain, spl0_104 | spl0_239 | spl0_246 | spl0_234 | spl0_106 | ~spl0_324 | spl0_207 | spl0_315 | spl0_183, inference(rat,[],[s9351,s8255,s9394,s530,s6858,s7428,s6813,s6810,s8212,s6592])). 18.34/3.85 cnf(s9410, plain, ~spl0_181 | spl0_171 | spl0_241 | spl0_82 | spl0_239 | spl0_315, inference(rat,[],[s5964,s5936,s5963,s9271,s5055,s7616,s9300,s7781])). 18.34/3.85 cnf(s9411, plain, spl0_171 | spl0_241 | spl0_82 | spl0_239 | ~spl0_252 | spl0_173 | spl0_93 | ~spl0_161, inference(rat,[],[s7484,s6303,s5962,s5055,s1109,s6812,s5950,s5949,s6813,s9395,s7426,s6858,s530,s8255,s9410,s9393,s7769,s9408,s8326,s7464,s8083,s9056,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s7399,s6739,s5942,s8913,s7653,s8560,s8181,s7541,s6692,s6312,s8347,s8346,s612,s7531,s7742,s8555,s9036,s9378])). 18.34/3.85 cnf(s9412, plain, spl0_239 | ~spl0_324 | spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s7484,s6847,s5962,s5055,s6812,s5950,s6813,s6265,s7426,s7567,s6858,s8458,s530,s7601,s9394,s8988,s7592,s9411,s6811,s8184,s8571,s8540,s8057,s9409,s9393,s7493,s6592,s8069,s8326,s7464,s8083,s9056,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s7399,s6739,s5942,s8913,s7653,s8560,s8181,s7541,s6692,s6312,s8347,s8346,s612,s7531,s7742,s8555,s9036,s596,s9387,s7769,s9408,s8344,s7566,s9378])). 18.34/3.85 cnf(s9413, plain, ~spl0_324 | spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s9300,s8255,s9394,s530,s6858,s7428,s6813,s7766,s6810,s8212,s8571,s8057,s6688,s6806,s8325,s9412,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s8069,s7464,s8560,s7742,s8083,s6312,s8181,s8555,s9056,s8347,s9036,s7541,s8346,s6692,s596,s9387,s6592,s612,s7531,s8344,s7566,s9378,s9393,s7769,s9408])). 18.34/3.85 cnf(s9414, plain, ~spl0_252 | spl0_104 | spl0_172 | spl0_93 | ~spl0_161, inference(rat,[],[s205,s9334,s8213,s1333,s5866,s6635,s6281,s7424,s8333,s7428,s5806,s6813,s5805,s5942,s6810,s7399,s8913,s6739,s8212,s7653,s8069,s8560,s5954,s7742,s8083,s6312,s8181,s7863,s8555,s9056,s8347,s9397,s9036,s7541,s8346,s6692,s612,s7531,s9378,s8326,s9357])). 18.34/3.85 cnf(s9415, plain, spl0_106 | spl0_235 | spl0_165 | spl0_171 | spl0_104 | spl0_239 | spl0_172 | spl0_93 | ~spl0_161, inference(rat,[],[s7426,s6858,s7424,s530,s9401,s8255,s7863,s6607,s9075,s9351,s9010,s8344,s7566,s9393,s7769,s9408,s8326,s9357,s596,s9414])). 18.34/3.85 cnf(s9416, plain, spl0_235 | spl0_165 | spl0_171 | spl0_104 | spl0_239 | spl0_172 | spl0_93 | ~spl0_161, inference(rat,[],[s7863,s5956,s9260,s8846,s8083,s8061,s9415,s9378,s8326,s9357])). 18.34/3.85 cnf(s9417, plain, spl0_104 | spl0_239 | spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7782,s8255,s9402,s530,s7862,s7863,s9260,s8083,s8061,s6607,s8212,s5055,s9226,s6808,s5950,s6813,s9416,s7554,s9225,s8990,s9381,s596,s9414,s8344,s7566,s9378,s9393,s7769,s9408,s7499,s9413])). 18.34/3.85 cnf(s9418, plain, ~spl0_252 | spl0_239 | spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s8458,s7601,s6607,s8988,s7592,s8255,s9395,s7567,s7782,s5949,s6265,s1109,s6303,s7484,s5962,s5055,s6812,s5950,s6813,s7426,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s530,s7464,s8560,s5954,s7862,s7742,s8083,s6312,s8181,s7863,s8555,s9056,s8347,s9397,s9036,s7541,s8346,s6692,s612,s7531,s9378,s9393,s7769,s9408,s7499,s9413,s6811,s8184,s8540,s8057,s9417])). 18.34/3.85 cnf(s9419, plain, spl0_239 | spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s6847,s5949,s7484,s9271,s5962,s5055,s6812,s5950,s6813,s7426,s8326,s7464,s7424,s8083,s9401,s9260,s7863,s7861,s6858,s530,s8255,s6607,s8282,s7567,s7554,s9410,s9290,s9225,s8990,s9381,s596,s9418,s6811,s8184,s8571,s8540,s8057,s9417,s8344,s7566,s9378,s9393,s7769,s9408,s7499,s9413])). 18.34/3.85 cnf(s9420, plain, spl0_207 | spl0_93 | ~spl0_161, inference(rat,[],[s7424,s7428,s9401,s6858,s7863,s530,s8791,s8255,s6607,s8282,s7567,s9300,s5518,s6813,s7766,s6810,s8212,s7554,s8069,s9225,s8990,s9381,s8083,s596,s8326,s8987,s9414,s9357,s8571,s8057,s6688,s6806,s8325,s9419,s7499,s9413,s8344,s7566,s9393,s7769,s9408])). 18.34/3.85 cnf(s9421, plain, spl0_104 | spl0_239 | spl0_246 | spl0_234 | spl0_106 | spl0_173 | spl0_185 | spl0_315 | spl0_183, inference(rat,[],[s8255,s530,s7782,s6858,s1109,s7426,s6303,s6813,s7766,s6810,s8212,s8994,s8565])). 18.34/3.85 cnf(s9422, plain, spl0_239 | spl0_246 | spl0_234 | spl0_106 | spl0_173 | ~spl0_207 | spl0_315 | spl0_183, inference(rat,[],[s7782,s1109,s8255,s6303,s530,s5055,s6858,s5963,s7426,s5964,s6813,s5936,s6812,s7770,s7251,s6811,s8303,s8184,s8540,s8057,s9421,s6696])). 18.34/3.85 cnf(s9423, plain, spl0_246 | spl0_234 | spl0_183 | spl0_106 | spl0_173 | ~spl0_207 | spl0_315, inference(rat,[],[s8255,s530,s7782,s6858,s1109,s7426,s6303,s6813,s7766,s6810,s7770,s8212,s8303,s8057,s6688,s6806,s8325,s9422])). 18.34/3.85 cnf(s9424, plain, ~spl0_324 | spl0_93 | ~spl0_161, inference(rat,[],[s9423,s7424,s6632,s1333,s9334,s205,s8213,s5866,s6281,s8333,s5806,s5805,s5942,s7399,s8913,s6739,s8326,s7653,s8069,s7464,s8560,s7742,s8083,s6312,s8181,s8555,s9056,s8347,s9036,s7541,s8346,s6692,s596,s9391,s6592,s7493,s612,s7531,s9378,s9393,s7769,s9408,s9420])). 18.34/3.85 cnf(s9425, plain, spl0_104 | spl0_239 | spl0_93 | ~spl0_161, inference(rat,[],[s9401,s7424,s7863,s9423,s9093,s6607,s8998,s9391,s8069,s596,s8083,s8326,s9414,s9262,s9357,s8344,s7566,s9378,s9393,s7769,s9408,s9420,s7499,s9424])). 18.34/3.85 cnf(s9426, plain, ~spl0_252 | spl0_234 | spl0_239 | spl0_93 | ~spl0_161, inference(rat,[],[s5866,s8213,s6281,s205,s8333,s9275,s5806,s1333,s5805,s5942,s6635,s7399,s8913,s6739,s7424,s7653,s7428,s8560,s5954,s7742,s6312,s8181,s7863,s8555,s8347,s9397,s9036,s7541,s8346,s6692,s612,s7531,s9378,s7499,s9424,s8571,s6813,s6812,s7251,s8303,s9420,s6811,s8184,s8540,s8057,s9425])). 18.34/3.85 cnf(s9427, plain, spl0_234 | spl0_239 | spl0_93 | ~spl0_161, inference(rat,[],[s7863,s7861,s9401,s530,s7424,s8255,s9423,s6607,s9391,s596,s9426,s9393,s7499,s9424,s6242,s8530,s7782,s1109,s6303,s5055,s5963,s5964,s5936,s7251,s6811,s8184,s7770,s8303,s8540,s8057,s9425,s9420,s7769,s9408])). 18.34/3.85 cnf(s9428, plain, spl0_239 | spl0_93 | ~spl0_161, inference(rat,[],[s9027,s7541,s596,s9391,s6607,s8255,s530,s2630,s7862,s6795,s7863,s8295,s9260,s9259,s8083,s7465,s8326,s9427,s7782,s1109,s6303,s5055,s5963,s5964,s5936,s7770,s7251,s6811,s8303,s8184,s8540,s8057,s9425,s612,s7531,s9378,s9393,s7769,s9408,s9420,s7499,s9424])). 18.34/3.85 cnf(s9429, plain, spl0_93 | ~spl0_161, inference(rat,[],[s530,s7862,s8255,s7863,s7782,s9401,s1109,s7424,s6303,s9423,s7766,s6607,s8212,s9391,s8069,s596,s8083,s8326,s7770,s9414,s9262,s9357,s8303,s8057,s6688,s6806,s8325,s9428,s7499,s9424,s9420,s7769,s9408,s9378,s9393])). 18.34/3.85 cnf(s9430, plain, ~spl0_324 | spl0_207 | ~spl0_161, inference(rat,[],[s7570,s530,s7769,s8899,s9387,s9393,s8990,s7554,s9225,s8344,s7566,s596,s9036,s8555,s8519,s9429,s9378])). 18.34/3.85 cnf(s9431, plain, ~spl0_317 | spl0_239 | ~spl0_262 | spl0_263 | spl0_169 | spl0_165 | spl0_171 | spl0_183, inference(rat,[],[s6812,s6811,s9271,s8184,s8571,s8540,s8057,s8212,s6808,s6813,s9269,s8326,s8069,s7464,s8083,s8945,s9402,s7863,s530,s7768,s7570])). 18.34/3.85 cnf(s9432, plain, spl0_106 | spl0_184 | spl0_104 | spl0_239 | spl0_207 | ~spl0_161, inference(rat,[],[s8255,s6607,s9351,s9010,s7769,s9431,s621,s9205,s2630,s6795,s7857,s8295,s6365,s7499,s9430,s8333,s9257,s612,s7531,s7554,s9225,s8990,s9381,s596,s9036,s8555,s8519,s9429,s9378,s8344,s7566,s9393])). 18.34/3.85 cnf(s9433, plain, spl0_184 | spl0_104 | spl0_234 | spl0_239 | spl0_207 | ~spl0_161, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s5055,s7782,s5950,s8255,s6813,s6607,s8958,s9228,s8083,s8061,s9432,s9402,s7769,s9431,s621,s9205,s2630,s6795,s7857,s8295,s6365,s7499,s9430,s8333,s9257,s612,s7531,s7554,s9225,s8990,s9381,s596,s9036,s8555,s8519,s9429,s9378,s8344,s7566,s9393])). 18.34/3.85 cnf(s9434, plain, spl0_104 | spl0_234 | spl0_239 | spl0_207 | ~spl0_161, inference(rat,[],[s8071,s8212,s8083,s6808,s8945,s6813,s7863,s9368,s7861,s530,s9433,s7857,s621,s9205,s2630,s6795,s8295,s6365,s7499,s9430,s8333,s9257,s8555,s8519,s612,s7531,s9429,s9378])). 18.34/3.85 cnf(s9435, plain, spl0_234 | spl0_239 | spl0_207 | ~spl0_161, inference(rat,[],[s6847,s5949,s7484,s9271,s5962,s5055,s6812,s5950,s530,s6813,s8255,s9306,s6607,s9410,s8458,s6811,s7567,s8184,s8571,s9290,s8540,s8057,s9434,s7769,s9431,s621,s9205,s2630,s6795,s7857,s8295,s6365,s7499,s9430,s8333,s9257,s612,s7531,s7554,s9225,s8990,s9381,s596,s9036,s8555,s8519,s9429,s9378,s8344,s7566,s9393])). 18.34/3.85 cnf(s9436, plain, spl0_239 | spl0_207 | ~spl0_161, inference(rat,[],[s8255,s6607,s9410,s530,s8458,s6811,s7862,s7567,s8184,s8571,s7863,s9290,s8540,s8945,s8057,s8083,s9357,s7465,s8326,s9435,s7769,s9431,s9393,s9381,s8990,s7554,s9225,s8344,s7566,s596,s9036,s7857,s621,s9205,s2630,s6795,s8295,s6365,s7499,s9430,s8333,s9257,s8555,s8519,s612,s7531,s9429,s9378])). 18.34/3.85 cnf(s9437, plain, spl0_207 | ~spl0_161, inference(rat,[],[s8458,s6607,s7567,s9305,s5518,s7769,s9269,s6813,s7766,s6810,s8212,s8069,s8083,s8326,s8987,s9357,s8571,s8057,s6688,s6806,s8325,s9436,s621,s9205,s2630,s7857,s6795,s8295,s6365,s7499,s9430,s7554,s9225,s8990,s9381,s8344,s7566,s9393,s596,s9036,s8333,s9257,s8555,s8519,s9429,s9378,s612,s7531])). 