0.03/0.11 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.03/0.12 % Command : run_vampire %s %d 0.11/0.32 % Computer : n018.cluster.edu 0.11/0.32 % Model : x86_64 x86_64 0.11/0.32 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.11/0.32 % Memory : 8042.1875MB 0.11/0.32 % OS : Linux 3.10.0-693.el7.x86_64 0.11/0.32 % CPULimit : 1200 0.11/0.32 % WCLimit : 120 0.11/0.32 % DateTime : Tue Jul 13 15:33:53 EDT 2021 0.11/0.32 % CPUTime : 0.11/0.33 This is a THF_ problem 0.11/0.33 Running vampire --ignore_missing on --mode casc_hol --cores 0 -t 120 /export/starexec/sandbox2/benchmark/theBenchmark.p 0.11/0.33 Running in auto input_syntax mode. Trying TPTP 0.11/0.37 % (30261)dis+10_128_acc=on:add=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=4000:afq=1.4:amm=off:bd=preordered:cond=on:fsr=off:fde=unused:gs=on:gsem=on:irw=on:lma=on:nm=64:nwc=1.2:nicw=on:sos=on:sp=occurrence:updr=off:uhcvi=on:thsq=on_2 on theBenchmark 0.17/0.37 % (30280)dis+10_4_av=off:bsr=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:cond=fast:er=filter:fde=none:gsp=input_only:lcm=reverse:lma=on:nwc=4:sp=occurrence:urr=on:thsq=on_8 on theBenchmark 0.17/0.38 % (30267)dis+1_2:3_acc=on:add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=40000:afq=2.0:amm=sco:anc=none:er=filter:fsr=off:gsp=input_only:gs=on:gsem=off:nm=64:newcnf=on:nwc=1:thsq=on_3 on theBenchmark 0.17/0.38 % (30267)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30267)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30266)dis+1010_3:2_av=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:gsp=input_only:nm=2:nwc=1:sp=reverse_arity:urr=ec_only:thsq=on_29 on theBenchmark 0.17/0.38 % (30269)dis-11_3_add=off:afp=40000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=1.0:amm=sco:anc=none:gs=on:irw=on:lcm=reverse:nm=6:nwc=1:sd=4:ss=axioms:st=3.0:sos=on:sac=on:thsq=on_2 on theBenchmark 0.17/0.38 % (30268)dis+10_128_acc=on:add=off:add=off:afp=4000:afq=1.4:amm=off:bd=preordered:cond=on:fsr=off:fde=unused:gs=on:gsem=on:irw=on:lma=on:nm=64:nwc=1.2:nicw=on:sos=on:sp=occurrence:updr=off:uhcvi=on:thsq=on_40 on theBenchmark 0.17/0.38 % (30260)lrs+1011_8_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=100000:afq=1.1:er=filter:gsp=input_only:gs=on:gsem=on:lma=on:nm=6:nwc=1:stl=30:sd=2:ss=axioms:st=1.5:sos=on:thsq=on_3 on theBenchmark 0.17/0.38 % (30266)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30260)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30281)lrs+1002_1_add=large:csup=on:inj=on:fe=off:chr=on:cases=on:cnfonf=eager:afr=on:afp=1000:afq=1.1:amm=sco:anc=none:er=known:fsr=off:gs=on:gsem=off:lma=on:nm=2:newcnf=on:nwc=2:stl=30:sd=1:ss=axioms:st=5.0:sp=reverse_arity:updr=off:thsq=on_50 on theBenchmark 0.17/0.38 % (30281)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30273)ott+2_2_afp=10000:afq=1.4:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:amm=off:anc=none:gsp=input_only:gs=on:gsem=off:irw=on:lcm=predicate:nm=32:nwc=1.5:sos=on:sp=reverse_arity:thsq=on_7 on theBenchmark 0.17/0.38 % (30264)lrs+1011_5:1_acc=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:amm=off:anc=all_dependent:bd=off:ccuc=small_ones:fde=unused:gs=on:gsaa=full_model:gsem=off:lcm=predicate:lwlo=on:nm=6:newcnf=on:nwc=2.5:stl=30:sp=occurrence:updr=off:thsq=on_3 on theBenchmark 0.17/0.38 % (30264)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.38 % (30273)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.39 % (30272)lrs+1002_1_av=off:er=filter:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:fsr=off:gs=on:gsem=off:irw=on:lma=on:nm=4:nwc=1:stl=30:sd=3:ss=axioms:st=1.5:sos=on:thsq=on_1 on theBenchmark 0.17/0.39 % (30280)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.39 % (30265)lrs+4_3_av=off:br=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:nm=0:newcnf=on:nwc=1:stl=30:sp=occurrence:urr=on:thsq=on_32 on theBenchmark 0.17/0.39 % (30265)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.39 % (30259)lrs-11_4:1_afp=4000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=2.0:anc=none:br=off:gs=on:lwlo=on:nm=64:nwc=3:stl=30:urr=on:thsq=on_2 on theBenchmark 0.17/0.40 % (30258)ott+1002_2_av=off:bd=preordered:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:irw=on:lma=on:nm=64:nwc=10:sp=reverse_arity:updr=off:thsq=on_2 on theBenchmark 0.17/0.40 % (30263)ott+1002_8:1_add=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afr=on:afp=100000:afq=1.1:amm=off:anc=none:bd=off:bs=unit_only:fsr=off:gs=on:gsem=off:nm=32:nwc=10:sp=occurrence:urr=on:updr=off:thsq=on_14 on theBenchmark 0.17/0.40 % (30262)lrs+1010_8_add=off:afp=100000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=1.0:amm=off:anc=none:irw=on:nm=16:newcnf=on:nwc=1.1:nicw=on:stl=30:sp=reverse_arity:urr=on:thsq=on_13 on theBenchmark 0.17/0.40 % (30262)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.40 % (30279)lrs-11_4:1_afp=4000:csup=on:inj=on:chr=on:cases=on:cnfonf=lazy_gen:afq=2.0:anc=none:br=off:gs=on:lwlo=on:nm=64:nwc=3:stl=30:urr=on:thsq=on_30 on theBenchmark 0.17/0.40 % (30286)dis+1002_4_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=40000:afq=1.0:anc=none:cond=fast:fde=none:gs=on:gsaa=full_model:lma=on:lwlo=on:nm=0:nwc=1.5:sp=reverse_arity:tha=off_300 on theBenchmark 0.17/0.41 % (30278)lrs+10_12_add=off:afp=100000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=1.4:amm=sco:anc=none:cond=on:lma=on:nm=64:nwc=1.3:stl=30:sac=on:urr=on:thsq=on_41 on theBenchmark 0.17/0.41 % (30283)lrs+1010_8_add=off:afp=100000:csup=on:inj=off:cases=on:chr=off:e2e=on:cnfonf=eager:afq=1.0:amm=off:anc=none:irw=on:nm=16:newcnf=on:nwc=1.1:nicw=on:stl=30:sp=reverse_arity:urr=on:thsq=on_13 on theBenchmark 0.17/0.41 % (30283)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.41 % (30285)lrs-11_4:1_afp=4000:csup=on:inj=on:mXXn=1:cases=on:e2e=on:cnfonf=eager:afq=2.0:anc=none:br=off:gs=on:lwlo=on:nm=64:nwc=3:stl=30:urr=on:thsq=on_186 on theBenchmark 0.17/0.41 % (30282)lrs+1011_5_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=1000:afq=1.2:anc=none:fsr=off:irw=on:lma=on:nm=64:newcnf=on:nwc=1:stl=30:sd=3:ss=axioms:st=2.0:sos=on:sac=on:sp=reverse_arity:urr=on:updr=off:thsq=on_130 on theBenchmark 0.17/0.41 % (30284)lrs+1_4_afp=100000:afq=1.2:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:anc=none:bd=off:cond=on:gs=on:gsem=off:nm=64:nwc=1:sd=2:ss=axioms:st=2.0:sos=all:updr=off:thsq=on_300 on theBenchmark 0.17/0.41 % (30282)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.41 % (30271)lrs+1010_3_av=off:fsr=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:gs=on:gsem=off:nm=2:newcnf=on:nwc=2:stl=30:sp=reverse_arity:urr=on:updr=off:thsq=on_9 on theBenchmark 0.17/0.41 % (30271)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.42 % (30275)lrs+1011_5:1_acc=on:csup=on:inj=on:e2e=on:prag=on:cases=on:cnfonf=eager:amm=off:anc=all_dependent:bd=off:ccuc=small_ones:fde=unused:gs=on:gsaa=full_model:gsem=off:lcm=predicate:lwlo=on:nm=6:newcnf=on:nwc=2.5:stl=30:sp=occurrence:updr=off:thsq=on_30 on theBenchmark 0.17/0.42 % (30275)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.42 % (30277)dis+1002_3:1_acc=model:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afr=on:afp=40000:afq=1.1:anc=none:ccuc=first:fsr=off:gsp=input_only:irw=on:nm=16:nwc=1:sos=all:thsq=on_8 on theBenchmark 0.17/0.42 % (30276)ott+11_20_afr=on:afp=100000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=1.0:amm=sco:anc=all:bsr=on:irw=on:lma=on:nm=4:nwc=1.2:sac=on:sp=occurrence:thsq=on_6 on theBenchmark 0.17/0.42 % (30270)dis+1002_6_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=40000:afq=2.0:bsr=on:cond=on:irw=on:lma=on:nm=2:nwc=2.5:nicw=on:sp=reverse_arity:updr=off:thsq=on_2 on theBenchmark 0.17/0.42 % (30274)lrs+1010_3:2_afr=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=100000:afq=1.1:anc=none:gsp=input_only:irw=on:lwlo=on:nm=2:newcnf=on:nwc=1.7:sac=on:sp=occurrence:thsq=on_300 on theBenchmark 0.17/0.42 % (30287)dis-11_3_add=off:afp=40000:csup=on:inj=on:chr=on:e2e=on:prag=on:cases=on:cnfonf=eager:afq=1.0:fde=all:amm=sco:anc=none:gs=on:irw=on:lcm=reverse:nm=6:nwc=1:sd=4:ss=axioms:st=3.0:sos=on:sac=on:thsq=on_50 on theBenchmark 0.17/0.42 % (30274)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 0.17/0.42 % (30277)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 0.17/0.42 % (30274)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 3.82/0.85 % (30272)Time limit reached! 3.82/0.85 % (30272)------------------------------ 3.82/0.85 % (30272)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 3.82/0.86 % (30272)Termination reason: Time limit 3.82/0.86 3.82/0.86 % (30272)Memory used [KB]: 8315 3.82/0.86 % (30272)Time elapsed: 0.504 s 3.82/0.86 % (30272)------------------------------ 3.82/0.86 % (30272)------------------------------ 4.40/0.92 % (30288)dis+1011_10_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afr=on:afp=4000:afq=1.0:amm=off:anc=none:lma=on:nm=64:nwc=4:sac=on:sp=occurrence:thsq=on_75 on theBenchmark 4.99/1.05 % (30269)Time limit reached! 4.99/1.05 % (30269)------------------------------ 4.99/1.05 % (30269)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 4.99/1.05 % (30269)Termination reason: Time limit 4.99/1.05 4.99/1.05 % (30269)Memory used [KB]: 11513 4.99/1.05 % (30269)Time elapsed: 0.702 s 4.99/1.05 % (30269)------------------------------ 4.99/1.05 % (30269)------------------------------ 4.99/1.05 % (30259)Time limit reached! 4.99/1.05 % (30259)------------------------------ 4.99/1.05 % (30259)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 4.99/1.05 % (30259)Termination reason: Time limit 4.99/1.05 4.99/1.05 % (30259)Memory used [KB]: 11001 4.99/1.05 % (30259)Time elapsed: 0.701 s 4.99/1.05 % (30259)------------------------------ 4.99/1.05 % (30259)------------------------------ 4.99/1.05 % (30261)Time limit reached! 