18.34/3.85 cnf(s9438, plain, ~spl0_317 | spl0_239 | ~spl0_161, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8540,s8057,s8212,s6808,s6813,s9269,s8326,s8069,s7464,s8083,s8945,s621,s9205,s2630,s7857,s6795,s8295,s6365,s7499,s9407,s7863,s530,s7768,s7570,s596,s9036,s8333,s9257,s8555,s8519,s9429,s9378,s612,s7531,s9437])). 18.34/3.85 cnf(s9439, plain, spl0_104 | spl0_234 | spl0_239 | ~spl0_161, inference(rat,[],[s7453,s625,s7863,s7423,s9075,s7424,s8998,s9423,s8069,s8083,s9262,s8344,s7566,s9393,s6607,s7857,s621,s9205,s2630,s6795,s8295,s6365,s7499,s7496,s9391,s7769,s9438,s596,s9036,s9437,s8333,s9257,s8555,s8519,s612,s7531,s9429,s9378])). 18.34/3.85 cnf(s9440, plain, spl0_234 | spl0_239 | ~spl0_161, inference(rat,[],[s1109,s7782,s6303,s8255,s5055,s530,s5963,s9368,s5964,s6813,s5936,s6812,s7770,s7251,s6811,s8303,s8184,s8540,s8057,s9439,s9393,s6607,s7857,s621,s9205,s2630,s6795,s8295,s6365,s7499,s7496,s9391,s7769,s9438,s596,s9036,s9437,s8333,s9257,s8555,s8519,s612,s7531,s9429,s9378])). 18.34/3.85 cnf(s9441, plain, spl0_239 | ~spl0_161, inference(rat,[],[s6303,s5055,s1109,s5963,s7782,s5964,s8255,s5936,s530,s7770,s7251,s6811,s7862,s8303,s8184,s7863,s8540,s8945,s8057,s8083,s9357,s7465,s8326,s9440,s621,s9205,s2630,s7857,s6795,s8295,s6365,s7499,s6607,s7496,s9391,s7769,s9438,s9393,s596,s9036,s8333,s9257,s8555,s8519,s9429,s9378,s612,s7531,s9437])). 18.34/3.85 cnf(s9442, plain, ~spl0_317 | ~spl0_161, inference(rat,[],[s621,s9205,s9269,s2630,s7857,s6795,s8295,s6365,s7499,s9407,s530,s7570,s596,s9036,s8333,s9257,s8555,s8519,s9429,s612,s7531,s8326,s9357,s6813,s6810,s8212,s8069,s8083,s9262,s9378,s9437,s8057,s6806,s8325,s9441])). 18.34/3.85 cnf(s9443, plain, ~spl0_161, inference(rat,[],[s621,s9210,s9368,s2630,s7985,s7857,s6795,s530,s7623,s8295,s8255,s8438,s6365,s7782,s5949,s7499,s1109,s6607,s7496,s6303,s9391,s7769,s9442,s6813,s7766,s6810,s8212,s8069,s8083,s8326,s7770,s7610,s9262,s9357,s8303,s8057,s6688,s6806,s8325,s9441,s7609,s7604,s9437,s8333,s596,s9257,s9036,s8555,s8519,s9429,s9393,s9378,s612,s7531])). 18.34/3.85 cnf(s9445, plain, spl0_151 | spl0_162 | spl0_207, inference(rat,[],[s8109,s7564,s8224,s8464,s8429,s8005,s8102,s7556,s8469,s7581,s8129,s9002,s6802,s8193,s8451,s8270,s6606,s7985,s5720,s9443])). 18.34/3.85 cnf(s9446, plain, ~spl0_252 | spl0_212 | spl0_270 | spl0_215 | spl0_288 | spl0_93 | spl0_214, inference(rat,[],[s9334,s205,s5942,s9399,s7212,s6739,s7653,s7742,s8560,s8555,s6312,s8181,s9036,s8347,s8346,s6692])). 18.34/3.85 cnf(s9447, plain, ~spl0_324 | spl0_93 | spl0_104 | ~spl0_183 | spl0_234 | ~spl0_317 | spl0_207, inference(rat,[],[s9334,s205,s5942,s9399,s7212,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s7742,s8555,s9257,s612,s8338,s8344,s9229,s596,s9446,s8349,s9445,s1333,s6635,s621,s7424,s8340,s5948,s9269,s7426,s9342,s6813,s6810,s8212,s8069,s8083,s8409,s9255,s6121,s7421,s7568,s2630,s5988,s9443])). 18.34/3.85 cnf(s9448, plain, spl0_235 | ~spl0_252 | spl0_172 | spl0_93 | ~spl0_183 | spl0_234 | ~spl0_317, inference(rat,[],[s7243,s612,s8341,s9336,s9342,s8295,s7809])). 18.34/3.85 cnf(s9449, plain, ~spl0_252 | spl0_172 | spl0_93 | spl0_104 | ~spl0_183 | spl0_234 | ~spl0_317, inference(rat,[],[s7229,s8341,s612,s8996,s9013,s8083,s8061,s8212,s6808,s6813,s9448,s7541,s6692,s7863,s7768,s8295,s7809])). 18.34/3.85 cnf(s9450, plain, spl0_235 | spl0_165 | ~spl0_212 | spl0_172 | spl0_93 | spl0_104 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317, inference(rat,[],[s9117,s8565,s8344,s8069,s5984,s8083,s8341,s8846,s9342,s7421,s8295,s7809,s9449,s9443])). 18.34/3.85 cnf(s9451, plain, ~spl0_212 | spl0_93 | spl0_104 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s6802,s8193,s8129,s8451,s8239,s8270,s8105,s6606,s8429,s7985,s8632,s8630,s8344,s5984,s8341,s8996,s8083,s8061,s8212,s6808,s6813,s9450,s9186,s8349,s7863,s7768,s8295,s7809,s596,s9449,s7499,s9447])). 18.34/3.85 cnf(s9452, plain, spl0_235 | spl0_212 | spl0_172 | spl0_93 | ~spl0_183 | spl0_234 | ~spl0_317, inference(rat,[],[s9334,s205,s5942,s9399,s7212,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s7742,s8555,s9257,s1333,s612,s6635,s7241,s621,s7424,s8341,s8340,s5948,s9269,s7426,s9342,s7421,s7568,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9453, plain, spl0_93 | spl0_104 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s7243,s612,s8341,s9256,s8996,s8083,s8061,s8212,s6808,s6813,s9452,s9451,s7499,s9447,s7863,s7768,s8295,s7809])). 18.34/3.85 cnf(s9454, plain, ~spl0_252 | spl0_172 | spl0_215 | ~spl0_93 | ~spl0_183, inference(rat,[],[s7243,s612,s9044,s9040,s8982,s7541,s6692,s2630,s5988,s7285,s8555,s8519])). 18.34/3.85 cnf(s9455, plain, spl0_83 | spl0_165 | ~spl0_212 | spl0_172 | spl0_215 | ~spl0_93 | spl0_104 | ~spl0_183 | spl0_239, inference(rat,[],[s8982,s7635,s8835,s9052,s8344,s9117,s7285,s8555,s8519,s596,s9454,s9443])). 18.34/3.85 cnf(s9456, plain, ~spl0_283 | spl0_172 | spl0_215 | ~spl0_93 | ~spl0_183, inference(rat,[],[s7243,s612,s8341,s9206,s6867,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9457, plain, ~spl0_212 | spl0_83 | spl0_215 | ~spl0_93 | spl0_104 | ~spl0_183 | spl0_239 | spl0_207, inference(rat,[],[s9186,s9455,s8349,s7499,s6120,s8409,s9233,s2630,s5988,s9443])). 18.34/3.85 cnf(s9458, plain, spl0_235 | spl0_104 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s8347,s6605,s8181,s8982,s8560,s9044,s8508,s7227,s8795,s612,s8842,s9205,s9457,s8565,s8069,s8083,s8906,s9456,s7499,s6120,s8409,s9233,s621,s9269,s7421,s7568,s2630,s5988,s8295,s7809,s7285,s8555,s8519,s9453,s9443])). 18.34/3.85 cnf(s9459, plain, spl0_257 | spl0_218 | spl0_215 | spl0_172 | spl0_95 | spl0_147 | ~spl0_183, inference(rat,[],[s9264,s8333,s9044,s6396,s8295,s7809])). 18.34/3.85 cnf(s9460, plain, spl0_195 | ~spl0_212 | spl0_197 | spl0_207, inference(rat,[],[s6802,s8193,s8129,s8451,s8239,s8270,s8105,s6606,s8429,s7985,s8632,s8630])). 18.34/3.85 cnf(s9461, plain, ~spl0_256 | spl0_215 | spl0_172 | spl0_95 | spl0_147 | ~spl0_183, inference(rat,[],[s612,s9459,s8338,s5984])). 18.34/3.85 cnf(s9462, plain, spl0_104 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s8347,s6605,s8181,s8982,s8560,s9044,s8508,s7227,s8795,s612,s8842,s9205,s9460,s8344,s9461,s596,s9454,s621,s7499,s8945,s9255,s8083,s8061,s8212,s6808,s6813,s9458,s8555,s8519,s7285,s9453,s7863,s7768,s7568,s2630,s5988,s8295,s7809])). 18.34/3.85 cnf(s9463, plain, spl0_235 | spl0_162 | spl0_93 | spl0_82 | ~spl0_183 | spl0_234 | ~spl0_317 | spl0_207, inference(rat,[],[s9334,s5942,s205,s7212,s9399,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9277,s7742,s8555,s9257,s612,s8338,s8344,s9229,s596,s9446,s1333,s6635,s621,s7424,s8340,s5948,s9269,s7426,s9342,s7421,s7568,s2630,s5988,s8349,s9445,s9443])). 18.34/3.85 cnf(s9464, plain, ~spl0_324 | spl0_93 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s5527,s8005,s9153,s6272,s8458,s7567,s5982,s9271,s6812,s6813,s9463,s7554,s9230,s9222,s8409,s7493,s6121,s8571,s6811,s8184,s8540,s8057,s9462,s9443])). 18.34/3.85 cnf(s9465, plain, spl0_235 | spl0_172 | spl0_93 | ~spl0_183 | spl0_234 | ~spl0_317 | spl0_207, inference(rat,[],[s8344,s5984,s9460,s596,s8341,s9452,s9448,s9342,s8295,s7809])). 18.34/3.85 cnf(s9466, plain, spl0_151 | ~spl0_240 | spl0_82 | spl0_207, inference(rat,[],[s8282,s7567,s7595,s5982,s8409,s9271,s7554,s9445,s9250,s9227,s9186])). 18.34/3.85 cnf(s9467, plain, spl0_218 | spl0_270 | spl0_144 | spl0_147 | spl0_281 | spl0_217 | spl0_254 | spl0_93 | spl0_82, inference(rat,[],[s8213,s205,s5866,s9275,s6281,s5942,s8333,s8913,s5806,s6739,s5805,s7399])). 18.34/3.85 cnf(s9468, plain, ~spl0_252 | spl0_212 | spl0_172 | spl0_93 | spl0_82 | ~spl0_183 | spl0_279, inference(rat,[],[s9275,s205,s5942,s8213,s7212,s5866,s6653,s6542,s7227,s612,s9467,s1333,s7810,s625,s7453,s621,s6739,s8583,s7653,s8560,s7742,s6312,s8181,s8555,s8347,s9036,s7541,s8346,s6692,s7568,s8295,s7809])). 18.34/3.85 cnf(s9469, plain, spl0_257 | spl0_215 | spl0_218 | spl0_212 | spl0_172 | ~spl0_183, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s8253,s5653,s7742,s5792,s8555,s5786,s9257,s8344,s5789,s6653,s8333,s8251,s8341,s6542,s6396,s2630,s5988,s8295,s7809,s9443])). 18.34/3.85 cnf(s9470, plain, spl0_195 | spl0_197 | ~spl0_240 | spl0_82 | spl0_207, inference(rat,[],[s7567,s8282,s5982,s7595,s7554,s9271,s8409,s9225,s8990,s9381,s9229,s9443])). 18.34/3.85 cnf(s9471, plain, spl0_156 | spl0_270 | spl0_147 | spl0_288 | spl0_93 | spl0_82, inference(rat,[],[s205,s9275,s8213,s5942,s5866,s7212])). 18.34/3.85 cnf(s9472, plain, spl0_218 | spl0_219 | spl0_288 | spl0_257 | spl0_212 | spl0_172 | spl0_93 | spl0_82 | ~spl0_183 | spl0_279, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s7509,s9471,s1333,s7810,s7742,s625,s8555,s7453,s9257,s621,s9469,s7568])). 18.34/3.85 cnf(s9473, plain, spl0_93 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s612,s9472,s8333,s7720,s7750,s8338,s5984,s8344,s9470,s596,s9468,s8349,s9466,s6812,s6813,s9465,s7499,s9464,s7863,s7768,s8295,s7809,s8571,s6811,s8184,s8540,s8057,s9462])). 18.34/3.85 cnf(s9474, plain, ~spl0_324 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s5527,s8005,s9153,s6272,s8458,s7567,s5982,s9271,s6812,s6813,s9269,s621,s7554,s9233,s9230,s9222,s8409,s7493,s6121,s7568,s2630,s5988,s8571,s6811,s8184,s8540,s8057,s9462,s9473,s9443])). 18.34/3.85 cnf(s9475, plain, ~spl0_212 | ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s8344,s8985,s9461,s9454,s621,s9269,s6813,s6812,s9466,s9186,s8349,s7568,s8571,s6811,s8184,s8540,s8057,s9462,s7285,s8555,s8519,s9473,s7499,s9474,s9443])). 18.34/3.85 cnf(s9476, plain, spl0_215 | spl0_212 | spl0_172 | ~spl0_93 | ~spl0_183, inference(rat,[],[s6605,s8347,s8982,s8181,s9044,s8560,s7227,s8508,s612,s8795,s9205,s2630,s5988,s8295,s7809,s7285,s8842,s8555,s8519])). 18.34/3.85 cnf(s9477, plain, ~spl0_183 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s9257,s8333,s612,s7750,s8338,s8344,s9470,s6812,s6813,s9269,s621,s9476,s596,s9036,s9475,s7499,s9474,s8555,s8519,s9473,s6811,s8184,s8571,s8540,s8057,s9462,s8295,s7809,s7568])). 18.34/3.85 cnf(s9478, plain, ~spl0_324 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s5527,s8005,s9153,s6272,s8899,s7554,s9222,s8409,s6121,s9443])). 18.34/3.85 cnf(s9479, plain, spl0_151 | spl0_183 | spl0_207 | spl0_184, inference(rat,[],[s9186,s9099,s9443])). 18.34/3.85 cnf(s9480, plain, ~spl0_252 | spl0_147 | spl0_218 | spl0_270 | spl0_93 | spl0_212, inference(rat,[],[s5866,s6281,s8213,s8333,s205,s5806,s9334,s5805,s5942,s7399,s6739,s8913,s7653,s8560,s6312,s8181,s8347,s7541,s8346,s6692])). 18.34/3.85 cnf(s9481, plain, spl0_195 | spl0_197 | spl0_183 | spl0_104 | spl0_239 | spl0_106, inference(rat,[],[s9090,s9079,s9443])). 18.34/3.85 cnf(s9482, plain, spl0_156 | spl0_288 | spl0_147 | spl0_270 | spl0_93, inference(rat,[],[s205,s9334,s8213,s5942,s5866,s7212])). 18.34/3.85 cnf(s9483, plain, spl0_258 | ~spl0_256 | spl0_147 | spl0_218 | spl0_270 | spl0_93 | spl0_212 | spl0_172, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s7509,s9482,s8333,s7720,s7750])). 18.34/3.85 cnf(s9484, plain, spl0_147 | spl0_218 | spl0_215 | spl0_104 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172 | spl0_183 | spl0_239, inference(rat,[],[s9334,s9162,s205,s9482,s9399,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s2630,s6795,s8295,s9483,s5984,s8344,s9481,s596,s9480])). 18.34/3.85 cnf(s9485, plain, spl0_218 | spl0_215 | spl0_104 | spl0_245 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172 | spl0_183 | spl0_239 | spl0_279, inference(rat,[],[s205,s5488,s9334,s8295,s5655,s7750,s8344,s9481,s8340,s8333,s596,s9257,s9036,s8555,s7747,s9484])). 18.34/3.85 cnf(s9486, plain, spl0_215 | spl0_104 | spl0_279 | spl0_245 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172 | spl0_183 | spl0_239, inference(rat,[],[s5488,s205,s8295,s9334,s6542,s9162,s5946,s6650,s9482,s6739,s7653,s8560,s7742,s6312,s8181,s8555,s8347,s9036,s8346,s6692,s596,s9481,s8344,s7227,s8339,s612,s9485])). 18.34/3.85 cnf(s9487, plain, spl0_147 | spl0_218 | spl0_258 | spl0_104 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172 | spl0_183 | spl0_239, inference(rat,[],[s9481,s8344,s596,s9483,s9480])). 18.34/3.85 cnf(s9488, plain, spl0_218 | spl0_258 | spl0_239 | spl0_104 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172 | spl0_183, inference(rat,[],[s8344,s7398,s9481,s8333,s596,s9257,s9036,s8555,s7747,s9487])). 18.34/3.85 cnf(s9489, plain, spl0_258 | spl0_104 | spl0_239 | spl0_183 | spl0_270 | spl0_106 | spl0_93 | spl0_212 | spl0_172, inference(rat,[],[s6739,s7653,s9482,s8560,s7742,s6312,s8181,s8555,s8347,s9036,s8346,s6692,s596,s6653,s9481,s6542,s8344,s7227,s8339,s612,s9488])). 18.34/3.85 cnf(s9490, plain, spl0_104 | spl0_235 | spl0_93 | spl0_212 | spl0_172 | spl0_183 | spl0_234 | spl0_239 | ~spl0_317, inference(rat,[],[s9489,s8295,s7857,s9269,s621,s9486,s7863,s7768,s8069,s8083,s8846,s1333,s6635,s625,s7423,s7424,s7426,s7421])). 18.34/3.85 cnf(s9491, plain, spl0_147 | spl0_218 | spl0_258 | spl0_270 | spl0_93 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s9089,s8990,s8344,s596,s9483,s9480,s7499,s9478,s8349,s9479,s9443])). 18.34/3.85 cnf(s9492, plain, spl0_218 | spl0_258 | spl0_270 | spl0_93 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s9089,s8990,s8344,s7398,s8333,s596,s9257,s9036,s8555,s7747,s9491,s7499,s9478,s8349,s9479,s9443])). 18.34/3.85 cnf(s9493, plain, ~spl0_252 | ~spl0_156 | spl0_212, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8346,s6692])). 18.34/3.85 cnf(s9494, plain, spl0_197 | spl0_195 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s9089,s8990,s9443])). 18.34/3.85 cnf(s9495, plain, spl0_258 | spl0_270 | spl0_93 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s7743,s9482,s8555,s9493,s9036,s596,s9494,s6653,s6542,s8344,s7227,s8339,s612,s9492,s7499,s9478,s8349,s9479])). 18.34/3.85 cnf(s9496, plain, spl0_235 | spl0_93 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s9482,s7742,s8555,s9257,s612,s8338,s8344,s9494,s596,s9446,s8340,s5948,s621,s9288,s9269,s2630,s7857,s6795,s8295,s9495,s8571,s8540,s8057,s9490,s1333,s6635,s7424,s7426,s7421,s7499,s9478,s8349,s9479,s9477,s530,s7570])). 18.34/3.85 cnf(s9497, plain, spl0_162 | spl0_165 | ~spl0_240 | spl0_82 | spl0_183 | spl0_184 | spl0_207, inference(rat,[],[s9402,s9271,s7554,s9230,s9222,s9443])). 18.34/3.85 cnf(s9498, plain, spl0_165 | ~spl0_240 | spl0_207 | spl0_82 | spl0_183 | spl0_184, inference(rat,[],[s7619,s9271,s7781,s7592,s8255,s8921,s8001,s8409,s9497])). 18.34/3.85 cnf(s9499, plain, ~spl0_240 | spl0_82 | spl0_207 | spl0_184 | spl0_183, inference(rat,[],[s8255,s7781,s8001,s7619,s8409,s9271,s5527,s8988,s8005,s9153,s7601,s6272,s9498,s9443])). 18.34/3.85 cnf(s9500, plain, spl0_98 | ~spl0_247 | spl0_183 | spl0_239 | spl0_184 | spl0_207, inference(rat,[],[s9499,s6812,s6811,s8184,s8571])). 18.34/3.85 cnf(s9501, plain, ~spl0_252 | spl0_86 | spl0_93 | spl0_212 | spl0_172 | spl0_279, inference(rat,[],[s9081,s7541])). 18.34/3.85 cnf(s9502, plain, ~spl0_256 | spl0_86 | spl0_279 | spl0_93 | spl0_172 | spl0_212, inference(rat,[],[s8347,s9024,s8334,s7635,s9109,s9173])). 18.34/3.85 cnf(s9503, plain, spl0_93 | spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s9502,s8344,s9494,s596,s9501,s8083,s8061,s8212,s8057,s8545,s9500,s6808,s6813,s9496,s7863,s7768,s7499,s9478,s8349,s9479,s9477,s530,s7570])). 18.34/3.85 cnf(s9504, plain, spl0_234 | spl0_239 | ~spl0_317 | spl0_207, inference(rat,[],[s8084,s8545,s8212,s9500,s6808,s6813,s9269,s621,s9205,s2630,s7857,s6795,s8295,s6396,s8333,s8069,s9257,s8083,s612,s9180,s8338,s5984,s8344,s9494,s596,s8842,s9036,s8555,s8519,s9503,s8349,s9479,s7499,s9478,s9477,s530,s7570,s7863,s7768])). 18.34/3.85 cnf(s9505, plain, spl0_93 | ~spl0_183 | ~spl0_267 | spl0_279 | spl0_207, inference(rat,[],[s9013,s7541,s6692,s596,s9460,s9198,s8344,s612,s5984,s7241,s8576,s7499,s6120,s8409,s9221,s8571,s8540,s8057,s9357,s621,s8945,s7568,s8083,s7465,s9443])). 18.34/3.85 cnf(s9506, plain, ~spl0_183 | ~spl0_267 | spl0_279 | spl0_207, inference(rat,[],[s9460,s8344,s596,s9461,s9454,s9476,s7499,s6120,s8409,s8555,s9233,s8519,s7285,s9505,s621,s8945,s2630,s7568,s5988,s8083,s7465,s9443])). 18.34/3.85 cnf(s9507, plain, spl0_93 | ~spl0_267 | ~spl0_317 | spl0_207, inference(rat,[],[s9494,s8344,s596,s9502,s9501,s8083,s7465,s7499,s9478,s8349,s9479,s9506,s7863,s7768,s530,s7570])). 18.34/3.85 cnf(s9508, plain, ~spl0_267 | ~spl0_317 | spl0_207, inference(rat,[],[s8344,s9494,s9180,s596,s8842,s9036,s8555,s8519,s9507,s8349,s7499,s9479,s9478,s9506,s8083,s7465,s530,s7570,s7863,s7768])). 18.34/3.85 cnf(s9509, plain, spl0_93 | ~spl0_183 | ~spl0_317 | spl0_207, inference(rat,[],[s7499,s9447,s9465,s6813,s6810,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s8325,s9504,s8326,s9508])). 18.34/3.85 cnf(s9510, plain, ~spl0_183 | ~spl0_317 | spl0_207, inference(rat,[],[s9460,s8344,s596,s9461,s9454,s9476,s7499,s6120,s8409,s8555,s9233,s8519,s7285,s9509,s621,s9269,s2630,s7568,s5988,s6813,s6810,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s8325,s9504,s8326,s9508,s9443])). 18.34/3.85 cnf(s9511, plain, spl0_93 | ~spl0_317 | spl0_207, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s9482,s9335,s7742,s8555,s9257,s612,s8338,s8344,s9494,s596,s9446,s8340,s5948,s621,s9288,s9269,s2630,s7857,s6795,s8295,s9495,s1333,s6635,s7424,s7426,s6813,s6810,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s8325,s9504,s7421,s8326,s9508,s8349,s9479,s9510,s530,s7570])). 18.34/3.85 cnf(s9512, plain, ~spl0_317 | spl0_207, inference(rat,[],[s621,s9205,s9269,s2630,s7857,s6795,s8295,s6396,s8333,s9257,s612,s8338,s5984,s8344,s9494,s596,s9036,s8555,s8519,s9511,s8349,s7499,s9479,s9478,s9510,s6813,s6810,s8212,s8069,s8083,s8987,s8571,s8057,s6688,s6806,s8325,s9504,s8326,s9508,s530,s7570])). 18.34/3.85 cnf(s9513, plain, spl0_239 | ~spl0_212 | spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s9013,s7541,s6692,s596,s9460,s8344,s612,s5984,s7241,s8341,s8996,s7863,s5956,s8846,s8083,s6813,s8061,s9217,s9043,s8295,s7809,s7499,s6120,s8057,s9290,s7567,s8282,s7595,s8409,s9445,s9186,s7554,s9227,s9250,s8349,s7769,s9512,s9443])). 