4.99/1.05 % (30261)------------------------------ 4.99/1.05 % (30261)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 4.99/1.05 % (30261)Termination reason: Time limit 4.99/1.05 % (30261)Termination phase: Saturation 4.99/1.05 4.99/1.05 % (30261)Memory used [KB]: 14328 4.99/1.05 % (30261)Time elapsed: 0.700 s 4.99/1.05 % (30261)------------------------------ 4.99/1.05 % (30261)------------------------------ 4.99/1.06 % (30270)Time limit reached! 4.99/1.06 % (30270)------------------------------ 4.99/1.06 % (30270)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 4.99/1.06 % (30270)Termination reason: Time limit 4.99/1.06 4.99/1.06 % (30270)Memory used [KB]: 7419 4.99/1.06 % (30270)Time elapsed: 0.713 s 4.99/1.06 % (30270)------------------------------ 4.99/1.06 % (30270)------------------------------ 4.99/1.07 % (30258)Time limit reached! 4.99/1.07 % (30258)------------------------------ 4.99/1.07 % (30258)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 4.99/1.07 % (30258)Termination reason: Time limit 4.99/1.07 4.99/1.07 % (30258)Memory used [KB]: 2686 4.99/1.07 % (30258)Time elapsed: 0.721 s 4.99/1.07 % (30258)------------------------------ 4.99/1.07 % (30258)------------------------------ 5.90/1.12 % (30291)lrs+1011_8_add=large:csup=on:fe=off:cases=on:cnfonf=eager:afp=100000:afq=1.1:er=filter:gsp=input_only:gs=on:gsem=on:lma=on:nm=6:nwc=1:stl=30:sd=2:ss=axioms:st=1.5:sos=on:thsq=on_30 on theBenchmark 5.90/1.12 % (30291)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 5.90/1.12 % (30289)dis+1010_3:2_av=off:csup=on:prag=on:chr=on:cases=on:bet=on:cnfonf=lazy_not_be_gen:gsp=input_only:nm=2:nwc=1:sp=reverse_arity:urr=ec_only:thsq=on_29 on theBenchmark 5.90/1.12 % (30289)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 5.90/1.13 % (30290)lrs+1011_8_add=large:csup=on:inj=on:prag=on:cases=on:cnfonf=eager:afp=100000:afq=1.1:er=filter:gsp=input_only:gs=on:gsem=on:lma=on:nm=6:nwc=1:stl=30:sd=2:ss=axioms:st=1.5:sos=on:thsq=on_26 on theBenchmark 5.90/1.14 % (30290)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 5.90/1.15 % (30293)dis+1_3_add=large:afp=4000:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afq=1.0:anc=none:gs=on:gsem=off:inw=on:lcm=reverse:lwlo=on:nm=64:nwc=1:sos=all:sac=on:updr=off:uhcvi=on:thsq=on_125 on theBenchmark 5.90/1.17 % (30292)dis+1002_4_add=large:csup=on:narr=off:inj=on:prag=on:cbe=off:cases=on:cnfonf=eager:afp=40000:afq=1.0:anc=none:cond=fast:fde=none:gs=on:gsaa=full_model:lma=on:lwlo=on:nm=0:nwc=1.5:sp=reverse_arity:thsq=on_27 on theBenchmark 6.71/1.25 % (30267)Time limit reached! 6.71/1.25 % (30267)------------------------------ 6.71/1.25 % (30267)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 7.31/1.27 % (30264)Time limit reached! 7.31/1.27 % (30264)------------------------------ 7.31/1.27 % (30264)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 7.35/1.27 % (30267)Termination reason: Time limit 7.35/1.27 % (30267)Termination phase: Saturation 7.35/1.27 7.35/1.27 % (30267)Memory used [KB]: 11897 7.35/1.27 % (30267)Time elapsed: 0.900 s 7.35/1.27 % (30267)------------------------------ 7.35/1.27 % (30267)------------------------------ 7.35/1.28 % (30260)Time limit reached! 7.35/1.28 % (30260)------------------------------ 7.35/1.28 % (30260)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 7.35/1.28 % (30260)Termination reason: Time limit 7.35/1.28 7.35/1.28 % (30260)Memory used [KB]: 11385 7.35/1.28 % (30260)Time elapsed: 0.931 s 7.35/1.28 % (30260)------------------------------ 7.35/1.28 % (30260)------------------------------ 7.35/1.29 % (30264)Termination reason: Time limit 7.35/1.29 % (30264)Termination phase: Saturation 7.35/1.29 7.35/1.29 % (30264)Memory used [KB]: 12920 7.35/1.29 % (30264)Time elapsed: 0.900 s 7.35/1.29 % (30264)------------------------------ 7.35/1.29 % (30264)------------------------------ 7.82/1.35 % (30296)lrs+1002_1_add=large:csup=on:narr=off:inj=on:fe=off:chr=on:cases=on:cnfonf=eager:afr=on:afp=1000:afq=1.1:amm=sco:anc=none:er=known:fsr=off:gs=on:gsem=off:lma=on:nm=2:newcnf=on:nwc=2:stl=30:sd=1:ss=axioms:st=5.0:sp=reverse_arity:updr=off:thsq=on_50 on theBenchmark 7.82/1.35 % (30294)dis+1010_3:1_av=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:irw=on:nm=32:nwc=1:sos=all:urr=ec_only:updr=off:thsq=on_77 on theBenchmark 7.82/1.35 % (30296)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 7.82/1.36 % (30295)lrs+1011_5:4_acc=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:add=large:afr=on:afp=10000:afq=2.0:amm=sco:anc=none:bsr=on:ccuc=first:cond=on:fde=unused:gs=on:gsaa=from_current:gsem=off:irw=on:nm=2:newcnf=on:nwc=1.2:stl=30:sos=on:sac=on:sp=reverse_arity:updr=off:thsq=on_126 on theBenchmark 7.82/1.36 % (30295)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 12.05/1.87 % (30276)Time limit reached! 12.05/1.87 % (30276)------------------------------ 12.05/1.87 % (30276)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 12.05/1.87 % (30276)Termination reason: Time limit 12.05/1.87 12.05/1.87 % (30276)Memory used [KB]: 7164 12.05/1.87 % (30276)Time elapsed: 1.503 s 12.05/1.87 % (30276)------------------------------ 12.05/1.87 % (30276)------------------------------ 12.49/1.94 % (30297)lrs-3_4:1_afp=1000:afq=1.4:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:amm=sco:fde=none:gs=on:lcm=reverse:lma=on:nwc=1.5:stl=30:sd=1:ss=axioms:sp=reverse_arity:urr=on:updr=off:uhcvi=on:thsq=on_11 on theBenchmark 15.43/2.30 % (30273)Time limit reached! 15.43/2.30 % (30273)------------------------------ 15.43/2.30 % (30273)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 15.43/2.32 % (30273)Termination reason: Time limit 15.43/2.32 15.43/2.32 % (30273)Memory used [KB]: 13176 15.43/2.32 % (30273)Time elapsed: 1.940 s 15.43/2.32 % (30273)------------------------------ 15.43/2.32 % (30273)------------------------------ 15.43/2.36 % (30280)Time limit reached! 15.43/2.36 % (30280)------------------------------ 15.43/2.36 % (30280)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 15.43/2.36 % (30280)Termination reason: Time limit 15.43/2.36 % (30280)Termination phase: Saturation 15.43/2.36 15.43/2.36 % (30280)Memory used [KB]: 3582 15.43/2.36 % (30280)Time elapsed: 2.0000 s 15.43/2.36 % (30280)------------------------------ 15.43/2.36 % (30280)------------------------------ 15.43/2.37 % (30277)Time limit reached! 15.43/2.37 % (30277)------------------------------ 15.43/2.37 % (30277)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 15.43/2.37 % (30277)Termination reason: Time limit 15.43/2.37 15.43/2.37 % (30277)Memory used [KB]: 11129 15.43/2.37 % (30277)Time elapsed: 2.022 s 15.43/2.37 % (30277)------------------------------ 15.43/2.37 % (30277)------------------------------ 16.04/2.40 % (30301)ott+11_2:1_add=large:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:afp=40000:afq=2.0:amm=sco:anc=none:br=off:cond=on:irw=on:nwc=1:sd=2:ss=axioms:st=2.0:sos=all:urr=on:updr=off:thsq=on_9 on theBenchmark 16.40/2.44 % (30302)lrs+1011_8_add=large:csup=off:cases=on:cnfonf=eager:afp=100000:afq=1.1:er=filter:gsp=input_only:gs=on:gsem=on:lma=on:nm=6:nwc=1:stl=30:sd=2:ss=axioms:st=1.5:sos=on:thsq=on_13 on theBenchmark 16.58/2.44 % (30302)WARNING: Not using GeneralSplitting currently not compatible with polymorphic/higher-order inputs. 16.58/2.46 % (30303)lrs+1011_2:1_av=off:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:irw=on:lwlo=on:nm=16:newcnf=on:nwc=2:sd=4:ss=axioms:st=3.0:sp=occurrence:thsq=on_300 on theBenchmark 16.58/2.46 % (30303)WARNING: Not using newCnf currently not compatible with polymorphic/higher-order inputs. 17.59/2.59 % (30271)Time limit reached! 17.59/2.59 % (30271)------------------------------ 17.59/2.59 % (30271)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 17.59/2.59 % (30271)Termination reason: Time limit 17.59/2.59 17.59/2.59 % (30271)Memory used [KB]: 10106 17.59/2.59 % (30271)Time elapsed: 2.214 s 17.59/2.59 % (30271)------------------------------ 17.59/2.59 % (30271)------------------------------ 18.22/2.67 % (30304)dis+1011_4_av=off:cond=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:irw=on:lma=on:nm=2:nwc=1:sos=all:sp=occurrence:thsq=on_5 on theBenchmark 22.62/3.20 % (30268)First to succeed. 24.33/3.48 % (30283)Time limit reached! 24.33/3.48 % (30283)------------------------------ 24.33/3.48 % (30283)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 24.33/3.48 % (30283)Termination reason: Time limit 24.33/3.48 % (30283)Termination phase: Saturation 24.33/3.48 24.33/3.48 % (30283)Memory used [KB]: 12025 24.33/3.48 % (30283)Time elapsed: 3.100 s 24.33/3.48 % (30283)------------------------------ 24.33/3.48 % (30283)------------------------------ 25.13/3.53 % (30311)lrs+10_3:1_av=off:bsr=on:csup=on:inj=on:chr=on:cases=on:cnfonf=eager:cond=on:er=known:gs=on:lcm=reverse:nm=32:nwc=4:stl=30:sp=occurrence:urr=on:updr=off:thsq=on_73 on theBenchmark 27.53/3.85 % (30262)Time limit reached! 27.53/3.85 % (30262)------------------------------ 27.53/3.85 % (30262)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 27.53/3.85 % (30262)Termination reason: Time limit 27.53/3.85 27.53/3.85 % (30262)Memory used [KB]: 12792 27.53/3.85 % (30262)Time elapsed: 3.502 s 27.53/3.85 % (30262)------------------------------ 27.53/3.85 % (30262)------------------------------ 28.27/3.92 % (30315)dis+10_1_add=off:afp=4000:csup=on:inj=on:chr=on:e2e=on:cases=on:cnfonf=eager:afq=1.2:anc=none:br=off:cond=on:gs=on:irw=on:lcm=reverse:nwc=10:sd=10:ss=axioms:sos=theory:sac=on:sp=occurrence:urr=on:thsq=on_12 on theBenchmark 28.87/4.00 % (30263)Time limit reached! 28.87/4.00 % (30263)------------------------------ 28.87/4.00 % (30263)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 28.87/4.00 % (30263)Termination reason: Time limit 28.87/4.00 % (30263)Termination phase: Saturation 28.87/4.00 28.87/4.00 % (30263)Memory used [KB]: 15735 28.87/4.00 % (30263)Time elapsed: 3.300 s 28.87/4.00 % (30263)------------------------------ 28.87/4.00 % (30263)------------------------------ 28.87/4.01 % (30304)Time limit reached! 