18.34/3.85 cnf(s9514, plain, ~spl0_212 | spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s8212,s8069,s7766,s8083,s5518,s8987,s8571,s6688,s8325,s9513,s8057,s9290,s7567,s8282,s7595,s8409,s7554,s9445,s9250,s9227,s9186,s8349,s7769,s9512])). 18.34/3.85 cnf(s9515, plain, ~spl0_165 | spl0_162 | spl0_207, inference(rat,[],[s5527,s8005,s9153,s6272,s9443])). 18.34/3.85 cnf(s9516, plain, ~spl0_324 | spl0_239 | spl0_207, inference(rat,[],[s8083,s8061,s9255,s9005,s8057,s9290,s7567,s8282,s9515,s7554,s9230,s9222,s8409,s7493,s6121,s7769,s9512,s9443])). 18.34/3.85 cnf(s9517, plain, ~spl0_312 | spl0_235 | ~spl0_262 | spl0_234 | spl0_263, inference(rat,[],[s5955,s7863,s7428,s7461,s7424,s625,s6632,s7811])). 18.34/3.85 cnf(s9518, plain, spl0_270 | ~spl0_252 | spl0_172 | spl0_212 | spl0_93 | spl0_258, inference(rat,[],[s7229,s6542,s612,s6650,s9480,s9482,s9493,s7742,s8555,s9036])). 18.34/3.85 cnf(s9519, plain, ~spl0_252 | spl0_239 | spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s7595,s8282,s8409,s7601,s9230,s8988,s7592,s9271,s7567,s5949,s6265,s1109,s6303,s7484,s5962,s6812,s6811,s8184,s8571,s8540,s8057,s8212,s5055,s6808,s5950,s6813,s9517,s1333,s9518,s621,s8583,s7653,s8069,s8560,s7742,s8083,s6312,s8181,s8555,s9030,s8347,s9036,s7541,s8346,s6692,s7769,s9512,s7568,s8295,s7809,s9514,s7499,s9516,s9443])). 18.34/3.85 cnf(s9520, plain, spl0_86 | spl0_235 | spl0_172 | spl0_212 | spl0_234 | spl0_93 | ~spl0_183, inference(rat,[],[s7243,s612,s8341,s9256,s8996,s7863,s5956,s8846,s8295,s7809])). 18.34/3.85 cnf(s9521, plain, spl0_195 | spl0_106 | spl0_197 | spl0_239 | spl0_207, inference(rat,[],[s7567,s8458,s9290,s7595,s8057,s8409,s7554,s9028,s9229,s9225,s8990,s9381,s7769,s9512,s9443])). 18.34/3.85 cnf(s9522, plain, spl0_235 | spl0_239 | spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s9483,s1333,s7742,s9517,s8555,s621,s9257,s9469,s8333,s612,s7750,s8338,s5984,s8344,s9521,s8069,s8083,s9520,s7568,s8295,s7809,s9514,s7499,s9516,s596,s9519])). 18.34/3.85 cnf(s9523, plain, spl0_98 | ~spl0_247 | spl0_239 | spl0_207, inference(rat,[],[s7595,s8282,s8409,s7601,s9230,s8988,s7592,s9271,s7567,s5949,s6265,s1109,s6303,s7484,s5962,s6812,s6811,s8184,s8571,s7769,s9512,s5055,s5950,s9443])). 18.34/3.85 cnf(s9524, plain, spl0_195 | ~spl0_247 | spl0_197 | spl0_239 | spl0_207, inference(rat,[],[s7595,s8409,s9226,s9229,s7769,s9512,s9197,s8083,s8061,s8212,s6808,s8057,s8545,s9523,s9443])). 18.34/3.85 cnf(s9525, plain, ~spl0_256 | spl0_172 | spl0_212 | spl0_86 | spl0_93 | spl0_258, inference(rat,[],[s8347,s9024,s8334,s7635,s7720,s9082])). 18.34/3.85 cnf(s9526, plain, spl0_239 | spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s9525,s8344,s9524,s8083,s8061,s8212,s8057,s8545,s9523,s6808,s6813,s9522,s596,s9519,s7499,s9516,s8295,s7809,s9514])). 18.34/3.85 cnf(s9527, plain, ~spl0_324 | ~spl0_269 | spl0_207, inference(rat,[],[s9515,s8409,s5702,s6121,s7769,s9512,s7766,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s9443])). 18.34/3.85 cnf(s9528, plain, ~spl0_252 | spl0_172 | spl0_235 | spl0_82 | spl0_212 | spl0_234 | spl0_93 | ~spl0_183, inference(rat,[],[s7426,s7424,s5954,s6632,s7863,s1333,s9468,s9518,s8295,s7809])). 18.34/3.85 cnf(s9529, plain, spl0_195 | spl0_197 | spl0_232 | spl0_82 | spl0_207, inference(rat,[],[s7595,s8282,s7567,s8409,s7554,s5518,s9229,s9225,s8990,s9381,s7769,s9512,s9443])). 18.34/3.85 cnf(s9530, plain, spl0_234 | spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s9483,s1333,s7742,s9517,s8555,s621,s9257,s9469,s8333,s612,s7750,s8338,s5984,s8344,s9529,s596,s9528,s7499,s9527,s6813,s7766,s6810,s8212,s8069,s8083,s8987,s8571,s8057,s6688,s6806,s8325,s9526,s9514,s7568,s8295,s7809])). 18.34/3.85 cnf(s9531, plain, spl0_151 | ~spl0_81 | spl0_207, inference(rat,[],[s8282,s7595,s7567,s8409,s9290,s7554,s9445,s9250,s9227,s9186,s7769,s9512])). 18.34/3.85 cnf(s9532, plain, spl0_93 | ~spl0_183 | spl0_207, inference(rat,[],[s9030,s7541,s596,s9521,s8344,s9525,s8349,s9531,s7499,s9516,s8325,s6805,s8057,s8083,s9357,s6630,s7465,s8326,s9530,s8295,s7809])). 18.34/3.85 cnf(s9533, plain, ~spl0_324 | spl0_207, inference(rat,[],[s8325,s9527,s9516])). 18.34/3.85 cnf(s9534, plain, ~spl0_212 | spl0_239 | ~spl0_183 | spl0_207, inference(rat,[],[s9460,s8344,s596,s9461,s9454,s621,s9231,s8083,s7567,s8061,s8458,s9043,s7595,s8057,s8409,s7554,s9531,s9445,s9250,s9227,s9186,s8349,s7769,s9512,s7499,s9533,s7568,s7285,s8555,s8519,s9532,s9443])). 18.34/3.86 cnf(s9535, plain, spl0_195 | spl0_197 | ~spl0_262 | spl0_239 | spl0_234 | spl0_263 | spl0_207, inference(rat,[],[s8958,s8083,s6813,s8061,s9524,s9521])). 18.34/3.86 cnf(s9536, plain, spl0_239 | spl0_234 | ~spl0_183 | spl0_207, inference(rat,[],[s9257,s8333,s612,s7750,s8338,s8344,s9535,s596,s621,s9036,s9476,s9534,s7499,s9533,s7568,s8295,s7809,s8555,s8519,s9532])). 18.34/3.86 cnf(s9537, plain, spl0_151 | ~spl0_269 | spl0_207, inference(rat,[],[s8282,s7595,s7567,s8409,s5518,s7554,s9445,s9250,s9227,s9186,s7769,s9512,s7766,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806])). 18.34/3.86 cnf(s9538, plain, ~spl0_269 | ~spl0_183 | spl0_207, inference(rat,[],[s9257,s8333,s612,s7750,s8338,s8344,s9529,s596,s9036,s8349,s9537,s7766,s8212,s8069,s8083,s8987,s8571,s8057,s6688,s6806,s7499,s9533,s8295,s7809,s8555,s8519,s9532])). 18.34/3.86 cnf(s9539, plain, ~spl0_183 | spl0_207, inference(rat,[],[s9257,s8333,s612,s7750,s8338,s8344,s9521,s6630,s596,s8326,s9036,s9536,s9534,s8325,s9538,s8555,s8519,s9532,s8295,s7809,s7499,s9533])). 18.34/3.86 cnf(s9540, plain, ~spl0_252 | spl0_215 | spl0_95 | spl0_147 | ~spl0_283 | spl0_172, inference(rat,[],[s7229,s9162,s612,s7212,s9140,s8982,s7541,s6692,s5942])). 18.34/3.86 cnf(s9541, plain, ~spl0_212 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s8253,s9264,s612,s9162,s5655,s8338,s5984,s8344,s9460,s596,s9540,s5792,s621,s8555,s5942,s8284,s8519,s7285,s8906,s8891,s8846,s6813,s9217,s8083,s7567,s8061,s8458,s9043,s7595,s6858,s8057,s8409,s7554,s530,s9531,s9445,s9250,s9227,s9186,s9479,s8349,s7769,s9512,s7499,s9533,s9539,s9443])). 18.34/3.86 cnf(s9542, plain, spl0_165 | spl0_184 | spl0_104 | spl0_106 | spl0_239 | spl0_207, inference(rat,[],[s8409,s8921,s9230,s7592,s9351,s8255,s9094,s7769,s9512,s9539,s9443])). 18.34/3.86 cnf(s9543, plain, spl0_184 | spl0_104 | spl0_106 | spl0_239 | spl0_207, inference(rat,[],[s8255,s8001,s9351,s8409,s8988,s9515,s7601,s9542,s7769,s9512,s9539])). 18.34/3.86 cnf(s9544, plain, spl0_104 | spl0_235 | spl0_106 | ~spl0_252 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s9368,s7857,s621,s8295,s9486,s9518,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s530,s9543,s7499,s9533,s9539,s9541])). 18.34/3.86 cnf(s9545, plain, spl0_162 | spl0_184 | spl0_165 | ~spl0_81 | spl0_239 | spl0_207, inference(rat,[],[s6607,s8282,s8255,s7567,s9410,s9290,s7554,s9230,s9222,s7769,s9512,s9539,s8571,s6811,s8184,s8540,s9443])). 18.34/3.86 cnf(s9546, plain, spl0_184 | spl0_165 | ~spl0_81 | spl0_239 | spl0_207, inference(rat,[],[s9410,s7592,s8255,s8921,s8001,s8409,s9545,s7769,s9512,s9539,s8571,s6811,s8184,s8540])). 18.34/3.86 cnf(s9547, plain, ~spl0_209 | spl0_235 | ~spl0_252 | spl0_93 | spl0_212 | spl0_234 | spl0_172, inference(rat,[],[s6867,s9334,s621,s205,s9368,s2630,s5488,s7857,s6795,s5946,s8295,s9482,s9518,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s9493,s7742,s8555,s9036])). 18.34/3.86 cnf(s9548, plain, spl0_235 | spl0_106 | ~spl0_252 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s8255,s8001,s9410,s8409,s8988,s9515,s7601,s9546,s530,s9547,s6811,s8184,s8571,s8540,s8057,s9544,s7769,s9512,s7499,s9533,s9539,s9541])). 18.34/3.86 cnf(s9549, plain, spl0_106 | ~spl0_252 | spl0_207 | spl0_93 | spl0_239 | spl0_234, inference(rat,[],[s8084,s8545,s8212,s9523,s6808,s6813,s9548])). 18.34/3.86 cnf(s9550, plain, spl0_162 | ~spl0_247 | spl0_184 | spl0_165 | spl0_239 | spl0_207, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7782,s8255,s6607,s8282,s7567,s9402,s9217,s7554,s9230,s9222,s7769,s9512,s9539,s5055,s5950,s9443])). 18.34/3.86 cnf(s9551, plain, ~spl0_252 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s7592,s8255,s8921,s8001,s8409,s9550,s5055,s5950,s6813,s8846,s530,s5954,s7862,s7863,s9081,s9197,s8083,s8525,s8061,s6242,s9549,s7541,s7769,s9512,s7499,s9533,s9539,s9541])). 18.34/3.86 cnf(s9552, plain, spl0_106 | spl0_235 | spl0_104 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s9368,s7857,s621,s8295,s9486,s9489,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s530,s9543,s7499,s9533,s9539,s9541])). 18.34/3.86 cnf(s9553, plain, spl0_235 | spl0_104 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s8344,s9089,s9502,s530,s7863,s6858,s5956,s8846,s9197,s8083,s8061,s9552,s7499,s9533,s9539,s9541,s596,s9551,s9443])). 18.34/3.86 cnf(s9554, plain, spl0_104 | spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s7592,s8255,s8921,s8001,s8409,s9550,s530,s7862,s7863,s9502,s9197,s8083,s8061,s8344,s8212,s5055,s9524,s6808,s5950,s6813,s9553,s7769,s9512,s7499,s9533,s9539,s9541,s596,s9551])). 18.34/3.86 cnf(s9555, plain, spl0_258 | spl0_270 | ~spl0_256 | spl0_93 | spl0_212 | spl0_172, inference(rat,[],[s8555,s9257,s7747,s8333,s9483,s7750,s612,s8338])). 18.34/3.86 cnf(s9556, plain, spl0_147 | spl0_215 | spl0_214 | spl0_270 | spl0_218 | spl0_257 | spl0_82 | spl0_93 | spl0_212 | spl0_172, inference(rat,[],[s9275,s205,s9162,s9399,s9482,s6739,s7653,s8560,s6312,s8181,s8347,s8334,s7635,s9335])). 18.34/3.86 cnf(s9557, plain, ~spl0_209 | ~spl0_256 | spl0_235 | spl0_82 | spl0_93 | spl0_212 | spl0_234 | spl0_172, inference(rat,[],[s205,s9275,s5488,s5655,s8340,s9257,s8555,s7747,s9556,s621,s9368,s2630,s7857,s6795,s8295,s9555,s625,s1333,s7423,s6635,s7424,s7863,s7428,s7861,s6858,s5984,s612,s8338])). 18.34/3.86 cnf(s9558, plain, spl0_93 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s8255,s8001,s9410,s8409,s8988,s9515,s7601,s9546,s530,s9557,s8344,s6813,s6811,s9521,s9523,s8184,s8571,s6242,s8540,s8530,s8057,s9554,s596,s9551,s7769,s9512,s7499,s9533,s9539,s9541])). 18.34/3.86 cnf(s9559, plain, spl0_106 | spl0_235 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s8001,s9306,s8409,s8988,s6811,s9515,s7601,s8184,s8571,s9546,s8540,s8057,s9543,s530,s9368,s621,s9205,s2630,s7857,s6795,s8295,s6396,s8333,s9257,s612,s8338,s5984,s8344,s9521,s7769,s9512,s7499,s9533,s9539,s596,s9036,s8555,s8519,s9558,s9541])). 18.34/3.86 cnf(s9560, plain, ~spl0_156 | spl0_95 | spl0_212, inference(rat,[],[s8181,s8560,s8347,s8508,s6605,s8233,s8982,s6792])). 18.34/3.86 cnf(s9561, plain, spl0_235 | spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s9162,s7227,s621,s7212,s612,s8284,s5942,s9248,s8891,s8906,s6858,s530,s9494,s8344,s9183,s8083,s8061,s9559,s7499,s9533,s9539,s7285,s8842,s596,s9036,s9560,s8555,s8519,s9558,s9541])). 18.34/3.86 cnf(s9562, plain, spl0_239 | spl0_234 | spl0_207, inference(rat,[],[s2110,s8438,s7466,s7609,s7484,s7490,s6303,s9143,s1109,s7616,s7782,s7781,s7592,s8255,s8921,s8001,s8409,s9550,s530,s7862,s7863,s9180,s9197,s8083,s8061,s8212,s8057,s8344,s8545,s5055,s9524,s9523,s6808,s5950,s6813,s9561,s596,s8842,s9036,s8555,s8519,s9558,s9541,s7769,s9512,s7499,s9533,s9539])). 18.34/3.86 cnf(s9563, plain, spl0_162 | spl0_165 | spl0_184 | ~spl0_269 | spl0_207, inference(rat,[],[s6607,s8282,s8255,s7567,s9300,s5518,s7554,s9230,s9222,s7769,s9512,s9539,s7766,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s9443])). 18.34/3.86 cnf(s9564, plain, spl0_165 | spl0_184 | ~spl0_269 | spl0_207, inference(rat,[],[s9300,s7592,s8255,s8921,s8001,s8409,s9563,s7769,s9512,s9539,s7766,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806])). 18.34/3.86 cnf(s9565, plain, spl0_184 | ~spl0_269 | spl0_207, inference(rat,[],[s8255,s8001,s9300,s8409,s8988,s9515,s7601,s9564,s7769,s9512,s9539,s7766,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806])). 18.34/3.86 cnf(s9566, plain, spl0_93 | spl0_234 | spl0_207, inference(rat,[],[s9529,s8344,s596,s9557,s9547,s7499,s9533,s8349,s9537,s7766,s6813,s6810,s8212,s8069,s8083,s8987,s8571,s6688,s8057,s6806,s530,s9565,s8325,s9562])). 18.34/3.86 cnf(s9567, plain, spl0_234 | spl0_207, inference(rat,[],[s621,s9205,s9368,s2630,s7857,s6795,s8295,s6396,s8333,s9257,s612,s8338,s5984,s8344,s9529,s596,s9036,s8555,s8519,s9566,s530,s9565,s6813,s7766,s6810,s8212,s8069,s8083,s8987,s8349,s8571,s8057,s9537,s6688,s6806,s8325,s9562,s7499,s9533])). 18.34/3.86 cnf(s9568, plain, spl0_184 | spl0_207, inference(rat,[],[s8255,s8001,s9410,s8409,s8988,s9515,s7601,s9546,s7769,s9512,s9539,s8325,s6805,s8571,s6811,s8184,s8540,s8057,s9357,s8326,s9567])). 18.34/3.86 cnf(s9569, plain, spl0_93 | spl0_207, inference(rat,[],[s9521,s8344,s596,s9502,s9501,s7499,s9533,s6630,s8083,s7465,s8325,s6805,s8349,s9531,s8057,s9357,s8326,s9567,s7863,s7861,s530,s9568])). 18.34/3.86 cnf(s9570, plain, spl0_207, inference(rat,[],[s8344,s9521,s9180,s596,s8842,s9036,s8555,s8519,s9569,s7863,s7861,s530,s9568,s8349,s8325,s9531,s6805,s8057,s8083,s9357,s6630,s7465,s8326,s9567,s7499,s9533])). 18.34/3.86 cnf(s9571, plain, ~spl0_320, inference(rat,[],[s7604,s9570])). 18.34/3.86 cnf(s9573, plain, ~spl0_185, inference(rat,[],[s6696,s9570])). 18.34/3.86 cnf(s9574, plain, ~spl0_178, inference(rat,[],[s7609,s9571])). 18.34/3.86 cnf(s9576, plain, spl0_151 | ~spl0_324 | spl0_239, inference(rat,[],[s8565,s9022,s8069,s5982,s8083,s7567,s9255,s5822,s8057,s7554,s8545,s7623,s6700,s8394,s7985,s5721,s7988,s5720,s5750,s8409,s6121,s7195,s7493,s9570,s9443])). 18.34/3.86 cnf(s9577, plain, ~spl0_317 | spl0_147 | spl0_156 | ~spl0_183 | spl0_235 | spl0_234 | spl0_93, inference(rat,[],[s1333,s6635,s9482,s7424,s5948,s7428,s9342,s7421])). 18.34/3.86 cnf(s9578, plain, spl0_165 | spl0_315 | spl0_106 | ~spl0_324 | spl0_239, inference(rat,[],[s5964,s5963,s5936,s5055,s7251,s6811,s5702,s8303,s8184,s8571,s8540,s8057,s9009,s7493,s9443,s9570])). 18.34/3.86 cnf(s9579, plain, spl0_315 | spl0_106 | ~spl0_324 | spl0_239, inference(rat,[],[s5964,s5963,s5936,s5055,s7251,s5494,s6811,s8303,s8184,s8445,s8540,s8193,s7985,s8057,s5630,s5596,s9018,s8008,s5527,s7581,s8005,s7580,s6272,s9578,s8409,s6121,s9570,s9443])). 18.34/3.86 cnf(s9580, plain, spl0_218 | ~spl0_317 | ~spl0_183 | spl0_235 | spl0_212 | spl0_234 | spl0_93, inference(rat,[],[s7653,s6739,s8560,s6312,s8181,s8347,s8334,s7635,s9335,s9577,s7742,s8555,s9257,s2630,s5988,s621,s9269,s7568,s8340,s9342,s1333,s6635,s7424,s7428,s7421])). 18.34/3.86 cnf(s9581, plain, spl0_165 | spl0_195 | spl0_197 | spl0_83 | ~spl0_324 | spl0_239, inference(rat,[],[s5501,s8184,s8540,s8057,s9023,s7493,s7985,s8675,s8445,s8193,s9026,s8409,s6121,s9443])). 18.34/3.86 cnf(s9582, plain, spl0_106 | ~spl0_183 | spl0_235 | ~spl0_324 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s8636,s9581,s8344,s8339,s612,s9580,s596,s9446,s1333,s6635,s7424,s5948,s621,s7428,s9342,s9269,s7421,s7769,s9579,s8565,s8409,s6121,s8349,s9576,s7568,s2630,s5988,s9443])). 18.34/3.86 cnf(s9583, plain, ~spl0_106 | ~spl0_324, inference(rat,[],[s9255,s8083,s8525,s8061,s6242])). 18.34/3.86 cnf(s9584, plain, spl0_165 | spl0_183 | ~spl0_324 | spl0_239, inference(rat,[],[s8544,s8057,s8394,s9091,s8933,s530,s7570,s7769,s9579,s9583,s9443])). 18.34/3.86 cnf(s9585, plain, spl0_183 | ~spl0_324 | spl0_239, inference(rat,[],[s8544,s8057,s8394,s9080,s8883,s9584,s530,s7570,s7769,s9579,s9583,s9443])). 18.34/3.86 cnf(s9586, plain, ~spl0_183 | spl0_106 | spl0_239 | ~spl0_324 | spl0_234 | spl0_93, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8540,s8057,s8212,s6808,s6813,s9582,s9570])). 18.34/3.86 cnf(s9587, plain, ~spl0_324 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s9586,s9585,s9583])). 18.34/3.86 cnf(s9588, plain, spl0_165 | spl0_104 | ~spl0_212 | spl0_235 | ~spl0_183 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s7769,s9043,s9450,s7499,s9587,s8349,s9443])). 18.34/3.86 cnf(s9589, plain, spl0_104 | ~spl0_212 | spl0_235 | ~spl0_183 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s8344,s5984,s9281,s8341,s596,s9342,s9448,s7769,s9001,s7595,s7623,s8409,s7985,s5750,s8992,s9588,s8995,s7499,s9587,s8565,s8295,s7809,s8349,s9574,s9570,s9443,s9573])). 18.34/3.86 cnf(s9590, plain, ~spl0_317 | spl0_165 | ~spl0_221 | ~spl0_212 | spl0_235 | ~spl0_183 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s5984,s8344,s8341,s8985,s9342,s9448,s8295,s7809,s9443])). 18.34/3.86 cnf(s9591, plain, spl0_165 | spl0_232 | spl0_316 | spl0_179 | ~spl0_221 | ~spl0_212 | spl0_235 | ~spl0_183 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s7985,s5720,s7623,s8409,s8438,s7595,s5949,s7195,s1109,s5481,s6303,s7769,s9590,s7988,s8349,s9443,s9574,s9570])). 18.34/3.86 cnf(s9592, plain, ~spl0_212 | spl0_235 | ~spl0_183 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s8344,s5984,s9281,s8341,s596,s7595,s9342,s9448,s8409,s7769,s5750,s9319,s9591,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s9589,s8349,s7499,s9587,s8295,s7809,s9574,s9443,s9570])). 18.34/3.86 cnf(s9593, plain, ~spl0_252 | spl0_212 | spl0_235 | ~spl0_183 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s8583,s7653,s621,s8560,s9517,s7742,s6312,s8181,s1333,s8555,s8347,s9518,s9036,s7541,s8346,s6692,s7568,s8295,s7809])). 18.34/3.86 cnf(s9594, plain, ~spl0_256 | spl0_212 | spl0_235 | ~spl0_183 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s621,s9517,s9469,s1333,s612,s9555,s8338,s5984,s7568,s8295,s7809])). 18.34/3.86 cnf(s9595, plain, spl0_165 | spl0_195 | spl0_197 | spl0_315 | spl0_106 | spl0_239, inference(rat,[],[s7985,s7623,s8675,s8438,s8409,s5949,s7595,s1109,s7195,s6303,s5481,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s9028,s7988,s9443,s9574,s9570])). 18.34/3.86 cnf(s9596, plain, spl0_195 | spl0_197 | spl0_239 | spl0_315 | spl0_106, inference(rat,[],[s5055,s6303,s5963,s1109,s5964,s5949,s5936,s8274,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s7623,s8057,s7985,s8998,s8989,s9595,s9570,s9574])). 18.34/3.86 cnf(s9597, plain, spl0_235 | ~spl0_183 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s9596,s8344,s9594,s596,s9593,s7769,s9452,s9592,s7499,s9587])). 18.34/3.86 cnf(s9598, plain, ~spl0_247 | spl0_106 | spl0_239, inference(rat,[],[s6812,s7251,s6811,s8303,s8184,s8540,s8057,s8212,s6808,s9570])). 18.34/3.86 cnf(s9599, plain, spl0_184 | spl0_179 | spl0_165 | spl0_151 | spl0_183, inference(rat,[],[s8274,s9096,s9097,s9574,s9443])). 