28.87/4.01 % (30304)------------------------------ 28.87/4.01 % (30304)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 28.87/4.01 % (30304)Termination reason: Time limit 28.87/4.01 28.87/4.01 % (30304)Memory used [KB]: 2686 28.87/4.01 % (30304)Time elapsed: 1.413 s 28.87/4.01 % (30304)------------------------------ 28.87/4.01 % (30304)------------------------------ 28.87/4.03 % (30268)Refutation found. Thanks to Tanya! 28.87/4.03 % SZS status Theorem for theBenchmark 28.87/4.03 % SZS output start Proof for theBenchmark 28.87/4.03 thf(type_def_7, type, >: ($tType * $tType) > $tType). 28.87/4.03 thf(func_def_8, type, g: $i > $i > $i). 28.87/4.03 thf(func_def_13, type, s: $i > $i). 28.87/4.03 thf(func_def_22, type, kCOMB: !>[X0: $tType, X1: $tType]:(X0 > X1 > X0)). 28.87/4.03 thf(func_def_23, type, bCOMB: !>[X0: $tType, X1: $tType, X2: $tType]:((X1 > X2) > (X0 > X1) > X0 > X2)). 28.87/4.03 thf(func_def_24, type, vAND: $o > $o > $o). 28.87/4.03 thf(func_def_25, type, vOR: $o > $o > $o). 28.87/4.03 thf(func_def_26, type, vIMP: $o > $o > $o). 28.87/4.03 thf(func_def_27, type, vNOT: $o > $o). 28.87/4.03 thf(func_def_28, type, vEQ: !>[X0: $tType]:(X0 > X0 > $o)). 28.87/4.03 thf(f56237,plain,( 28.87/4.03 $false), 28.87/4.03 inference(avatar_sat_refutation,[],[f39,f44,f49,f54,f59,f64,f69,f74,f81,f86,f93,f98,f108,f132,f164,f456,f470,f484,f682,f701,f703,f716,f764,f804,f901,f949,f1164,f1194,f1206,f1234,f1284,f1355,f1439,f1483,f1512,f1528,f1615,f1700,f1740,f1830,f1985,f2013,f2195,f2258,f2321,f2383,f2395,f2422,f2722,f2846,f2948,f3166,f3183,f3203,f3295,f3422,f3604,f3846,f3941,f3970,f3977,f3999,f4017,f4129,f4170,f4283,f4294,f4413,f4420,f4641,f4763,f4766,f4904,f4933,f5043,f5064,f5194,f5439,f5556,f5585,f5587,f5720,f5898,f5915,f5938,f6141,f6200,f6203,f6350,f6366,f6392,f6534,f6545,f6730,f6875,f7347,f7367,f7868,f7908,f7996,f8030,f8060,f8071,f8084,f8219,f8248,f8463,f8474,f8576,f8597,f8683,f8737,f8770,f8940,f9110,f9139,f9144,f9170,f9334,f9358,f9519,f9530,f9537,f10226,f10621,f10643,f10707,f10773,f10833,f11693,f11699,f11784,f11929,f12022,f12059,f12082,f12163,f12222,f12249,f12276,f12528,f12531,f12715,f13378,f13416,f13556,f13582,f13598,f13710,f13799,f14059,f14118,f14125,f14274,f14290,f14503,f15198,f15424,f16940,f17384,f17395,f17608,f17619,f18060,f18513,f18605,f18725,f18968,f19069,f19305,f19803,f19851,f19873,f20242,f20550,f20660,f20787,f20803,f20818,f20861,f20866,f20942,f21197,f21205,f21226,f21249,f21477,f21516,f21549,f21719,f21722,f21738,f21851,f21951,f21972,f22116,f22214,f22234,f22256,f22490,f22774,f22930,f22934,f22955,f22971,f23183,f23418,f23429,f23908,f24478,f24494,f24501,f24518,f24685,f24733,f24838,f24853,f24868,f25263,f25286,f25300,f25565,f25654,f25887,f26124,f26140,f26648,f26679,f26897,f26926,f26993,f27004,f27235,f27699,f27719,f27738,f27758,f27879,f27975,f28008,f28490,f28558,f28605,f28614,f28617,f28633,f28643,f28651,f28663,f28666,f28672,f28673,f28685,f28690,f28720,f28722,f28760,f28776,f29023,f29313,f29330,f29477,f29607,f29997,f30119,f30640,f30841,f30872,f31107,f31123,f31240,f31371,f31386,f31391,f31452,f31668,f31685,f31815,f31846,f31870,f31871,f31960,f32154,f32156,f32206,f32218,f32232,f32252,f32253,f32278,f32304,f32321,f32417,f32431,f32445,f32531,f32560,f32624,f32648,f32742,f32770,f32940,f33003,f33019,f33297,f33495,f33514,f33529,f33545,f33554,f33574,f33585,f33609,f33897,f34129,f34145,f34177,f34220,f34308,f34337,f34384,f34393,f34629,f34780,f34791,f34860,f34869,f34889,f35242,f35290,f35621,f35701,f35938,f35986,f36010,f36057,f36192,f36503,f36532,f36557,f36569,f36596,f36829,f36845,f37084,f37091,f37276,f37297,f37332,f37343,f37591,f37615,f37793,f37891,f37916,f37921,f37923,f37937,f37967,f37974,f37976,f37980,f37999,f38228,f38668,f38679,f39038,f40037,f40160,f40288,f40422,f40517,f40533,f40742,f40768,f41415,f41470,f41591,f41708,f41950,f42413,f42667,f42925,f43407,f44777,f44839,f44844,f44876,f44886,f44961,f44963,f44965,f44989,f45020,f45039,f45095,f45115,f45137,f45151,f45156,f45158,f45656,f45779,f45847,f45860,f45900,f46158,f46201,f46263,f46326,f46331,f46406,f46483,f46663,f46811,f47047,f47074,f47108,f47131,f47136,f47162,f47380,f47727,f47778,f47786,f47844,f47965,f47987,f48003,f48042,f48100,f48140,f48227,f48231,f48265,f48282,f48302,f48307,f48342,f48389,f48407,f48506,f48668,f48704,f48928,f48966,f48968,f48974,f48979,f48990,f49005,f49095,f49240,f49256,f49275,f49301,f49519,f49658,f49689,f49767,f50003,f50030,f50255,f50521,f50766,f50778,f51012,f51028,f51250,f51427,f51516,f51627,f51873,f52006,f52015,f52054,f52265,f52511,f52746,f53005,f53022,f53262,f53507,f53522,f54012,f54409,f54411,f54415,f54424,f54425,f54427,f54428,f54434,f54437,f54438,f54442,f54512,f54523,f54528,f54541,f54553,f54558,f54564,f54567,f54608,f54612,f54613,f54620,f54633,f54637,f54653,f54660,f54669,f54677,f54679,f54681,f54714,f54742,f54777,f54805,f54814,f54817,f54818,f54831,f54833,f54848,f54854,f54860,f54883,f54890,f54898,f54899,f54904,f54921,f54925,f54933,f54939,f54941,f54942,f54944,f54958,f54960,f54967,f54977,f55218,f55221,f55256,f55470,f55554,f55721,f55804,f55972,f55975,f55996,f56043,f56225,f56236])). 28.87/4.03 thf(f56236,plain,( 28.87/4.03 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f56225,plain,( 28.87/4.03 (c1 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c1 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f56043,plain,( 28.87/4.03 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != ((g @ c4) @ c5)) | (c3 != (s @ c2)) | (c5 = ((g @ c4) @ c5))), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55996,plain,( 28.87/4.03 (c1 != (s @ c8)) | (c1 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ (s @ (s @ c5)))) | (c2 != ((g @ c3) @ c2)) | (c1 != ((g @ c3) @ c4)) | (c1 = ((g @ c1) @ (s @ (s @ c5))))), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55975,plain,( 28.87/4.03 (c2 != ((g @ c2) @ c3)) | (c1 != ((g @ c2) @ c3)) | (c1 = c2)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55972,plain,( 28.87/4.03 (c2 != ((g @ c2) @ c3)) | (c1 != ((g @ c2) @ c3)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55804,plain,( 28.87/4.03 (c2 != ((g @ c2) @ c3)) | (c1 != ((g @ c2) @ c3)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c2 != (s @ c1)) | (c2 != ((g @ c3) @ (s @ c5))) | (c4 = ((g @ c3) @ (s @ c5)))), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55721,plain,( 28.87/4.03 (c2 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c2 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55554,plain,( 28.87/4.03 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != ((g @ c3) @ (s @ c5))) | (c4 != (s @ c3)) | (c2 != ((g @ c3) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c3 != (s @ c2)) | (c2 = ((g @ c3) @ (s @ c5)))), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55470,plain,( 28.87/4.03 (c2 != ((g @ c3) @ c3)) | (c3 != ((g @ c3) @ c3)) | (c2 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55256,plain,( 28.87/4.03 (c3 != ((g @ c3) @ c3)) | (c2 != ((g @ c3) @ c3)) | (c2 = ((g @ c3) @ c2))), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55221,plain,( 28.87/4.03 (c2 != ((g @ c3) @ c5)) | (c1 != ((g @ c3) @ c5)) | (c1 = c2)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f55218,plain,( 28.87/4.03 (c2 != ((g @ c3) @ c5)) | (c1 != ((g @ c3) @ c5)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = c3)), 28.87/4.03 introduced(theory_tautology_sat_conflict,[])). 28.87/4.03 thf(f54977,plain,( 28.87/4.03 spl0_77 | ~spl0_17 | ~spl0_58), 28.87/4.03 inference(avatar_split_clause,[],[f1089,f473,f161,f1105])). 28.87/4.03 thf(f1105,plain,( 28.87/4.03 spl0_77 <=> (c1 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_77])])). 28.87/4.03 thf(f161,plain,( 28.87/4.03 spl0_17 <=> (c8 = (s @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_17])])). 28.87/4.03 thf(f473,plain,( 28.87/4.03 spl0_58 <=> (c3 = ((g @ c8) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_58])])). 28.87/4.03 thf(f1089,plain,( 28.87/4.03 (c1 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_58)), 28.87/4.03 inference(trivial_inequality_removal,[],[f1079])). 28.87/4.03 thf(f1079,plain,( 28.87/4.03 (c3 != c3) | (c1 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_58)), 28.87/4.03 inference(superposition,[],[f168,f475])). 28.87/4.03 thf(f475,plain,( 28.87/4.03 (c3 = ((g @ c8) @ (s @ (s @ c5)))) | ~spl0_58), 28.87/4.03 inference(avatar_component_clause,[],[f473])). 28.87/4.03 thf(f168,plain,( 28.87/4.03 ( ! [X0 : $i] : ((c3 != ((g @ c8) @ X0)) | (c1 = ((g @ (s @ (s @ c5))) @ X0))) ) | ~spl0_17), 28.87/4.03 inference(superposition,[],[f29,f163])). 28.87/4.03 thf(f163,plain,( 28.87/4.03 (c8 = (s @ (s @ (s @ c5)))) | ~spl0_17), 28.87/4.03 inference(avatar_component_clause,[],[f161])). 28.87/4.03 thf(f29,plain,( 28.87/4.03 ( ! [X0 : $i,X1 : $i] : ((c3 != ((g @ (s @ X0)) @ X1)) | (((g @ X0) @ X1) = c1)) )), 28.87/4.03 inference(cnf_transformation,[],[f8])). 28.87/4.03 thf(f8,plain,( 28.87/4.03 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : (((((g @ X0) @ X1) = c1) | (c3 != ((g @ (s @ X0)) @ X1))) & ((c3 = ((g @ (s @ X0)) @ X1)) | (((g @ X0) @ X1) != c1))) & ! [X2,X3] : (((c2 = ((g @ X2) @ X3)) | (c4 != ((g @ X2) @ (s @ X3)))) & ((c4 = ((g @ X2) @ (s @ X3))) | (c2 != ((g @ X2) @ X3)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X4,X5] : ((c1 = ((g @ X4) @ X5)) | (c2 = ((g @ X4) @ X5)) | (c4 = ((g @ X4) @ X5)) | (c5 = ((g @ X4) @ X5)) | (c3 = ((g @ X4) @ X5))) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X6,X7] : ((c3 != ((g @ c1) @ X7)) & (c1 != ((g @ c8) @ X7)) & (c4 != ((g @ X6) @ c1)) & (c2 != ((g @ X6) @ c8))) & ! [X8,X9] : (((c5 = ((g @ X8) @ X9)) | (((c1 != X8) | (c1 != X9)) & ((c8 != X9) | (c8 != X8)))) & (((c1 = X8) & (c1 = X9)) | ((c8 = X9) & (c8 = X8)) | (c5 != ((g @ X8) @ X9)))) & ! [X10] : ((s @ (s @ (s @ (s @ X10)))) != X10)), 28.87/4.03 inference(flattening,[],[f7])). 28.87/4.03 thf(f7,plain,( 28.87/4.03 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : (((((g @ X0) @ X1) = c1) | (c3 != ((g @ (s @ X0)) @ X1))) & ((c3 = ((g @ (s @ X0)) @ X1)) | (((g @ X0) @ X1) != c1))) & ! [X2,X3] : (((c2 = ((g @ X2) @ X3)) | (c4 != ((g @ X2) @ (s @ X3)))) & ((c4 = ((g @ X2) @ (s @ X3))) | (c2 != ((g @ X2) @ X3)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X4,X5] : ((c1 = ((g @ X4) @ X5)) | (c2 = ((g @ X4) @ X5)) | (c4 = ((g @ X4) @ X5)) | (c5 = ((g @ X4) @ X5)) | (c3 = ((g @ X4) @ X5))) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X6,X7] : ((c3 != ((g @ c1) @ X7)) & (c1 != ((g @ c8) @ X7)) & (c4 != ((g @ X6) @ c1)) & (c2 != ((g @ X6) @ c8))) & ! [X8,X9] : (((c5 = ((g @ X8) @ X9)) | (((c1 != X8) | (c1 != X9)) & ((c8 != X9) | (c8 != X8)))) & ((((c1 = X8) & (c1 = X9)) | ((c8 = X9) & (c8 = X8))) | (c5 != ((g @ X8) @ X9)))) & ! [X10] : ((s @ (s @ (s @ (s @ X10)))) != X10)), 28.87/4.03 inference(nnf_transformation,[],[f6])). 28.87/4.03 thf(f6,plain,( 28.87/4.03 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) <=> (c3 = ((g @ (s @ X0)) @ X1))) & ! [X2,X3] : ((c2 = ((g @ X2) @ X3)) <=> (c4 = ((g @ X2) @ (s @ X3)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X4,X5] : ((c1 = ((g @ X4) @ X5)) | (c2 = ((g @ X4) @ X5)) | (c4 = ((g @ X4) @ X5)) | (c5 = ((g @ X4) @ X5)) | (c3 = ((g @ X4) @ X5))) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X6,X7] : ((c3 != ((g @ c1) @ X7)) & (c1 != ((g @ c8) @ X7)) & (c4 != ((g @ X6) @ c1)) & (c2 != ((g @ X6) @ c8))) & ! [X8,X9] : ((c5 = ((g @ X8) @ X9)) <=> (((c1 = X8) & (c1 = X9)) | ((c8 = X9) & (c8 = X8)))) & ! [X10] : ((s @ (s @ (s @ (s @ X10)))) != X10)), 28.87/4.03 inference(flattening,[],[f5])). 28.87/4.03 thf(f5,plain,( 28.87/4.03 ~~((c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) <=> (c3 = ((g @ (s @ X0)) @ X1))) & ! [X2,X3] : ((c2 = ((g @ X2) @ X3)) <=> (c4 = ((g @ X2) @ (s @ X3)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X4,X5] : ((c1 = ((g @ X4) @ X5)) | (c2 = ((g @ X4) @ X5)) | (c4 = ((g @ X4) @ X5)) | (c5 = ((g @ X4) @ X5)) | (c3 = ((g @ X4) @ X5))) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X6,X7] : ((c3 != ((g @ c1) @ X7)) & (c1 != ((g @ c8) @ X7)) & (c4 != ((g @ X6) @ c1)) & (c2 != ((g @ X6) @ c8))) & ! [X8,X9] : ((c5 = ((g @ X8) @ X9)) <=> (((c1 = X8) & (c1 = X9)) | ((c8 = X9) & (c8 = X8)))) & ! [X10] : ((s @ (s @ (s @ (s @ X10)))) != X10))), 28.87/4.03 inference(rectify,[],[f2])). 28.87/4.03 thf(f2,negated_conjecture,( 28.87/4.03 ~~((c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) <=> (c3 = ((g @ (s @ X0)) @ X1))) & ! [X0,X1] : ((((g @ X0) @ X1) = c2) <=> (c4 = ((g @ X0) @ (s @ X1)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) | (((g @ X0) @ X1) = c2) | (((g @ X0) @ X1) = c4) | (((g @ X0) @ X1) = c5) | (((g @ X0) @ X1) = c3)) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X0,X1] : ((((g @ c1) @ X1) != c3) & (c1 != ((g @ c8) @ X1)) & (((g @ X0) @ c1) != c4) & (((g @ X0) @ c8) != c2)) & ! [X0,X1] : ((((g @ X0) @ X1) = c5) <=> (((c1 = X0) & (c1 = X1)) | ((c8 = X1) & (c8 = X0)))) & ! [X0] : ((s @ (s @ (s @ (s @ X0)))) != X0))), 28.87/4.03 inference(negated_conjecture,[],[f1])). 28.87/4.03 thf(f1,conjecture,( 28.87/4.03 ~((c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) <=> (c3 = ((g @ (s @ X0)) @ X1))) & ! [X0,X1] : ((((g @ X0) @ X1) = c2) <=> (c4 = ((g @ X0) @ (s @ X1)))) & (c1 = (s @ c8)) & (c2 = (s @ c1)) & ! [X0,X1] : ((((g @ X0) @ X1) = c1) | (((g @ X0) @ X1) = c2) | (((g @ X0) @ X1) = c4) | (((g @ X0) @ X1) = c5) | (((g @ X0) @ X1) = c3)) & (c5 = (s @ c4)) & (c4 = (s @ c3)) & (c3 = (s @ c2)) & ! [X0,X1] : ((((g @ c1) @ X1) != c3) & (c1 != ((g @ c8) @ X1)) & (((g @ X0) @ c1) != c4) & (((g @ X0) @ c8) != c2)) & ! [X0,X1] : ((((g @ X0) @ X1) = c5) <=> (((c1 = X0) & (c1 = X1)) | ((c8 = X1) & (c8 = X0)))) & ! [X0] : ((s @ (s @ (s @ (s @ X0)))) != X0))), 28.87/4.03 file('/export/starexec/sandbox2/benchmark/theBenchmark.p',cTOUGHNUT2)). 28.87/4.03 thf(f54967,plain,( 28.87/4.03 spl0_86 | ~spl0_76), 28.87/4.03 inference(avatar_split_clause,[],[f54276,f1099,f1709])). 28.87/4.03 thf(f1709,plain,( 28.87/4.03 spl0_86 <=> (c2 = ((g @ c8) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_86])])). 28.87/4.03 thf(f1099,plain,( 28.87/4.03 spl0_76 <=> (c4 = ((g @ c8) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_76])])). 28.87/4.03 thf(f54276,plain,( 28.87/4.03 (c2 = ((g @ c8) @ c5)) | ~spl0_76), 28.87/4.03 inference(trivial_inequality_removal,[],[f1429])). 28.87/4.03 thf(f1429,plain,( 28.87/4.03 (c4 != c4) | (c2 = ((g @ c8) @ c5)) | ~spl0_76), 28.87/4.03 inference(superposition,[],[f27,f1101])). 28.87/4.03 thf(f1101,plain,( 28.87/4.03 (c4 = ((g @ c8) @ (s @ c5))) | ~spl0_76), 28.87/4.03 inference(avatar_component_clause,[],[f1099])). 28.87/4.03 thf(f27,plain,( 28.87/4.03 ( ! [X2 : $i,X3 : $i] : ((c4 != ((g @ X2) @ (s @ X3))) | (c2 = ((g @ X2) @ X3))) )), 28.87/4.03 inference(cnf_transformation,[],[f8])). 28.87/4.03 thf(f54960,plain,( 28.87/4.03 spl0_145 | spl0_146 | spl0_147 | spl0_148 | spl0_31 | ~spl0_77), 28.87/4.03 inference(avatar_split_clause,[],[f2678,f1105,f271,f2838,f2834,f2830,f2826])). 28.87/4.03 thf(f2826,plain,( 28.87/4.03 spl0_145 <=> (c3 = ((g @ (s @ c5)) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_145])])). 28.87/4.03 thf(f2830,plain,( 28.87/4.03 spl0_146 <=> (c5 = ((g @ (s @ c5)) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_146])])). 28.87/4.03 thf(f2834,plain,( 28.87/4.03 spl0_147 <=> (c4 = ((g @ (s @ c5)) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_147])])). 28.87/4.03 thf(f2838,plain,( 28.87/4.03 spl0_148 <=> (c2 = ((g @ (s @ c5)) @ (s @ (s @ c5))))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_148])])). 28.87/4.03 thf(f271,plain,( 28.87/4.03 spl0_31 <=> (c1 = c3)), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_31])])). 28.87/4.03 thf(f2678,plain,( 28.87/4.03 (c1 = c3) | (c2 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c4 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c5 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c3 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | ~spl0_77), 28.87/4.03 inference(superposition,[],[f215,f1107])). 28.87/4.03 thf(f1107,plain,( 28.87/4.03 (c1 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | ~spl0_77), 28.87/4.03 inference(avatar_component_clause,[],[f1105])). 28.87/4.03 thf(f215,plain,( 28.87/4.03 ( ! [X10 : $i,X11 : $i] : ((c3 = ((g @ (s @ X10)) @ X11)) | (c2 = ((g @ X10) @ X11)) | (c4 = ((g @ X10) @ X11)) | (c5 = ((g @ X10) @ X11)) | (c3 = ((g @ X10) @ X11))) )), 28.87/4.03 inference(trivial_inequality_removal,[],[f191])). 28.87/4.03 thf(f191,plain,( 28.87/4.03 ( ! [X10 : $i,X11 : $i] : ((c1 != c1) | (c3 = ((g @ (s @ X10)) @ X11)) | (c2 = ((g @ X10) @ X11)) | (c4 = ((g @ X10) @ X11)) | (c5 = ((g @ X10) @ X11)) | (c3 = ((g @ X10) @ X11))) )), 28.87/4.03 inference(superposition,[],[f28,f23])). 28.87/4.03 thf(f23,plain,( 28.87/4.03 ( ! [X4 : $i,X5 : $i] : ((c1 = ((g @ X4) @ X5)) | (c2 = ((g @ X4) @ X5)) | (c4 = ((g @ X4) @ X5)) | (c5 = ((g @ X4) @ X5)) | (c3 = ((g @ X4) @ X5))) )), 28.87/4.03 inference(cnf_transformation,[],[f8])). 28.87/4.03 thf(f28,plain,( 28.87/4.03 ( ! [X0 : $i,X1 : $i] : ((((g @ X0) @ X1) != c1) | (c3 = ((g @ (s @ X0)) @ X1))) )), 28.87/4.03 inference(cnf_transformation,[],[f8])). 28.87/4.03 thf(f54958,plain,( 28.87/4.03 spl0_95 | spl0_96 | spl0_97 | spl0_98 | spl0_78), 28.87/4.03 inference(avatar_split_clause,[],[f54278,f1137,f1894,f1890,f1886,f1882])). 28.87/4.03 thf(f1882,plain,( 28.87/4.03 spl0_95 <=> (c3 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_95])])). 28.87/4.03 thf(f1886,plain,( 28.87/4.03 spl0_96 <=> (c5 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_96])])). 28.87/4.03 thf(f1890,plain,( 28.87/4.03 spl0_97 <=> (c4 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_97])])). 28.87/4.03 thf(f1894,plain,( 28.87/4.03 spl0_98 <=> (c2 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_98])])). 28.87/4.03 thf(f1137,plain,( 28.87/4.03 spl0_78 <=> (c1 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_78])])). 28.87/4.03 thf(f54278,plain,( 28.87/4.03 (c2 = ((g @ (s @ (s @ c5))) @ c5)) | (c4 = ((g @ (s @ (s @ c5))) @ c5)) | (c5 = ((g @ (s @ (s @ c5))) @ c5)) | (c3 = ((g @ (s @ (s @ c5))) @ c5)) | spl0_78), 28.87/4.03 inference(trivial_inequality_removal,[],[f1879])). 28.87/4.03 thf(f1879,plain,( 28.87/4.03 (c1 != c1) | (c2 = ((g @ (s @ (s @ c5))) @ c5)) | (c4 = ((g @ (s @ (s @ c5))) @ c5)) | (c5 = ((g @ (s @ (s @ c5))) @ c5)) | (c3 = ((g @ (s @ (s @ c5))) @ c5)) | spl0_78), 28.87/4.03 inference(superposition,[],[f1138,f23])). 28.87/4.03 thf(f1138,plain,( 28.87/4.03 (c1 != ((g @ (s @ (s @ c5))) @ c5)) | spl0_78), 28.87/4.03 inference(avatar_component_clause,[],[f1137])). 28.87/4.03 thf(f54944,plain,( 28.87/4.03 spl0_76 | ~spl0_86), 28.87/4.03 inference(avatar_split_clause,[],[f54284,f1709,f1099])). 28.87/4.03 thf(f54284,plain,( 28.87/4.03 (c4 = ((g @ c8) @ (s @ c5))) | ~spl0_86), 28.87/4.03 inference(trivial_inequality_removal,[],[f1792])). 28.87/4.03 thf(f1792,plain,( 28.87/4.03 (c2 != c2) | (c4 = ((g @ c8) @ (s @ c5))) | ~spl0_86), 28.87/4.03 inference(superposition,[],[f26,f1711])). 28.87/4.03 thf(f1711,plain,( 28.87/4.03 (c2 = ((g @ c8) @ c5)) | ~spl0_86), 28.87/4.03 inference(avatar_component_clause,[],[f1709])). 28.87/4.03 thf(f26,plain,( 28.87/4.03 ( ! [X2 : $i,X3 : $i] : ((c2 != ((g @ X2) @ X3)) | (c4 = ((g @ X2) @ (s @ X3)))) )), 28.87/4.03 inference(cnf_transformation,[],[f8])). 28.87/4.03 thf(f54942,plain,( 28.87/4.03 spl0_149 | spl0_150 | spl0_110 | spl0_151 | spl0_39 | ~spl0_98), 28.87/4.03 inference(avatar_split_clause,[],[f2681,f1894,f338,f2960,f2125,f2956,f2952])). 28.87/4.03 thf(f2952,plain,( 28.87/4.03 spl0_149 <=> (c3 = ((g @ (s @ c5)) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_149])])). 28.87/4.03 thf(f2956,plain,( 28.87/4.03 spl0_150 <=> (c5 = ((g @ (s @ c5)) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_150])])). 28.87/4.03 thf(f2125,plain,( 28.87/4.03 spl0_110 <=> (c4 = ((g @ (s @ c5)) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_110])])). 28.87/4.03 thf(f2960,plain,( 28.87/4.03 spl0_151 <=> (c2 = ((g @ (s @ c5)) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_151])])). 