18.34/3.86 cnf(s9600, plain, spl0_165 | spl0_151 | spl0_183 | spl0_106 | spl0_239, inference(rat,[],[s5720,s8409,s7985,s7595,s7623,s7195,s8438,s5481,s5949,s7769,s6847,s7570,s530,s9599,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s9120,s7988,s9443,s9574,s9570])). 18.34/3.86 cnf(s9601, plain, spl0_151 | spl0_183 | spl0_239 | spl0_106, inference(rat,[],[s5963,s5964,s5055,s5936,s5629,s7251,s6811,s8445,s8303,s8184,s8193,s8540,s8001,s9002,s8057,s8409,s7985,s7581,s9110,s5750,s8992,s7580,s9600,s9443,s9570])). 18.34/3.86 cnf(s9602, plain, spl0_104 | spl0_165 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s9368,s7857,s621,s8295,s9486,s9489,s625,s1333,s7423,s6635,s530,s7424,s8255,s9423,s7782,s6607,s1109,s9009,s6303,s7863,s7766,s7769,s8994,s9093,s8212,s9490,s7499,s9587,s8565,s8349,s9601,s9597,s6813,s9598,s9570,s9573])). 18.34/3.86 cnf(s9603, plain, ~spl0_252 | ~spl0_317 | spl0_82 | spl0_212 | spl0_235 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s5948,s9288,s2630,s9482,s7857,s6795,s7742,s8295,s8555,s9518,s9493,s9036,s1333,s6635,s7424,s7428,s7421])). 18.34/3.86 cnf(s9604, plain, spl0_195 | spl0_197 | spl0_184 | spl0_179 | spl0_165 | spl0_183, inference(rat,[],[s8274,s9086,s9087,s9574,s9443])). 18.34/3.86 cnf(s9605, plain, ~spl0_317 | spl0_179 | spl0_82 | spl0_165 | spl0_212 | spl0_183 | spl0_235 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s8555,s7747,s9257,s9556,s8340,s621,s9288,s9269,s2630,s7857,s6795,s8295,s612,s9555,s8338,s5984,s8344,s9604,s596,s9603,s1333,s6635,s7424,s7428,s530,s7421,s7570])). 18.34/3.86 cnf(s9606, plain, spl0_165 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s6879,s8344,s596,s8669,s9557,s9547,s7985,s530,s7623,s8255,s8409,s8438,s6607,s7595,s7782,s5949,s7195,s1109,s5481,s6303,s7769,s9605,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8571,s8540,s8057,s9602,s7988,s7499,s9587,s8349,s9601,s9597,s6813,s9598,s9443,s9574,s9570])). 18.34/3.86 cnf(s9607, plain, spl0_104 | spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s9368,s7857,s621,s8295,s9486,s9489,s625,s1333,s7423,s6635,s530,s7424,s8255,s9423,s8001,s8409,s7782,s5527,s1109,s9018,s6303,s7863,s7766,s7769,s9084,s8994,s8212,s9490,s7499,s9587,s8565,s8349,s9601,s9597,s6813,s9598,s8005,s6272,s9606,s9570,s9443,s9573])). 18.34/3.86 cnf(s9608, plain, spl0_195 | spl0_197 | spl0_232 | ~spl0_221 | ~spl0_165 | ~spl0_151 | spl0_183, inference(rat,[],[s8193,s8451,s5630,s5629,s8008,s8001,s7985,s8345,s8409,s8989,s6879,s8636,s7581,s7580,s9443])). 18.34/3.86 cnf(s9609, plain, ~spl0_317 | spl0_232 | ~spl0_221 | spl0_82 | ~spl0_165 | ~spl0_151 | spl0_183 | spl0_235 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s8555,s7747,s9257,s9556,s8340,s621,s9288,s9269,s2630,s7857,s6795,s8295,s612,s9555,s8338,s5984,s8344,s9608,s1333,s6635,s7424,s596,s7428,s9603,s7421,s8349])). 18.34/3.86 cnf(s9610, plain, spl0_106 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s8344,s7019,s9557,s9547,s530,s8429,s8255,s8102,s8001,s8469,s8409,s8109,s8129,s5527,s8345,s7627,s5595,s5596,s7985,s7623,s8438,s7782,s5949,s1109,s6303,s7769,s9609,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8571,s8540,s8057,s9607,s8005,s7601,s6272,s9606,s8349,s9601,s9597,s6813,s9598,s7499,s9587,s9443,s9574,s9570])). 18.34/3.86 cnf(s9611, plain, ~spl0_252 | spl0_218 | spl0_279 | ~spl0_183 | spl0_86 | spl0_93, inference(rat,[],[s9013,s7541,s6692])). 18.34/3.86 cnf(s9612, plain, spl0_235 | ~spl0_183 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s7595,s8282,s8409,s7567,s8464,s9201,s7554,s8005,s7623,s6700,s7556,s6602,s7985,s7581,s8096,s8630,s8613,s8244,s596,s9611,s8344,s612,s5984,s7241,s8341,s8996,s7538,s7769,s7863,s846,s7421,s5956,s9520,s8846,s7499,s9587,s9197,s8083,s8061,s8525,s6242,s9610,s8295,s7809,s9443,s9570])). 18.34/3.86 cnf(s9613, plain, ~spl0_317 | ~spl0_212 | spl0_179 | ~spl0_183 | spl0_86 | spl0_104 | spl0_172 | spl0_234 | spl0_93, inference(rat,[],[s8464,s8005,s8409,s7556,s6602,s7595,s7581,s8096,s9281,s8613,s8244,s8344,s5984,s8341,s8996,s596,s7863,s9449,s7768,s8295,s7809,s7538,s846,s9443,s9574])). 18.34/3.86 cnf(s9614, plain, ~spl0_212 | ~spl0_183 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s7595,s8282,s8409,s7567,s5720,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s7769,s9613,s8349,s7499,s9587,s9197,s8083,s8061,s8525,s6242,s9610,s9129,s6813,s9612,s9443,s9573,s9570])). 18.34/3.86 cnf(s9615, plain, spl0_279 | spl0_212 | ~spl0_183 | spl0_86 | spl0_172 | spl0_93, inference(rat,[],[s7229,s8341,s612,s8996,s9256,s8295,s7809])). 18.34/3.86 cnf(s9616, plain, ~spl0_183 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s9030,s7541,s596,s8675,s8409,s7595,s8282,s7567,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s7769,s7768,s7863,s9615,s8344,s9525,s9614,s6813,s9612,s8295,s7809,s7499,s9587,s9197,s8083,s8061,s8525,s6242,s9610,s9443,s9573,s9570])). 18.34/3.86 cnf(s9617, plain, ~spl0_236 | spl0_151 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s7985,s6701,s5720,s7554,s8409,s8458,s8001,s6607,s7567,s9174,s9201,s9097,s530,s7769,s6858,s7421,s9197,s8083,s8061,s8525,s6242,s9610,s9616,s9443,s9570])). 18.34/3.86 cnf(s9618, plain, spl0_151 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s8409,s7595,s5720,s8282,s7985,s7592,s7623,s7567,s9157,s6265,s7769,s6847,s7570,s530,s9599,s5055,s9122,s9129,s5950,s6813,s8846,s9617,s9197,s8083,s8061,s8525,s6242,s9610,s9616,s9443,s9570,s9573])). 18.34/3.86 cnf(s9619, plain, spl0_235 | spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s7985,s6701,s8669,s7554,s8409,s8458,s8001,s6607,s7567,s9174,s9201,s9087,s6879,s8344,s596,s9502,s9501,s530,s7863,s7769,s6858,s5956,s9490,s8846,s7499,s9587,s9197,s8083,s8061,s8525,s6242,s9610,s9616,s8349,s9618,s9443,s9570])). 18.34/3.86 cnf(s9620, plain, ~spl0_317 | spl0_179 | spl0_212 | spl0_183 | spl0_165 | spl0_86 | spl0_172 | spl0_93, inference(rat,[],[s9604,s8344,s596,s9502,s9501,s7863,s530,s7768,s7570])). 18.34/3.86 cnf(s9621, plain, spl0_234 | spl0_93 | spl0_239, inference(rat,[],[s6879,s8344,s596,s9502,s9501,s7863,s7861,s530,s8669,s8255,s8409,s6607,s7595,s8282,s7567,s7782,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s7769,s9620,s9129,s6813,s9619,s8349,s9618,s9616,s9197,s8083,s8525,s8061,s6242,s9610,s7499,s9587,s9570,s9573,s9443])). 18.34/3.86 cnf(s9622, plain, spl0_279 | spl0_165 | spl0_172 | ~spl0_212 | ~spl0_183 | ~spl0_221 | spl0_86 | spl0_93, inference(rat,[],[s8985,s9611,s8344,s612,s5984,s7241,s8341,s8996,s8295,s7809,s9443])). 18.34/3.86 cnf(s9623, plain, spl0_165 | spl0_172 | ~spl0_212 | ~spl0_183 | spl0_232 | spl0_316 | spl0_179 | ~spl0_221 | spl0_86 | spl0_93, inference(rat,[],[s7985,s5720,s7623,s8409,s8438,s7595,s5949,s7195,s1109,s5481,s6303,s7769,s7768,s7863,s9622,s7988,s8349,s9443,s9574,s9570])). 18.34/3.86 cnf(s9624, plain, ~spl0_212 | ~spl0_183 | spl0_93 | spl0_239, inference(rat,[],[s596,s8613,s9611,s8344,s612,s5984,s7241,s8341,s8996,s7863,s7768,s7769,s7581,s9319,s7580,s9623,s7499,s9576,s8349,s8083,s7465,s7610,s7770,s5055,s5963,s5964,s5936,s6811,s8184,s7251,s8303,s8540,s8057,s9357,s8326,s9621,s8295,s7809,s9570])). 18.34/3.86 cnf(s9625, plain, ~spl0_324 | ~spl0_183 | spl0_93 | spl0_239, inference(rat,[],[s9017,s5733,s8344,s8445,s7227,s8339,s8193,s7985,s612,s9220,s9203,s8996,s9256,s7863,s7768,s7769,s8409,s9579,s6121,s6630,s625,s8717,s8083,s7465,s8571,s5055,s5963,s5964,s5936,s6811,s8184,s7251,s8303,s8540,s8057,s9357,s8326,s9621,s8295,s7809,s9624,s9443,s9570])). 18.34/3.86 cnf(s9626, plain, ~spl0_183 | spl0_93 | spl0_239, inference(rat,[],[s9030,s7541,s596,s9596,s7769,s7768,s8344,s7863,s9525,s9615,s7499,s9625,s9624,s8295,s7809,s6630,s8083,s7465,s8326,s9621])). 18.34/3.86 cnf(s9627, plain, ~spl0_317 | spl0_172 | ~spl0_151 | spl0_183 | spl0_232 | spl0_179 | ~spl0_221 | spl0_86 | spl0_93, inference(rat,[],[s9608,s8344,s596,s9502,s9501,s7863,s9620,s7768,s8349])). 18.34/3.86 cnf(s9628, plain, spl0_279 | spl0_93 | spl0_239, inference(rat,[],[s9596,s8344,s596,s9502,s9501,s8349,s7769,s9627,s7499,s9585,s9601,s6630,s9626,s5055,s5963,s5964,s5936,s6811,s7251,s7610,s8303,s8184,s8540,s8057,s9357,s8083,s7465,s8326,s9621,s9570])). 18.34/3.86 cnf(s9629, plain, spl0_93 | spl0_239, inference(rat,[],[s5527,s8005,s5596,s6272,s8409,s8282,s8001,s6607,s8255,s530,s7862,s7863,s9628,s7985,s7592,s7623,s8438,s7567,s7782,s5949,s6265,s1109,s6303,s7769,s9627,s7499,s9601,s9585,s9626,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s8083,s9357,s6630,s7465,s8326,s9621,s9570,s9574,s9443])). 18.34/3.86 cnf(s9630, plain, spl0_215 | spl0_83 | spl0_165 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s8394,s8985,s8540,s8344,s8057,s9461,s9455,s9454,s7285,s8555,s8519,s9629,s7499,s9576,s8349,s9443])). 18.34/3.86 cnf(s9631, plain, spl0_106 | spl0_165 | ~spl0_317 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s7464,s8083,s8326,s8945,s9269,s621,s9630,s6813,s9598,s8565,s7568,s7863,s7768])). 18.34/3.86 cnf(s9632, plain, ~spl0_106 | ~spl0_317 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s8409,s8464,s7595,s8005,s9281,s6602,s7556,s9129,s8096,s7581,s6813,s6881,s8613,s8344,s8906,s596,s9461,s9456,s9454,s621,s8945,s8083,s8326,s8061,s6630,s7285,s8555,s8519,s9629,s7568,s7538,s846,s7499,s9576,s8349,s7421,s7863,s7768,s9443,s9574,s9573])). 