28.87/4.03 thf(f338,plain,( 28.87/4.03 spl0_39 <=> (c2 = c3)), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_39])])). 28.87/4.03 thf(f2681,plain,( 28.87/4.03 (c2 = c3) | (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | ~spl0_98), 28.87/4.03 inference(superposition,[],[f1896,f215])). 28.87/4.03 thf(f1896,plain,( 28.87/4.03 (c2 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_98), 28.87/4.03 inference(avatar_component_clause,[],[f1894])). 28.87/4.03 thf(f54941,plain,( 28.87/4.03 spl0_111 | ~spl0_98), 28.87/4.03 inference(avatar_split_clause,[],[f54285,f1894,f2444])). 28.87/4.03 thf(f2444,plain,( 28.87/4.03 spl0_111 <=> (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_111])])). 28.87/4.03 thf(f54285,plain,( 28.87/4.03 (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_98), 28.87/4.03 inference(trivial_inequality_removal,[],[f2440])). 28.87/4.03 thf(f2440,plain,( 28.87/4.03 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_98), 28.87/4.03 inference(superposition,[],[f26,f1896])). 28.87/4.03 thf(f54939,plain,( 28.87/4.03 spl0_149 | spl0_150 | spl0_110 | spl0_151 | spl0_39 | ~spl0_98), 28.87/4.03 inference(avatar_split_clause,[],[f2670,f1894,f338,f2960,f2125,f2956,f2952])). 28.87/4.03 thf(f2670,plain,( 28.87/4.03 (c2 = c3) | (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | ~spl0_98), 28.87/4.03 inference(superposition,[],[f215,f1896])). 28.87/4.03 thf(f54933,plain,( 28.87/4.03 spl0_105 | spl0_106 | spl0_107 | spl0_108 | spl0_100), 28.87/4.03 inference(avatar_split_clause,[],[f54287,f2018,f2066,f2062,f2058,f2054])). 28.87/4.03 thf(f2054,plain,( 28.87/4.03 spl0_105 <=> (c3 = ((g @ c5) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_105])])). 28.87/4.03 thf(f2058,plain,( 28.87/4.03 spl0_106 <=> (c5 = ((g @ c5) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_106])])). 28.87/4.03 thf(f2062,plain,( 28.87/4.03 spl0_107 <=> (c4 = ((g @ c5) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_107])])). 28.87/4.03 thf(f2066,plain,( 28.87/4.03 spl0_108 <=> (c2 = ((g @ c5) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_108])])). 28.87/4.03 thf(f2018,plain,( 28.87/4.03 spl0_100 <=> (c3 = ((g @ (s @ c5)) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_100])])). 28.87/4.03 thf(f54287,plain,( 28.87/4.03 (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | spl0_100), 28.87/4.03 inference(trivial_inequality_removal,[],[f2690])). 28.87/4.03 thf(f2690,plain,( 28.87/4.03 (c3 != c3) | (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | spl0_100), 28.87/4.03 inference(superposition,[],[f2019,f215])). 28.87/4.03 thf(f2019,plain,( 28.87/4.03 (c3 != ((g @ (s @ c5)) @ c4)) | spl0_100), 28.87/4.03 inference(avatar_component_clause,[],[f2018])). 28.87/4.03 thf(f54925,plain,( 28.87/4.03 spl0_105 | spl0_106 | spl0_107 | spl0_108 | spl0_62 | ~spl0_102), 28.87/4.03 inference(avatar_split_clause,[],[f4002,f2026,f491,f2066,f2062,f2058,f2054])). 28.87/4.03 thf(f491,plain,( 28.87/4.03 spl0_62 <=> (c4 = c3)), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_62])])). 28.87/4.03 thf(f2026,plain,( 28.87/4.03 spl0_102 <=> (c4 = ((g @ (s @ c5)) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_102])])). 28.87/4.03 thf(f4002,plain,( 28.87/4.03 (c4 = c3) | (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | ~spl0_102), 28.87/4.03 inference(superposition,[],[f2028,f215])). 28.87/4.03 thf(f2028,plain,( 28.87/4.03 (c4 = ((g @ (s @ c5)) @ c4)) | ~spl0_102), 28.87/4.03 inference(avatar_component_clause,[],[f2026])). 28.87/4.03 thf(f54921,plain,( 28.87/4.03 spl0_105 | spl0_106 | spl0_107 | spl0_108 | spl0_104), 28.87/4.03 inference(avatar_split_clause,[],[f54291,f2047,f2066,f2062,f2058,f2054])). 28.87/4.03 thf(f2047,plain,( 28.87/4.03 spl0_104 <=> (c1 = ((g @ c5) @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_104])])). 28.87/4.03 thf(f54291,plain,( 28.87/4.03 (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | spl0_104), 28.87/4.03 inference(trivial_inequality_removal,[],[f2051])). 28.87/4.03 thf(f2051,plain,( 28.87/4.03 (c1 != c1) | (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | spl0_104), 28.87/4.03 inference(superposition,[],[f2048,f23])). 28.87/4.03 thf(f2048,plain,( 28.87/4.03 (c1 != ((g @ c5) @ c4)) | spl0_104), 28.87/4.03 inference(avatar_component_clause,[],[f2047])). 28.87/4.03 thf(f54904,plain,( 28.87/4.03 spl0_123 | ~spl0_3 | ~spl0_108), 28.87/4.03 inference(avatar_split_clause,[],[f31721,f2066,f46,f2732])). 28.87/4.03 thf(f2732,plain,( 28.87/4.03 spl0_123 <=> (c4 = ((g @ c5) @ c5))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_123])])). 28.87/4.03 thf(f46,plain,( 28.87/4.03 spl0_3 <=> (c5 = (s @ c4))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_3])])). 28.87/4.03 thf(f31721,plain,( 28.87/4.03 (c4 = ((g @ c5) @ c5)) | (~spl0_3 | ~spl0_108)), 28.87/4.03 inference(forward_demodulation,[],[f31720,f48])). 28.87/4.03 thf(f48,plain,( 28.87/4.03 (c5 = (s @ c4)) | ~spl0_3), 28.87/4.03 inference(avatar_component_clause,[],[f46])). 28.87/4.03 thf(f31720,plain,( 28.87/4.03 (c4 = ((g @ c5) @ (s @ c4))) | ~spl0_108), 28.87/4.03 inference(trivial_inequality_removal,[],[f31718])). 28.87/4.03 thf(f31718,plain,( 28.87/4.03 (c2 != c2) | (c4 = ((g @ c5) @ (s @ c4))) | ~spl0_108), 28.87/4.03 inference(superposition,[],[f26,f2068])). 28.87/4.03 thf(f2068,plain,( 28.87/4.03 (c2 = ((g @ c5) @ c4)) | ~spl0_108), 28.87/4.03 inference(avatar_component_clause,[],[f2066])). 28.87/4.03 thf(f54899,plain,( 28.87/4.03 spl0_141 | spl0_142 | spl0_143 | spl0_144 | spl0_62 | ~spl0_111), 28.87/4.03 inference(avatar_split_clause,[],[f2701,f2444,f491,f2821,f2817,f2813,f2809])). 28.87/4.03 thf(f2809,plain,( 28.87/4.03 spl0_141 <=> (c3 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_141])])). 28.87/4.03 thf(f2813,plain,( 28.87/4.03 spl0_142 <=> (c5 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_142])])). 28.87/4.03 thf(f2817,plain,( 28.87/4.03 spl0_143 <=> (c4 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_143])])). 28.87/4.03 thf(f2821,plain,( 28.87/4.03 spl0_144 <=> (c2 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_144])])). 28.87/4.03 thf(f2701,plain,( 28.87/4.03 (c4 = c3) | (c2 = ((g @ (s @ c5)) @ (s @ c5))) | (c4 = ((g @ (s @ c5)) @ (s @ c5))) | (c5 = ((g @ (s @ c5)) @ (s @ c5))) | (c3 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_111), 28.87/4.03 inference(superposition,[],[f2446,f215])). 28.87/4.03 thf(f2446,plain,( 28.87/4.03 (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_111), 28.87/4.03 inference(avatar_component_clause,[],[f2444])). 28.87/4.03 thf(f54898,plain,( 28.87/4.03 spl0_98 | ~spl0_111), 28.87/4.03 inference(avatar_split_clause,[],[f54300,f2444,f1894])). 28.87/4.03 thf(f54300,plain,( 28.87/4.03 (c2 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_111), 28.87/4.03 inference(trivial_inequality_removal,[],[f2466])). 28.87/4.03 thf(f2466,plain,( 28.87/4.03 (c4 != c4) | (c2 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_111), 28.87/4.03 inference(superposition,[],[f27,f2446])). 28.87/4.03 thf(f54890,plain,( 28.87/4.03 spl0_120 | ~spl0_116), 28.87/4.03 inference(avatar_split_clause,[],[f54302,f2580,f2610])). 28.87/4.03 thf(f2610,plain,( 28.87/4.03 spl0_120 <=> (c1 = ((g @ (s @ c5)) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_120])])). 28.87/4.03 thf(f2580,plain,( 28.87/4.03 spl0_116 <=> (c3 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_116])])). 28.87/4.03 thf(f54302,plain,( 28.87/4.03 (c1 = ((g @ (s @ c5)) @ c8)) | ~spl0_116), 28.87/4.03 inference(trivial_inequality_removal,[],[f2598])). 28.87/4.03 thf(f2598,plain,( 28.87/4.03 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ c8)) | ~spl0_116), 28.87/4.03 inference(superposition,[],[f29,f2582])). 28.87/4.03 thf(f2582,plain,( 28.87/4.03 (c3 = ((g @ (s @ (s @ c5))) @ c8)) | ~spl0_116), 28.87/4.03 inference(avatar_component_clause,[],[f2580])). 28.87/4.03 thf(f54883,plain,( 28.87/4.03 spl0_137 | spl0_138 | spl0_139 | spl0_140 | spl0_31 | ~spl0_120), 28.87/4.03 inference(avatar_split_clause,[],[f2676,f2610,f271,f2804,f2800,f2796,f2792])). 28.87/4.03 thf(f2792,plain,( 28.87/4.03 spl0_137 <=> (c3 = ((g @ c5) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_137])])). 28.87/4.03 thf(f2796,plain,( 28.87/4.03 spl0_138 <=> (c5 = ((g @ c5) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_138])])). 28.87/4.03 thf(f2800,plain,( 28.87/4.03 spl0_139 <=> (c4 = ((g @ c5) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_139])])). 28.87/4.03 thf(f2804,plain,( 28.87/4.03 spl0_140 <=> (c2 = ((g @ c5) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_140])])). 28.87/4.03 thf(f2676,plain,( 28.87/4.03 (c1 = c3) | (c2 = ((g @ c5) @ c8)) | (c4 = ((g @ c5) @ c8)) | (c5 = ((g @ c5) @ c8)) | (c3 = ((g @ c5) @ c8)) | ~spl0_120), 28.87/4.03 inference(superposition,[],[f215,f2612])). 28.87/4.03 thf(f2612,plain,( 28.87/4.03 (c1 = ((g @ (s @ c5)) @ c8)) | ~spl0_120), 28.87/4.03 inference(avatar_component_clause,[],[f2610])). 28.87/4.03 thf(f54860,plain,( 28.87/4.03 spl0_102 | ~spl0_4 | ~spl0_128), 28.87/4.03 inference(avatar_split_clause,[],[f46567,f2753,f51,f2026])). 28.87/4.03 thf(f51,plain,( 28.87/4.03 spl0_4 <=> (c4 = (s @ c3))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_4])])). 28.87/4.03 thf(f2753,plain,( 28.87/4.03 spl0_128 <=> (c2 = ((g @ (s @ c5)) @ c3))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_128])])). 28.87/4.03 thf(f46567,plain,( 28.87/4.03 (c4 = ((g @ (s @ c5)) @ c4)) | (~spl0_4 | ~spl0_128)), 28.87/4.03 inference(forward_demodulation,[],[f46566,f53])). 28.87/4.03 thf(f53,plain,( 28.87/4.03 (c4 = (s @ c3)) | ~spl0_4), 28.87/4.03 inference(avatar_component_clause,[],[f51])). 28.87/4.03 thf(f46566,plain,( 28.87/4.03 (c4 = ((g @ (s @ c5)) @ (s @ c3))) | ~spl0_128), 28.87/4.03 inference(trivial_inequality_removal,[],[f46564])). 28.87/4.03 thf(f46564,plain,( 28.87/4.03 (c2 != c2) | (c4 = ((g @ (s @ c5)) @ (s @ c3))) | ~spl0_128), 28.87/4.03 inference(superposition,[],[f26,f2755])). 