18.34/3.86 cnf(s9633, plain, spl0_215 | ~spl0_165 | spl0_172 | ~spl0_183 | ~spl0_93, inference(rat,[],[s8344,s9142,s9461,s9048,s7285,s8555,s8519,s7581,s7580,s9443])). 18.34/3.86 cnf(s9634, plain, ~spl0_317 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s7464,s8083,s8326,s8945,s9269,s621,s9633,s6813,s9631,s9598,s9632,s7863,s7768,s9629,s7568,s7499,s9576,s8349])). 18.34/3.86 cnf(s9635, plain, spl0_98 | spl0_204 | spl0_315 | spl0_151 | spl0_239, inference(rat,[],[s7985,s5720,s7623,s8409,s8438,s7595,s5949,s7195,s1109,s5481,s6303,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s9443,s9574,s9570])). 18.34/3.86 cnf(s9636, plain, ~spl0_162 | ~spl0_203 | ~spl0_174, inference(rat,[],[s6607,s1783])). 18.34/3.86 cnf(s9637, plain, spl0_215 | spl0_165 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s9636,s8409,s8458,s8464,s7567,s8005,s9201,s7554,s7556,s7623,s6700,s6602,s7581,s7985,s8096,s8613,s8630,s6881,s8344,s596,s9461,s9454,s7285,s8555,s8519,s9629,s7538,s846,s7499,s9576,s8349,s7769,s9634,s9443,s9570])). 18.34/3.86 cnf(s9638, plain, spl0_165 | ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s7595,s8458,s8409,s7567,s5720,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s6813,s8958,s621,s9637,s8083,s8061,s8326,s9043,s9357,s8057,s8545,s9635,s7988,s7568,s8349,s7769,s9634,s9443,s9573,s9570])). 18.34/3.86 cnf(s9639, plain, ~spl0_212 | ~spl0_183 | spl0_239, inference(rat,[],[s8071,s8083,s9001,s9197,s8057,s7623,s8545,s7985,s9319,s8992,s9638,s7769,s9634,s8349,s9570])). 18.34/3.86 cnf(s9640, plain, ~spl0_324 | ~spl0_317 | spl0_165 | ~spl0_183 | spl0_239, inference(rat,[],[s8326,s9269,s7464,s621,s8083,s9205,s9256,s612,s8338,s8344,s6813,s9581,s9598,s8565,s9583,s7568,s2630,s5988,s596,s9036,s9639,s8555,s8519,s9629,s7863,s7768])). 18.34/3.86 cnf(s9641, plain, ~spl0_317 | spl0_165 | ~spl0_183 | spl0_239, inference(rat,[],[s6813,s9269,s9598,s8326,s8069,s7464,s8083,s8945,s621,s9476,s7499,s9640,s7863,s7768,s9629,s7568,s9639])). 18.34/3.86 cnf(s9642, plain, ~spl0_324 | spl0_315 | spl0_239, inference(rat,[],[s9579,s9583])). 18.34/3.86 cnf(s9643, plain, ~spl0_256 | spl0_172 | spl0_212 | spl0_258 | spl0_95, inference(rat,[],[s9257,s8333,s612,s7750,s8338])). 18.34/3.86 cnf(s9644, plain, spl0_165 | ~spl0_183 | spl0_239, inference(rat,[],[s7595,s8282,s8409,s7567,s8675,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s6813,s8958,s8083,s8326,s8061,s6630,s9596,s8344,s9643,s621,s9476,s7499,s9642,s7769,s9641,s7568,s8295,s7809,s596,s9036,s9639,s8555,s8519,s9629,s9443,s9573,s9570])). 18.34/3.86 cnf(s9645, plain, ~spl0_324 | ~spl0_183 | spl0_239, inference(rat,[],[s8083,s7465,s8945,s8326,s7863,s9269,s7768,s6813,s7769,s9598,s9642,s9583,s7568,s621,s9048,s9644,s8842,s9639,s8555,s8519,s9629,s9443])). 18.34/3.86 cnf(s9646, plain, spl0_235 | ~spl0_317 | spl0_263 | ~spl0_262, inference(rat,[],[s8083,s8945,s7465,s7863,s8326,s7768,s9269])). 18.34/3.86 cnf(s9647, plain, spl0_106 | ~spl0_183 | spl0_239, inference(rat,[],[s9646,s7769,s6813,s9596,s9598,s7568,s596,s9036,s621,s9048,s9644,s8842,s8344,s9643,s7499,s9645,s9639,s8295,s7809,s8555,s8519,s9629,s9443])). 18.34/3.86 cnf(s9648, plain, ~spl0_183 | spl0_239, inference(rat,[],[s9197,s8083,s8525,s8061,s6242,s9647,s9644])). 18.34/3.86 cnf(s9649, plain, spl0_195 | spl0_184 | spl0_165 | spl0_106 | spl0_239, inference(rat,[],[s8226,s8540,s7610,s8057,s9604,s9481,s596,s9036,s8349,s9601,s9648,s8555,s8519,s9629,s9573])). 18.34/3.86 cnf(s9650, plain, ~spl0_317 | spl0_165 | spl0_106 | spl0_239, inference(rat,[],[s621,s5789,s9646,s2630,s8340,s5786,s7857,s6795,s9257,s9237,s8295,s612,s9643,s8338,s8344,s9649,s530,s7570,s8555,s8519,s9629,s7499,s9585,s6813,s9598,s8349,s9601,s9648])). 18.34/3.86 cnf(s9651, plain, spl0_174 | spl0_165 | spl0_106 | spl0_239, inference(rat,[],[s5963,s5964,s5055,s5936,s7251,s5481,s6811,s8303,s8184,s8540,s8057,s9009,s7195,s7988,s7769,s9650,s9570])). 18.34/3.86 cnf(s9652, plain, spl0_234 | spl0_165 | spl0_106 | spl0_239, inference(rat,[],[s5963,s5055,s5964,s6303,s5936,s7770,s7251,s6811,s8303,s8184,s8540,s8057,s9095,s7863,s7453,s625,s1109,s7423,s7782,s7424,s8255,s9423,s530,s9368,s6813,s9598,s7857,s621,s5789,s8340,s9257,s5786,s9237,s612,s8338,s2630,s6795,s8295,s9643,s8344,s9596,s7769,s9650,s596,s9036,s7499,s9585,s8349,s9601,s9648,s8555,s8519,s9629,s6607,s9651,s9570,s9443])). 18.34/3.86 cnf(s9653, plain, spl0_165 | spl0_106 | spl0_239, inference(rat,[],[s6303,s5055,s1109,s5963,s7782,s5964,s8255,s5936,s530,s7770,s7251,s6811,s7862,s8303,s8184,s7863,s8540,s8945,s8057,s8083,s9357,s7465,s8326,s9652,s6607,s9651,s621,s5789,s2630,s8340,s5786,s7857,s6795,s9257,s9237,s8295,s612,s9643,s8338,s8344,s9596,s7769,s9650,s7499,s9585,s596,s9036,s8349,s9601,s9648,s8555,s8519,s9629,s9570])). 18.34/3.86 cnf(s9654, plain, spl0_195 | spl0_184 | spl0_106 | spl0_239, inference(rat,[],[s7619,s8274,s7781,s7610,s8255,s8303,s7623,s8001,s8540,s7985,s8409,s8057,s8989,s8636,s9481,s596,s9036,s8349,s9601,s9648,s8555,s8519,s9629,s9653,s9574,s9570,s9443])). 18.34/3.86 cnf(s9655, plain, ~spl0_317 | spl0_106 | spl0_239, inference(rat,[],[s621,s5789,s9646,s2630,s8340,s5786,s7857,s6795,s9257,s9237,s8295,s612,s9643,s8338,s8344,s9654,s530,s7570,s8555,s8519,s9629,s7499,s9585,s6813,s9598,s8349,s9601,s9648])). 18.34/3.86 cnf(s9656, plain, spl0_104 | spl0_184 | spl0_106 | spl0_239, inference(rat,[],[s8255,s7782,s8001,s1109,s8409,s6303,s5527,s7766,s8994,s9018,s8212,s9648,s8565,s8005,s6272,s9653,s7769,s9655,s9443,s9573])). 18.34/3.86 cnf(s9657, plain, spl0_184 | spl0_106 | spl0_239, inference(rat,[],[s5527,s5596,s8409,s7985,s8001,s7623,s8436,s8438,s7782,s5949,s1109,s6303,s5055,s5963,s5964,s5936,s7770,s7251,s7610,s6811,s8303,s8184,s8540,s8057,s9656,s9648,s8005,s6272,s9653,s7769,s9655,s9443,s9574,s9570])). 18.34/3.86 cnf(s9658, plain, spl0_106 | spl0_239, inference(rat,[],[s8083,s7465,s9180,s8326,s7863,s9368,s7861,s530,s9657,s621,s5789,s2630,s8340,s5786,s7857,s6795,s9257,s9237,s8295,s612,s9643,s8338,s8344,s9596,s7769,s9655,s596,s8842,s9036,s8349,s6813,s9601,s9598,s8555,s8519,s9629,s7499,s9585,s9648])). 18.34/3.86 cnf(s9659, plain, spl0_195 | ~spl0_212 | spl0_197 | spl0_184 | spl0_239, inference(rat,[],[s8409,s8921,s8464,s8005,s7554,s6602,s7556,s6700,s8096,s7581,s7985,s6881,s8613,s8630,s9648,s9197,s8083,s8061,s8525,s6242,s9658,s7538,s846,s9443])). 18.34/3.86 cnf(s9660, plain, ~spl0_256 | spl0_215 | ~spl0_283 | spl0_239, inference(rat,[],[s9264,s8253,s612,s9162,s5655,s8338,s5984,s7285,s8555,s8519,s9629,s7499,s9585,s9648,s5792,s5942])). 18.34/3.86 cnf(s9661, plain, spl0_235 | ~spl0_317 | spl0_239, inference(rat,[],[s7229,s9162,s612,s7212,s9248,s9560,s9659,s8344,s9660,s596,s9540,s621,s5942,s8284,s8906,s8891,s7285,s8555,s8519,s9629,s7499,s9585,s9648,s8326,s6630,s8083,s8061,s9658,s7421,s530,s7570])). 18.34/3.86 cnf(s9662, plain, ~spl0_317 | spl0_239, inference(rat,[],[s8344,s9604,s9180,s596,s8842,s9036,s8349,s9599,s9129,s6813,s9661,s7863,s530,s7768,s7570,s8555,s8519,s9629,s7499,s9585,s9648,s9197,s8083,s8061,s8525,s6242,s9658,s9573])). 18.34/3.86 cnf(s9663, plain, spl0_184 | spl0_151 | spl0_239, inference(rat,[],[s7985,s6701,s5720,s7554,s8409,s8458,s8001,s6607,s7567,s8436,s9201,s9377,s9097,s9648,s9197,s8083,s8061,s8525,s6242,s9658,s7769,s9662,s9443,s9570,s9574,s9573])). 18.34/3.86 cnf(s9664, plain, spl0_235 | ~spl0_212 | spl0_239, inference(rat,[],[s7595,s8409,s8282,s8464,s7567,s8005,s9201,s7554,s7556,s7623,s6700,s6602,s7581,s7985,s8096,s8613,s8630,s8244,s596,s8344,s9540,s9660,s621,s8284,s8906,s8891,s7285,s8555,s8519,s9629,s7499,s9585,s9648,s8326,s6630,s9197,s8083,s8061,s8525,s6242,s9658,s7769,s9662,s7538,s846,s6858,s530,s9663,s8349,s9443,s9570])). 18.34/3.86 cnf(s9665, plain, ~spl0_212 | spl0_239, inference(rat,[],[s7595,s8282,s8409,s7567,s5720,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s6813,s9664,s8349,s9197,s8083,s8061,s8525,s6242,s9658,s7769,s9662,s9443,s9573,s9570])). 18.34/3.86 cnf(s9666, plain, spl0_184 | spl0_195 | spl0_239, inference(rat,[],[s7985,s6701,s8675,s7554,s8409,s8458,s8001,s6607,s7567,s8436,s9201,s9377,s9087,s9648,s9197,s8083,s8061,s8525,s6242,s9658,s7769,s9662,s596,s9036,s9665,s8555,s8519,s9629,s9443,s9570,s9574,s9573])). 18.34/3.86 cnf(s9667, plain, spl0_235 | spl0_239, inference(rat,[],[s621,s8284,s9162,s7227,s7212,s612,s5942,s9248,s8906,s8891,s6858,s530,s9666,s8344,s9183,s7285,s7499,s9585,s9648,s8326,s6630,s8083,s8061,s9658,s8842,s9560,s9665,s8555,s8519,s9629])). 18.34/3.86 cnf(s9668, plain, spl0_239, inference(rat,[],[s7863,s9180,s7861,s8344,s530,s8675,s8255,s8409,s6607,s7595,s8282,s7567,s7782,s6265,s7985,s1109,s7592,s7623,s9143,s9157,s6813,s9667,s596,s8842,s9036,s9665,s7769,s9662,s9197,s8083,s8525,s8061,s6242,s9658,s7499,s9585,s9648,s8555,s8519,s9629,s9443,s9573,s9570])). 18.34/3.86 cnf(s9669, plain, spl0_269, inference(rat,[],[s8325,s9668])). 18.34/3.86 cnf(s9670, plain, ~spl0_81, inference(rat,[],[s6806,s9669])). 18.34/3.86 cnf(s9671, plain, ~spl0_98, inference(rat,[],[s6688,s9669])). 18.34/3.86 cnf(s9672, plain, ~spl0_104, inference(rat,[],[s8057,s9670])). 