28.87/4.03 thf(f2755,plain,( 28.87/4.03 (c2 = ((g @ (s @ c5)) @ c3)) | ~spl0_128), 28.87/4.03 inference(avatar_component_clause,[],[f2753])). 28.87/4.03 thf(f54854,plain,( 28.87/4.03 spl0_169 | spl0_170 | spl0_157 | spl0_171 | spl0_129), 28.87/4.03 inference(avatar_split_clause,[],[f54313,f2758,f3399,f3200,f3395,f3391])). 28.87/4.03 thf(f3391,plain,( 28.87/4.03 spl0_169 <=> (c3 = ((g @ c5) @ c2))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_169])])). 28.87/4.03 thf(f3395,plain,( 28.87/4.03 spl0_170 <=> (c5 = ((g @ c5) @ c2))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_170])])). 28.87/4.03 thf(f3200,plain,( 28.87/4.03 spl0_157 <=> (c4 = ((g @ c5) @ c2))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_157])])). 28.87/4.03 thf(f3399,plain,( 28.87/4.03 spl0_171 <=> (c2 = ((g @ c5) @ c2))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_171])])). 28.87/4.03 thf(f2758,plain,( 28.87/4.03 spl0_129 <=> (c3 = ((g @ (s @ c5)) @ c2))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_129])])). 28.87/4.03 thf(f54313,plain,( 28.87/4.03 (c2 = ((g @ c5) @ c2)) | (c4 = ((g @ c5) @ c2)) | (c5 = ((g @ c5) @ c2)) | (c3 = ((g @ c5) @ c2)) | spl0_129), 28.87/4.03 inference(trivial_inequality_removal,[],[f3387])). 28.87/4.03 thf(f3387,plain,( 28.87/4.03 (c3 != c3) | (c2 = ((g @ c5) @ c2)) | (c4 = ((g @ c5) @ c2)) | (c5 = ((g @ c5) @ c2)) | (c3 = ((g @ c5) @ c2)) | spl0_129), 28.87/4.03 inference(superposition,[],[f2759,f215])). 28.87/4.03 thf(f2759,plain,( 28.87/4.03 (c3 != ((g @ (s @ c5)) @ c2)) | spl0_129), 28.87/4.03 inference(avatar_component_clause,[],[f2758])). 28.87/4.03 thf(f54848,plain,( 28.87/4.03 spl0_152 | spl0_153 | spl0_154 | spl0_155 | spl0_133), 28.87/4.03 inference(avatar_split_clause,[],[f54315,f2775,f3132,f3128,f3124,f3120])). 28.87/4.03 thf(f3120,plain,( 28.87/4.03 spl0_152 <=> (c3 = ((g @ c5) @ c1))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_152])])). 28.87/4.03 thf(f3124,plain,( 28.87/4.03 spl0_153 <=> (c5 = ((g @ c5) @ c1))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_153])])). 28.87/4.03 thf(f3128,plain,( 28.87/4.03 spl0_154 <=> (c4 = ((g @ c5) @ c1))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_154])])). 28.87/4.03 thf(f3132,plain,( 28.87/4.03 spl0_155 <=> (c2 = ((g @ c5) @ c1))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_155])])). 28.87/4.03 thf(f2775,plain,( 28.87/4.03 spl0_133 <=> (c3 = ((g @ (s @ c5)) @ c1))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_133])])). 28.87/4.03 thf(f54315,plain,( 28.87/4.03 (c2 = ((g @ c5) @ c1)) | (c4 = ((g @ c5) @ c1)) | (c5 = ((g @ c5) @ c1)) | (c3 = ((g @ c5) @ c1)) | spl0_133), 28.87/4.03 inference(trivial_inequality_removal,[],[f3116])). 28.87/4.03 thf(f3116,plain,( 28.87/4.03 (c3 != c3) | (c2 = ((g @ c5) @ c1)) | (c4 = ((g @ c5) @ c1)) | (c5 = ((g @ c5) @ c1)) | (c3 = ((g @ c5) @ c1)) | spl0_133), 28.87/4.03 inference(superposition,[],[f2776,f215])). 28.87/4.03 thf(f2776,plain,( 28.87/4.03 (c3 != ((g @ (s @ c5)) @ c1)) | spl0_133), 28.87/4.03 inference(avatar_component_clause,[],[f2775])). 28.87/4.03 thf(f54833,plain,( 28.87/4.03 spl0_227 | ~spl0_3 | ~spl0_137), 28.87/4.03 inference(avatar_split_clause,[],[f54320,f2792,f46,f7218])). 28.87/4.03 thf(f7218,plain,( 28.87/4.03 spl0_227 <=> (c1 = ((g @ c4) @ c8))), 28.87/4.03 introduced(avatar_definition,[new_symbols(naming,[spl0_227])])). 28.87/4.04 thf(f54320,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c8)) | (~spl0_3 | ~spl0_137)), 28.87/4.04 inference(trivial_inequality_removal,[],[f7206])). 28.87/4.04 thf(f7206,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c8)) | (~spl0_3 | ~spl0_137)), 28.87/4.04 inference(superposition,[],[f150,f2794])). 28.87/4.04 thf(f2794,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c8)) | ~spl0_137), 28.87/4.04 inference(avatar_component_clause,[],[f2792])). 28.87/4.04 thf(f150,plain,( 28.87/4.04 ( ! [X0 : $i] : ((c3 != ((g @ c5) @ X0)) | (c1 = ((g @ c4) @ X0))) ) | ~spl0_3), 28.87/4.04 inference(superposition,[],[f29,f48])). 28.87/4.04 thf(f54831,plain,( 28.87/4.04 spl0_241 | ~spl0_145), 28.87/4.04 inference(avatar_split_clause,[],[f54321,f2826,f8079])). 28.87/4.04 thf(f8079,plain,( 28.87/4.04 spl0_241 <=> (c1 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_241])])). 28.87/4.04 thf(f54321,plain,( 28.87/4.04 (c1 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_145), 28.87/4.04 inference(trivial_inequality_removal,[],[f7897])). 28.87/4.04 thf(f7897,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_145), 28.87/4.04 inference(superposition,[],[f29,f2828])). 28.87/4.04 thf(f2828,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | ~spl0_145), 28.87/4.04 inference(avatar_component_clause,[],[f2826])). 28.87/4.04 thf(f54818,plain,( 28.87/4.04 spl0_121 | spl0_122 | spl0_123 | spl0_124 | spl0_39 | ~spl0_151), 28.87/4.04 inference(avatar_split_clause,[],[f36267,f2960,f338,f2736,f2732,f2728,f2724])). 28.87/4.04 thf(f2724,plain,( 28.87/4.04 spl0_121 <=> (c3 = ((g @ c5) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_121])])). 28.87/4.04 thf(f2728,plain,( 28.87/4.04 spl0_122 <=> (c5 = ((g @ c5) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_122])])). 28.87/4.04 thf(f2736,plain,( 28.87/4.04 spl0_124 <=> (c2 = ((g @ c5) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_124])])). 28.87/4.04 thf(f36267,plain,( 28.87/4.04 (c2 = c3) | (c2 = ((g @ c5) @ c5)) | (c4 = ((g @ c5) @ c5)) | (c5 = ((g @ c5) @ c5)) | (c3 = ((g @ c5) @ c5)) | ~spl0_151), 28.87/4.04 inference(superposition,[],[f2962,f215])). 28.87/4.04 thf(f2962,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c5)) | ~spl0_151), 28.87/4.04 inference(avatar_component_clause,[],[f2960])). 28.87/4.04 thf(f54817,plain,( 28.87/4.04 spl0_143 | ~spl0_151), 28.87/4.04 inference(avatar_split_clause,[],[f36282,f2960,f2817])). 28.87/4.04 thf(f36282,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_151), 28.87/4.04 inference(trivial_inequality_removal,[],[f36280])). 28.87/4.04 thf(f36280,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_151), 28.87/4.04 inference(superposition,[],[f26,f2962])). 28.87/4.04 thf(f54814,plain,( 28.87/4.04 spl0_156 | ~spl0_3 | ~spl0_152), 28.87/4.04 inference(avatar_split_clause,[],[f3146,f3120,f46,f3148])). 28.87/4.04 thf(f3148,plain,( 28.87/4.04 spl0_156 <=> (c1 = ((g @ c4) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_156])])). 28.87/4.04 thf(f3146,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c1)) | (~spl0_3 | ~spl0_152)), 28.87/4.04 inference(trivial_inequality_removal,[],[f3137])). 28.87/4.04 thf(f3137,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c1)) | (~spl0_3 | ~spl0_152)), 28.87/4.04 inference(superposition,[],[f150,f3122])). 28.87/4.04 thf(f3122,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c1)) | ~spl0_152), 28.87/4.04 inference(avatar_component_clause,[],[f3120])). 28.87/4.04 thf(f54805,plain,( 28.87/4.04 spl0_152 | ~spl0_3 | ~spl0_156), 28.87/4.04 inference(avatar_split_clause,[],[f54804,f3148,f46,f3120])). 28.87/4.04 thf(f54804,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c1)) | (~spl0_3 | ~spl0_156)), 28.87/4.04 inference(forward_demodulation,[],[f54330,f48])). 28.87/4.04 thf(f54330,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ c1)) | ~spl0_156), 28.87/4.04 inference(trivial_inequality_removal,[],[f3228])). 28.87/4.04 thf(f3228,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c4)) @ c1)) | ~spl0_156), 28.87/4.04 inference(superposition,[],[f28,f3150])). 28.87/4.04 thf(f3150,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c1)) | ~spl0_156), 28.87/4.04 inference(avatar_component_clause,[],[f3148])). 28.87/4.04 thf(f54777,plain,( 28.87/4.04 spl0_160 | ~spl0_5 | ~spl0_171), 28.87/4.04 inference(avatar_split_clause,[],[f3441,f3399,f56,f3252])). 28.87/4.04 thf(f3252,plain,( 28.87/4.04 spl0_160 <=> (c4 = ((g @ c5) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_160])])). 28.87/4.04 thf(f56,plain,( 28.87/4.04 spl0_5 <=> (c3 = (s @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_5])])). 28.87/4.04 thf(f3441,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c3)) | (~spl0_5 | ~spl0_171)), 28.87/4.04 inference(forward_demodulation,[],[f3440,f58])). 28.87/4.04 thf(f58,plain,( 28.87/4.04 (c3 = (s @ c2)) | ~spl0_5), 28.87/4.04 inference(avatar_component_clause,[],[f56])). 28.87/4.04 thf(f3440,plain,( 28.87/4.04 (c4 = ((g @ c5) @ (s @ c2))) | ~spl0_171), 28.87/4.04 inference(trivial_inequality_removal,[],[f3438])). 28.87/4.04 thf(f3438,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c5) @ (s @ c2))) | ~spl0_171), 28.87/4.04 inference(superposition,[],[f26,f3401])). 28.87/4.04 thf(f3401,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c2)) | ~spl0_171), 28.87/4.04 inference(avatar_component_clause,[],[f3399])). 28.87/4.04 thf(f54742,plain,( 28.87/4.04 spl0_179 | ~spl0_4 | ~spl0_183), 28.87/4.04 inference(avatar_split_clause,[],[f54741,f3717,f51,f3688])). 28.87/4.04 thf(f3688,plain,( 28.87/4.04 spl0_179 <=> (c3 = ((g @ c4) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_179])])). 28.87/4.04 thf(f3717,plain,( 28.87/4.04 spl0_183 <=> (c1 = ((g @ c3) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_183])])). 28.87/4.04 thf(f54741,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c2)) | (~spl0_4 | ~spl0_183)), 28.87/4.04 inference(forward_demodulation,[],[f54339,f53])). 28.87/4.04 thf(f54339,plain,( 28.87/4.04 (c3 = ((g @ (s @ c3)) @ c2)) | ~spl0_183), 28.87/4.04 inference(trivial_inequality_removal,[],[f3733])). 28.87/4.04 thf(f3733,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c3)) @ c2)) | ~spl0_183), 28.87/4.04 inference(superposition,[],[f28,f3719])). 28.87/4.04 thf(f3719,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c2)) | ~spl0_183), 28.87/4.04 inference(avatar_component_clause,[],[f3717])). 28.87/4.04 thf(f54714,plain,( 28.87/4.04 spl0_121 | spl0_122 | spl0_123 | spl0_124 | spl0_184), 28.87/4.04 inference(avatar_split_clause,[],[f54341,f3766,f2736,f2732,f2728,f2724])). 28.87/4.04 thf(f3766,plain,( 28.87/4.04 spl0_184 <=> (c1 = ((g @ c5) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_184])])). 28.87/4.04 thf(f54341,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c5)) | (c4 = ((g @ c5) @ c5)) | (c5 = ((g @ c5) @ c5)) | (c3 = ((g @ c5) @ c5)) | spl0_184), 28.87/4.04 inference(trivial_inequality_removal,[],[f3770])). 28.87/4.04 thf(f3770,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c5) @ c5)) | (c4 = ((g @ c5) @ c5)) | (c5 = ((g @ c5) @ c5)) | (c3 = ((g @ c5) @ c5)) | spl0_184), 28.87/4.04 inference(superposition,[],[f3767,f23])). 28.87/4.04 thf(f3767,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c5)) | spl0_184), 28.87/4.04 inference(avatar_component_clause,[],[f3766])). 28.87/4.04 thf(f54681,plain,( 28.87/4.04 spl0_228 | ~spl0_196), 28.87/4.04 inference(avatar_split_clause,[],[f54352,f4591,f7285])). 28.87/4.04 thf(f7285,plain,( 28.87/4.04 spl0_228 <=> (c1 = ((g @ (s @ c5)) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_228])])). 28.87/4.04 thf(f4591,plain,( 28.87/4.04 spl0_196 <=> (c3 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_196])])). 28.87/4.04 thf(f54352,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ c2)) | ~spl0_196), 28.87/4.04 inference(trivial_inequality_removal,[],[f7274])). 28.87/4.04 thf(f7274,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ c2)) | ~spl0_196), 28.87/4.04 inference(superposition,[],[f29,f4593])). 28.87/4.04 thf(f4593,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c2)) | ~spl0_196), 28.87/4.04 inference(avatar_component_clause,[],[f4591])). 28.87/4.04 thf(f54679,plain,( 28.87/4.04 spl0_205 | ~spl0_4 | ~spl0_201), 28.87/4.04 inference(avatar_split_clause,[],[f4987,f4960,f51,f4989])). 28.87/4.04 thf(f4989,plain,( 28.87/4.04 spl0_205 <=> (c1 = ((g @ c3) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_205])])). 28.87/4.04 thf(f4960,plain,( 28.87/4.04 spl0_201 <=> (c3 = ((g @ c4) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_201])])). 28.87/4.04 thf(f4987,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c4)) | (~spl0_4 | ~spl0_201)), 28.87/4.04 inference(trivial_inequality_removal,[],[f4978])). 28.87/4.04 thf(f4978,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c3) @ c4)) | (~spl0_4 | ~spl0_201)), 28.87/4.04 inference(superposition,[],[f151,f4962])). 28.87/4.04 thf(f4962,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c4)) | ~spl0_201), 28.87/4.04 inference(avatar_component_clause,[],[f4960])). 28.87/4.04 thf(f151,plain,( 28.87/4.04 ( ! [X1 : $i] : ((c3 != ((g @ c4) @ X1)) | (c1 = ((g @ c3) @ X1))) ) | ~spl0_4), 28.87/4.04 inference(superposition,[],[f29,f53])). 28.87/4.04 thf(f54677,plain,( 28.87/4.04 spl0_201 | spl0_202 | spl0_203 | spl0_105 | ~spl0_3 | spl0_204), 28.87/4.04 inference(avatar_split_clause,[],[f54354,f4972,f46,f2054,f4968,f4964,f4960])). 28.87/4.04 thf(f4964,plain,( 28.87/4.04 spl0_202 <=> (c5 = ((g @ c4) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_202])])). 28.87/4.04 thf(f4968,plain,( 28.87/4.04 spl0_203 <=> (c4 = ((g @ c4) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_203])])). 28.87/4.04 thf(f4972,plain,( 28.87/4.04 spl0_204 <=> (c2 = ((g @ c4) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_204])])). 28.87/4.04 thf(f54354,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c4)) | (c4 = ((g @ c4) @ c4)) | (c5 = ((g @ c4) @ c4)) | (c3 = ((g @ c4) @ c4)) | (~spl0_3 | spl0_204)), 28.87/4.04 inference(trivial_inequality_removal,[],[f10499])). 28.87/4.04 thf(f10499,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c5) @ c4)) | (c4 = ((g @ c4) @ c4)) | (c5 = ((g @ c4) @ c4)) | (c3 = ((g @ c4) @ c4)) | (~spl0_3 | spl0_204)), 28.87/4.04 inference(superposition,[],[f4973,f2662])). 28.87/4.04 thf(f2662,plain,( 28.87/4.04 ( ! [X0 : $i] : ((c2 = ((g @ c4) @ X0)) | (c3 = ((g @ c5) @ X0)) | (c4 = ((g @ c4) @ X0)) | (c5 = ((g @ c4) @ X0)) | (c3 = ((g @ c4) @ X0))) ) | ~spl0_3), 28.87/4.04 inference(superposition,[],[f215,f48])). 28.87/4.04 thf(f4973,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | spl0_204), 28.87/4.04 inference(avatar_component_clause,[],[f4972])). 28.87/4.04 thf(f54669,plain,( 28.87/4.04 spl0_201 | ~spl0_4 | ~spl0_205), 28.87/4.04 inference(avatar_split_clause,[],[f54668,f4989,f51,f4960])). 28.87/4.04 thf(f54668,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c4)) | (~spl0_4 | ~spl0_205)), 28.87/4.04 inference(forward_demodulation,[],[f54356,f53])). 28.87/4.04 thf(f54356,plain,( 28.87/4.04 (c3 = ((g @ (s @ c3)) @ c4)) | ~spl0_205), 28.87/4.04 inference(trivial_inequality_removal,[],[f21714])). 28.87/4.04 thf(f21714,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c3)) @ c4)) | ~spl0_205), 28.87/4.04 inference(superposition,[],[f28,f4991])). 28.87/4.04 thf(f4991,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c4)) | ~spl0_205), 28.87/4.04 inference(avatar_component_clause,[],[f4989])). 28.87/4.04 thf(f54660,plain,( 28.87/4.04 spl0_218 | ~spl0_2 | ~spl0_214), 28.87/4.04 inference(avatar_split_clause,[],[f5799,f5759,f41,f5801])). 28.87/4.04 thf(f5801,plain,( 28.87/4.04 spl0_218 <=> (c1 = ((g @ c1) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_218])])). 28.87/4.04 thf(f41,plain,( 28.87/4.04 spl0_2 <=> (c2 = (s @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_2])])). 28.87/4.04 thf(f5759,plain,( 28.87/4.04 spl0_214 <=> (c3 = ((g @ c2) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_214])])). 28.87/4.04 thf(f5799,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c4)) | (~spl0_2 | ~spl0_214)), 28.87/4.04 inference(trivial_inequality_removal,[],[f5790])). 28.87/4.04 thf(f5790,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ c4)) | (~spl0_2 | ~spl0_214)), 28.87/4.04 inference(superposition,[],[f153,f5761])). 28.87/4.04 thf(f5761,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c4)) | ~spl0_214), 28.87/4.04 inference(avatar_component_clause,[],[f5759])). 28.87/4.04 thf(f153,plain,( 28.87/4.04 ( ! [X3 : $i] : ((c3 != ((g @ c2) @ X3)) | (c1 = ((g @ c1) @ X3))) ) | ~spl0_2), 28.87/4.04 inference(superposition,[],[f29,f43])). 28.87/4.04 thf(f43,plain,( 28.87/4.04 (c2 = (s @ c1)) | ~spl0_2), 28.87/4.04 inference(avatar_component_clause,[],[f41])). 28.87/4.04 thf(f54653,plain,( 28.87/4.04 spl0_214 | ~spl0_2 | ~spl0_218), 28.87/4.04 inference(avatar_split_clause,[],[f54652,f5801,f41,f5759])). 28.87/4.04 thf(f54652,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c4)) | (~spl0_2 | ~spl0_218)), 28.87/4.04 inference(forward_demodulation,[],[f54359,f43])). 28.87/4.04 thf(f54359,plain,( 28.87/4.04 (c3 = ((g @ (s @ c1)) @ c4)) | ~spl0_218), 28.87/4.04 inference(trivial_inequality_removal,[],[f28482])). 28.87/4.04 thf(f28482,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c1)) @ c4)) | ~spl0_218), 28.87/4.04 inference(superposition,[],[f28,f5803])). 28.87/4.04 thf(f5803,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c4)) | ~spl0_218), 28.87/4.04 inference(avatar_component_clause,[],[f5801])). 28.87/4.04 thf(f54637,plain,( 28.87/4.04 spl0_220 | spl0_221 | spl0_222 | spl0_214 | ~spl0_2 | spl0_223), 28.87/4.04 inference(avatar_split_clause,[],[f54361,f5871,f41,f5759,f5867,f5863,f5859])). 28.87/4.04 thf(f5859,plain,( 28.87/4.04 spl0_220 <=> (c3 = ((g @ c1) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_220])])). 28.87/4.04 thf(f5863,plain,( 28.87/4.04 spl0_221 <=> (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_221])])). 28.87/4.04 thf(f5867,plain,( 28.87/4.04 spl0_222 <=> (c4 = ((g @ c1) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_222])])). 28.87/4.04 thf(f5871,plain,( 28.87/4.04 spl0_223 <=> (c2 = ((g @ c1) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_223])])). 28.87/4.04 thf(f54361,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c4)) | (c4 = ((g @ c1) @ c4)) | (c5 = ((g @ c1) @ c4)) | (c3 = ((g @ c1) @ c4)) | (~spl0_2 | spl0_223)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36248])). 28.87/4.04 thf(f36248,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c2) @ c4)) | (c4 = ((g @ c1) @ c4)) | (c5 = ((g @ c1) @ c4)) | (c3 = ((g @ c1) @ c4)) | (~spl0_2 | spl0_223)), 28.87/4.04 inference(superposition,[],[f5872,f2665])). 28.87/4.04 thf(f2665,plain,( 28.87/4.04 ( ! [X3 : $i] : ((c2 = ((g @ c1) @ X3)) | (c3 = ((g @ c2) @ X3)) | (c4 = ((g @ c1) @ X3)) | (c5 = ((g @ c1) @ X3)) | (c3 = ((g @ c1) @ X3))) ) | ~spl0_2), 28.87/4.04 inference(superposition,[],[f215,f43])). 28.87/4.04 thf(f5872,plain,( 28.87/4.04 (c2 != ((g @ c1) @ c4)) | spl0_223), 28.87/4.04 inference(avatar_component_clause,[],[f5871])). 28.87/4.04 thf(f54633,plain,( 28.87/4.04 spl0_192 | ~spl0_225), 28.87/4.04 inference(avatar_split_clause,[],[f54362,f6012,f4555])). 28.87/4.04 thf(f4555,plain,( 28.87/4.04 spl0_192 <=> (c3 = ((g @ (s @ (s @ c5))) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_192])])). 28.87/4.04 thf(f6012,plain,( 28.87/4.04 spl0_225 <=> (c1 = ((g @ (s @ c5)) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_225])])). 28.87/4.04 thf(f54362,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c1)) | ~spl0_225), 28.87/4.04 inference(trivial_inequality_removal,[],[f6028])). 28.87/4.04 thf(f6028,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5))) @ c1)) | ~spl0_225), 28.87/4.04 inference(superposition,[],[f28,f6014])). 28.87/4.04 thf(f6014,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ c1)) | ~spl0_225), 28.87/4.04 inference(avatar_component_clause,[],[f6012])). 28.87/4.04 thf(f54620,plain,( 28.87/4.04 spl0_137 | ~spl0_3 | ~spl0_227), 28.87/4.04 inference(avatar_split_clause,[],[f54619,f7218,f46,f2792])). 28.87/4.04 thf(f54619,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c8)) | (~spl0_3 | ~spl0_227)), 28.87/4.04 inference(forward_demodulation,[],[f54365,f48])). 28.87/4.04 thf(f54365,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ c8)) | ~spl0_227), 28.87/4.04 inference(trivial_inequality_removal,[],[f7231])). 