18.34/3.86 cnf(s9673, plain, ~spl0_82, inference(rat,[],[s8571,s9671])). 18.34/3.86 cnf(s9674, plain, spl0_221, inference(rat,[],[s8184,s9671])). 18.34/3.86 cnf(s9680, plain, spl0_253, inference(rat,[],[s8303,s9570,s9671])). 18.34/3.86 cnf(s9681, plain, ~spl0_267, inference(rat,[],[s9357,s9672])). 18.34/3.86 cnf(s9685, plain, spl0_86, inference(rat,[],[s8987,s9672,s9673])). 18.34/3.86 cnf(s9688, plain, ~spl0_179, inference(rat,[],[s7610,s9680])). 18.34/3.86 cnf(s9690, plain, ~spl0_316, inference(rat,[],[s7770,s9680])). 18.34/3.86 cnf(s9691, plain, ~spl0_234, inference(rat,[],[s8326,s9681])). 18.34/3.86 cnf(s9692, plain, spl0_80, inference(rat,[],[s8083,s9685])). 18.34/3.86 cnf(s9695, plain, ~spl0_106, inference(rat,[],[s8069,s9692])). 18.34/3.86 cnf(s9697, plain, spl0_231, inference(rat,[],[s8212,s9672,s9695])). 18.34/3.86 cnf(s9701, plain, ~spl0_247, inference(rat,[],[s6810,s9697])). 18.34/3.86 cnf(s9702, plain, ~spl0_232, inference(rat,[],[s7766,s9697])). 18.34/3.86 cnf(s9703, plain, ~spl0_235, inference(rat,[],[s6813,s9701])). 18.34/3.86 cnf(s9704, plain, spl0_315 | spl0_204 | spl0_151, inference(rat,[],[s7985,s5720,s7623,s8409,s8438,s7595,s5949,s7195,s1109,s5481,s6303,s9443,s9688,s9574,s9674,s9702,s9570,s9690])). 18.34/3.86 cnf(s9705, plain, ~spl0_183 | spl0_165 | ~spl0_212, inference(rat,[],[s8344,s8985,s9461,s9454,s621,s9646,s8555,s8519,s7285,s9591,s7568,s7499,s5721,s7769,s9704,s7988,s8349,s9443,s9674,s9703,s9688,s9690,s9702,s9691])). 18.34/3.86 cnf(s9706, plain, spl0_165 | ~spl0_212, inference(rat,[],[s9599,s9705,s530,s7570,s7769,s9704,s7988,s8349,s9688])). 18.34/3.86 cnf(s9707, plain, ~spl0_212, inference(rat,[],[s8344,s5984,s8613,s8341,s596,s9288,s9449,s9633,s621,s8295,s9646,s2630,s7809,s7568,s5988,s7769,s5629,s9346,s8445,s7499,s8193,s8001,s6120,s9002,s8409,s7985,s7581,s5750,s5603,s7580,s9706,s8349,s9703,s9691,s9673,s9672,s9702,s9674,s9695,s9570,s9443,s9669,s9671])). 18.34/3.86 cnf(s9708, plain, spl0_252 | spl0_195 | ~spl0_324 | spl0_165, inference(rat,[],[s5501,s8445,s7985,s8193,s8675,s8679,s596,s7493,s8409,s6121,s9674,s9443,s9669,s9671])). 18.34/3.86 cnf(s9709, plain, ~spl0_252 | ~spl0_317 | ~spl0_183, inference(rat,[],[s9577,s8516,s7742,s8555,s9493,s9036,s9703,s9691,s9707])). 18.34/3.86 cnf(s9710, plain, spl0_218 | ~spl0_317 | ~spl0_183, inference(rat,[],[s9205,s9580,s2630,s5988,s621,s9646,s7568,s9707,s9703,s9691])). 18.34/3.86 cnf(s9711, plain, ~spl0_317 | ~spl0_183 | spl0_165, inference(rat,[],[s9452,s9476,s7499,s9708,s8344,s8339,s612,s9710,s9709,s621,s9646,s7568,s9691,s9703,s9707])). 18.34/3.86 cnf(s9712, plain, ~spl0_252 | spl0_172 | ~spl0_183, inference(rat,[],[s8515,s8555,s9528,s9036,s9703,s9673,s9691,s9707])). 18.34/3.86 cnf(s9713, plain, ~spl0_183 | spl0_165, inference(rat,[],[s8555,s8519,s9643,s9594,s8344,s8675,s596,s9712,s7985,s7623,s8409,s8438,s7595,s5949,s7195,s1109,s7499,s5481,s6303,s5702,s7769,s9711,s8295,s7809,s7988,s9707,s9703,s9691,s9443,s9688,s9574,s9674,s9702,s9570,s9690,s9673])). 18.34/3.86 cnf(s9714, plain, ~spl0_317 | spl0_165, inference(rat,[],[s9646,s621,s7857,s8828,s8295,s8824,s9643,s8344,s625,s8954,s8842,s7423,s8555,s7424,s8519,s7285,s7428,s530,s9605,s7421,s7570,s7499,s5708,s9713,s9703,s9702,s9669,s9673,s9707,s9671,s9443,s9691,s9688])). 18.34/3.86 cnf(s9715, plain, ~spl0_252 | spl0_165, inference(rat,[],[s8515,s8555,s9547,s9036,s7499,s5708,s530,s8255,s6607,s7195,s5481,s7988,s7782,s1109,s6303,s7769,s9714,s9713,s9703,s9707,s9691,s9702,s9690,s9570,s9674,s9673,s9443])). 18.34/3.86 cnf(s9716, plain, spl0_165, inference(rat,[],[s7453,s621,s7857,s8828,s8295,s8824,s9643,s8842,s8555,s8519,s7285,s9557,s8344,s8675,s596,s9715,s7863,s625,s7861,s7423,s7985,s530,s7424,s7623,s8255,s9423,s8409,s8438,s6607,s7595,s7782,s5949,s7195,s1109,s5481,s6303,s7769,s9714,s7499,s5708,s9713,s7988,s9702,s9669,s9673,s9707,s9703,s9691,s9443,s9695,s9570,s9688,s9574,s9674,s9690])). 18.34/3.86 cnf(s9717, plain, ~spl0_300, inference(rat,[],[s6272,s9716])). 18.34/3.86 cnf(s9718, plain, ~spl0_321, inference(rat,[],[s7580,s9716])). 18.34/3.86 cnf(s9720, plain, ~spl0_164, inference(rat,[],[s7601,s9716])). 18.34/3.86 cnf(s9721, plain, ~spl0_159, inference(rat,[],[s8005,s9717])). 18.34/3.86 cnf(s9722, plain, ~spl0_163, inference(rat,[],[s7581,s9718])). 18.34/3.86 cnf(s9724, plain, spl0_162 | ~spl0_183, inference(rat,[],[s8338,s8344,s612,s7019,s9710,s9709,s7769,s9346,s8445,s8193,s8429,s7985,s5630,s8109,s8096,s5591,s5596,s8008,s7564,s6604,s5527,s8464,s9672,s9695,s9570,s9722,s9716,s9443,s9721])). 18.34/3.86 cnf(s9725, plain, ~spl0_317 | ~spl0_183, inference(rat,[],[s621,s9633,s9646,s9452,s7568,s7499,s6120,s8409,s9724,s9716,s9703,s9691,s9707])). 18.34/3.86 cnf(s9726, plain, ~spl0_183, inference(rat,[],[s8555,s8519,s9643,s9594,s8344,s8989,s7985,s7623,s8438,s5949,s1109,s6303,s7769,s9725,s596,s9712,s7499,s6120,s8409,s9724,s8295,s7809,s9707,s9703,s9691,s9716,s9688,s9574,s9690,s9702])). 18.34/3.86 cnf(s9727, plain, ~spl0_324, inference(rat,[],[s7623,s8438,s7985,s5949,s5596,s6847,s5527,s530,s8409,s8883,s6121,s9688,s9574,s9716,s9690,s9702,s9443,s9721,s9726,s9674])). 18.34/3.86 cnf(s9728, plain, ~spl0_172, inference(rat,[],[s7499,s9727])). 18.34/3.86 cnf(s9729, plain, ~spl0_317, inference(rat,[],[s621,s5789,s9646,s2630,s8340,s5786,s7857,s6795,s9257,s9237,s8295,s612,s9643,s8338,s8344,s8892,s8555,s8519,s9609,s8975,s530,s7570,s9703,s9707,s9728,s9726,s9443,s9669,s9671,s9716,s9702,s9673,s9674,s9691])). 18.34/3.86 cnf(s9730, plain, ~spl0_315, inference(rat,[],[s7769,s9729])). 18.34/3.86 cnf(s9731, plain, spl0_208, inference(rat,[],[s6303,s9702,s9690,s9730])). 18.34/3.86 cnf(s9732, plain, spl0_182, inference(rat,[],[s1109,s9731])). 18.34/3.86 cnf(s9734, plain, ~spl0_180, inference(rat,[],[s5949,s9732])). 18.34/3.86 cnf(s9735, plain, ~spl0_181, inference(rat,[],[s7782,s9732])). 18.34/3.86 cnf(s9736, plain, spl0_171, inference(rat,[],[s8438,s9574,s9688,s9734])). 18.34/3.86 cnf(s9739, plain, ~spl0_302, inference(rat,[],[s7623,s9736])). 18.34/3.86 cnf(s9743, plain, ~spl0_166, inference(rat,[],[s7985,s9739])). 18.34/3.86 cnf(s9746, plain, spl0_193, inference(rat,[],[s5596,s9716,s9743])). 18.34/3.86 cnf(s9748, plain, ~spl0_296, inference(rat,[],[s5595,s9720,s9743])). 18.34/3.86 cnf(s9751, plain, ~spl0_297, inference(rat,[],[s7627,s9746])). 18.34/3.86 cnf(s9753, plain, ~spl0_196, inference(rat,[],[s8345,s9746])). 18.34/3.86 cnf(s9755, plain, spl0_162, inference(rat,[],[s5527,s9721,s9443,s9746])). 18.34/3.86 cnf(s9756, plain, ~spl0_100, inference(rat,[],[s8129,s9748])). 18.34/3.86 cnf(s9757, plain, ~spl0_111, inference(rat,[],[s8109,s9751])). 18.34/3.86 cnf(s9760, plain, spl0_203, inference(rat,[],[s8409,s9755])). 18.34/3.86 cnf(s9761, plain, spl0_154, inference(rat,[],[s8469,s9756])). 18.34/3.86 cnf(s9764, plain, ~spl0_173, inference(rat,[],[s8001,s9760])). 18.34/3.86 cnf(s9765, plain, ~spl0_110, inference(rat,[],[s8102,s9761])). 18.34/3.86 cnf(s9767, plain, spl0_184, inference(rat,[],[s8255,s9726,s9735,s9764])). 18.34/3.86 cnf(s9769, plain, ~spl0_152, inference(rat,[],[s8429,s9765])). 18.34/3.86 cnf(s9770, plain, spl0_209, inference(rat,[],[s530,s9767])). 18.34/3.86 cnf(s9781, plain, spl0_195, inference(rat,[],[s8515,s9547,s8555,s7019,s8771,s9703,s9770,s9707,s9691,s9728,s9753,s9757,s9769,s9671,s9716,s9743,s9669])). 18.34/3.86 cnf(s9783, plain, spl0_256, inference(rat,[],[s8344,s9781])). 18.34/3.86 cnf(s9785, plain, ~spl0_260, inference(rat,[],[s8338,s9783])). 18.34/3.86 cnf(s9786, plain, spl0_93, inference(rat,[],[s9557,s9728,s9770,s9707,s9691,s9673,s9703,s9783])). 18.34/3.86 cnf(s9787, plain, ~spl0_218, inference(rat,[],[s612,s9785])). 18.34/3.86 cnf(s9791, plain, ~spl0_137, inference(rat,[],[s8519,s9786])). 18.34/3.86 cnf(s9796, plain, ~spl0_95, inference(rat,[],[s8555,s9791])). 18.34/3.86 cnf(s9803, plain, spl0_258, inference(rat,[],[s9643,s9783,s9707,s9728,s9796])). 18.34/3.86 cnf(s9807, plain, spl0_278, inference(rat,[],[s8295,s9803])). 18.34/3.86 cnf(s9815, plain, ~spl0_329, inference(rat,[],[s6795,s9807])). 18.34/3.86 cnf(s9816, plain, ~spl0_263, inference(rat,[],[s7857,s9807])). 18.34/3.86 cnf(s9820, plain, ~spl0_214, inference(rat,[],[s2630,s9815])). 18.34/3.86 cnf(s9821, plain, ~spl0_262, inference(rat,[],[s9368,s9770,s9703,s9691,s9816])). 18.34/3.86 cnf(s9826, plain, spl0_215, inference(rat,[],[s9205,s9787,s9786,s9707,s9820])). 18.34/3.86 cnf(s9827, plain, $false, inference(rat,[],[s621,s9821,s9826])). 18.34/3.86 thf(f19883,plain,( 18.34/3.86 $false), 18.34/3.86 inference(avatar_sat_refutation,[],[s9827])). 18.34/3.86 % SZS output end Proof for theBenchmark 18.34/3.86 % (3159685)------------------------------ 18.34/3.86 % (3159685)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200) 18.34/3.86 % (3159685)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c 18.34/3.86 % (3159685)CaDiCaL version: 2.1.3 18.34/3.86 % (3159685)Termination reason: Refutation 18.34/3.86 % (3159685)Time elapsed: 1.835 s 18.34/3.86 % (3159685)Peak memory usage: 22 MB 18.34/3.86 % (3159685)Instructions burned: 2107 (million) 18.34/3.86 % (3159547)Success in time 3.41 s 18.34/3.86 % Vampire exiting 18.34/3.86 EOF