28.87/4.04 thf(f7231,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c4)) @ c8)) | ~spl0_227), 28.87/4.04 inference(superposition,[],[f28,f7220])). 28.87/4.04 thf(f7220,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c8)) | ~spl0_227), 28.87/4.04 inference(avatar_component_clause,[],[f7218])). 28.87/4.04 thf(f54613,plain,( 28.87/4.04 spl0_284 | spl0_175 | spl0_174 | spl0_31 | ~spl0_4 | ~spl0_227), 28.87/4.04 inference(avatar_split_clause,[],[f10598,f7218,f51,f271,f3478,f3482,f10600])). 28.87/4.04 thf(f10600,plain,( 28.87/4.04 spl0_284 <=> (c3 = ((g @ c3) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_284])])). 28.87/4.04 thf(f3482,plain,( 28.87/4.04 spl0_175 <=> (c5 = ((g @ c3) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_175])])). 28.87/4.04 thf(f3478,plain,( 28.87/4.04 spl0_174 <=> (c4 = ((g @ c3) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_174])])). 28.87/4.04 thf(f10598,plain,( 28.87/4.04 (c1 = c3) | (c4 = ((g @ c3) @ c8)) | (c5 = ((g @ c3) @ c8)) | (c3 = ((g @ c3) @ c8)) | (~spl0_4 | ~spl0_227)), 28.87/4.04 inference(forward_demodulation,[],[f10594,f7220])). 28.87/4.04 thf(f10594,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c8)) | (c4 = ((g @ c3) @ c8)) | (c5 = ((g @ c3) @ c8)) | (c3 = ((g @ c3) @ c8)) | ~spl0_4), 28.87/4.04 inference(trivial_inequality_removal,[],[f10589])). 28.87/4.04 thf(f10589,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c4) @ c8)) | (c4 = ((g @ c3) @ c8)) | (c5 = ((g @ c3) @ c8)) | (c3 = ((g @ c3) @ c8)) | ~spl0_4), 28.87/4.04 inference(superposition,[],[f16,f2663])). 28.87/4.04 thf(f2663,plain,( 28.87/4.04 ( ! [X1 : $i] : ((c2 = ((g @ c3) @ X1)) | (c3 = ((g @ c4) @ X1)) | (c4 = ((g @ c3) @ X1)) | (c5 = ((g @ c3) @ X1)) | (c3 = ((g @ c3) @ X1))) ) | ~spl0_4), 28.87/4.04 inference(superposition,[],[f215,f53])). 28.87/4.04 thf(f16,plain,( 28.87/4.04 ( ! [X6 : $i] : ((c2 != ((g @ X6) @ c8))) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f54612,plain,( 28.87/4.04 spl0_169 | spl0_170 | spl0_157 | spl0_171 | spl0_31 | ~spl0_228), 28.87/4.04 inference(avatar_split_clause,[],[f7289,f7285,f271,f3399,f3200,f3395,f3391])). 28.87/4.04 thf(f7289,plain,( 28.87/4.04 (c1 = c3) | (c2 = ((g @ c5) @ c2)) | (c4 = ((g @ c5) @ c2)) | (c5 = ((g @ c5) @ c2)) | (c3 = ((g @ c5) @ c2)) | ~spl0_228), 28.87/4.04 inference(superposition,[],[f7287,f215])). 28.87/4.04 thf(f7287,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ c2)) | ~spl0_228), 28.87/4.04 inference(avatar_component_clause,[],[f7285])). 28.87/4.04 thf(f54608,plain,( 28.87/4.04 spl0_233 | ~spl0_3 | ~spl0_229), 28.87/4.04 inference(avatar_split_clause,[],[f7379,f7315,f46,f7381])). 28.87/4.04 thf(f7381,plain,( 28.87/4.04 spl0_233 <=> (c1 = ((g @ c4) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_233])])). 28.87/4.04 thf(f7315,plain,( 28.87/4.04 spl0_229 <=> (c3 = ((g @ c5) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_229])])). 28.87/4.04 thf(f7379,plain,( 28.87/4.04 (c1 = ((g @ c4) @ (s @ c5))) | (~spl0_3 | ~spl0_229)), 28.87/4.04 inference(trivial_inequality_removal,[],[f7370])). 28.87/4.04 thf(f7370,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ (s @ c5))) | (~spl0_3 | ~spl0_229)), 28.87/4.04 inference(superposition,[],[f150,f7317])). 28.87/4.04 thf(f7317,plain,( 28.87/4.04 (c3 = ((g @ c5) @ (s @ c5))) | ~spl0_229), 28.87/4.04 inference(avatar_component_clause,[],[f7315])). 28.87/4.04 thf(f54567,plain,( 28.87/4.04 spl0_329 | ~spl0_248), 28.87/4.04 inference(avatar_split_clause,[],[f54378,f8531,f24461])). 28.87/4.04 thf(f24461,plain,( 28.87/4.04 spl0_329 <=> (c2 = ((g @ c3) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_329])])). 28.87/4.04 thf(f8531,plain,( 28.87/4.04 spl0_248 <=> (c4 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_248])])). 28.87/4.04 thf(f54378,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c5)) | ~spl0_248), 28.87/4.04 inference(trivial_inequality_removal,[],[f8566])). 28.87/4.04 thf(f8566,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c3) @ c5)) | ~spl0_248), 28.87/4.04 inference(superposition,[],[f27,f8533])). 28.87/4.04 thf(f8533,plain,( 28.87/4.04 (c4 = ((g @ c3) @ (s @ c5))) | ~spl0_248), 28.87/4.04 inference(avatar_component_clause,[],[f8531])). 28.87/4.04 thf(f54564,plain,( 28.87/4.04 spl0_345 | ~spl0_4 | ~spl0_266), 28.87/4.04 inference(avatar_split_clause,[],[f36594,f9922,f51,f54560])). 28.87/4.04 thf(f54560,plain,( 28.87/4.04 spl0_345 <=> (c1 = ((g @ c3) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_345])])). 28.87/4.04 thf(f9922,plain,( 28.87/4.04 spl0_266 <=> (c3 = ((g @ c4) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_266])])). 28.87/4.04 thf(f36594,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c5)) | (~spl0_4 | ~spl0_266)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36585])). 28.87/4.04 thf(f36585,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c3) @ c5)) | (~spl0_4 | ~spl0_266)), 28.87/4.04 inference(superposition,[],[f151,f9924])). 28.87/4.04 thf(f9924,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c5)) | ~spl0_266), 28.87/4.04 inference(avatar_component_clause,[],[f9922])). 28.87/4.04 thf(f54558,plain,( 28.87/4.04 spl0_328 | spl0_219 | spl0_305 | spl0_306 | ~spl0_34 | spl0_275), 28.87/4.04 inference(avatar_split_clause,[],[f54380,f9969,f287,f11709,f11705,f5852,f20814])). 28.87/4.04 thf(f20814,plain,( 28.87/4.04 spl0_328 <=> (c3 = ((g @ c3) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_328])])). 28.87/4.04 thf(f5852,plain,( 28.87/4.04 spl0_219 <=> (c4 = ((g @ c2) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_219])])). 28.87/4.04 thf(f11705,plain,( 28.87/4.04 spl0_305 <=> (c5 = ((g @ c2) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_305])])). 28.87/4.04 thf(f11709,plain,( 28.87/4.04 spl0_306 <=> (c3 = ((g @ c2) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_306])])). 28.87/4.04 thf(f287,plain,( 28.87/4.04 spl0_34 <=> ! [X24] : ((c3 = ((g @ c3) @ X24)) | (c3 = ((g @ c2) @ X24)) | (c5 = ((g @ c2) @ X24)) | (c4 = ((g @ c2) @ X24)) | (c2 = ((g @ c2) @ X24)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_34])])). 28.87/4.04 thf(f9969,plain,( 28.87/4.04 spl0_275 <=> (c4 = ((g @ c2) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_275])])). 28.87/4.04 thf(f54380,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | spl0_275)), 28.87/4.04 inference(trivial_inequality_removal,[],[f11595])). 28.87/4.04 thf(f11595,plain,( 28.87/4.04 (c4 != c4) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | spl0_275)), 28.87/4.04 inference(superposition,[],[f9970,f10480])). 28.87/4.04 thf(f10480,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c4 = ((g @ c2) @ (s @ X7))) | (c3 = ((g @ c2) @ X7)) | (c5 = ((g @ c2) @ X7)) | (c4 = ((g @ c2) @ X7)) | (c3 = ((g @ c3) @ X7))) ) | ~spl0_34), 28.87/4.04 inference(trivial_inequality_removal,[],[f10466])). 28.87/4.04 thf(f10466,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c2 != c2) | (c4 = ((g @ c2) @ (s @ X7))) | (c3 = ((g @ c2) @ X7)) | (c5 = ((g @ c2) @ X7)) | (c4 = ((g @ c2) @ X7)) | (c3 = ((g @ c3) @ X7))) ) | ~spl0_34), 28.87/4.04 inference(superposition,[],[f26,f288])). 28.87/4.04 thf(f288,plain,( 28.87/4.04 ( ! [X24 : $i] : ((c2 = ((g @ c2) @ X24)) | (c3 = ((g @ c2) @ X24)) | (c5 = ((g @ c2) @ X24)) | (c4 = ((g @ c2) @ X24)) | (c3 = ((g @ c3) @ X24))) ) | ~spl0_34), 28.87/4.04 inference(avatar_component_clause,[],[f287])). 28.87/4.04 thf(f9970,plain,( 28.87/4.04 (c4 != ((g @ c2) @ (s @ c5))) | spl0_275), 28.87/4.04 inference(avatar_component_clause,[],[f9969])). 28.87/4.04 thf(f54553,plain,( 28.87/4.04 spl0_288 | ~spl0_5 | ~spl0_284), 28.87/4.04 inference(avatar_split_clause,[],[f54382,f10600,f56,f11063])). 28.87/4.04 thf(f11063,plain,( 28.87/4.04 spl0_288 <=> (c1 = ((g @ c2) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_288])])). 28.87/4.04 thf(f54382,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c8)) | (~spl0_5 | ~spl0_284)), 28.87/4.04 inference(trivial_inequality_removal,[],[f10631])). 28.87/4.04 thf(f10631,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ c8)) | (~spl0_5 | ~spl0_284)), 28.87/4.04 inference(superposition,[],[f152,f10602])). 28.87/4.04 thf(f10602,plain,( 28.87/4.04 (c3 = ((g @ c3) @ c8)) | ~spl0_284), 28.87/4.04 inference(avatar_component_clause,[],[f10600])). 28.87/4.04 thf(f152,plain,( 28.87/4.04 ( ! [X2 : $i] : ((c3 != ((g @ c3) @ X2)) | (c1 = ((g @ c2) @ X2))) ) | ~spl0_5), 28.87/4.04 inference(superposition,[],[f29,f58])). 28.87/4.04 thf(f54541,plain,( 28.87/4.04 spl0_285 | spl0_301 | spl0_302 | spl0_303 | spl0_22 | ~spl0_17 | ~spl0_34 | ~spl0_288), 28.87/4.04 inference(avatar_split_clause,[],[f11638,f11063,f287,f161,f229,f11649,f11645,f11641,f11047])). 28.87/4.04 thf(f11047,plain,( 28.87/4.04 spl0_285 <=> (c3 = ((g @ c3) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_285])])). 28.87/4.04 thf(f11641,plain,( 28.87/4.04 spl0_301 <=> (c4 = ((g @ c2) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_301])])). 28.87/4.04 thf(f11645,plain,( 28.87/4.04 spl0_302 <=> (c5 = ((g @ c2) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_302])])). 28.87/4.04 thf(f11649,plain,( 28.87/4.04 spl0_303 <=> (c3 = ((g @ c2) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_303])])). 28.87/4.04 thf(f229,plain,( 28.87/4.04 spl0_22 <=> (c1 = c4)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_22])])). 28.87/4.04 thf(f11638,plain,( 28.87/4.04 (c1 = c4) | (c3 = ((g @ c2) @ (s @ (s @ c5)))) | (c5 = ((g @ c2) @ (s @ (s @ c5)))) | (c4 = ((g @ c2) @ (s @ (s @ c5)))) | (c3 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_34 | ~spl0_288)), 28.87/4.04 inference(forward_demodulation,[],[f11589,f11065])). 28.87/4.04 thf(f11065,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c8)) | ~spl0_288), 28.87/4.04 inference(avatar_component_clause,[],[f11063])). 28.87/4.04 thf(f11589,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c8)) | (c3 = ((g @ c2) @ (s @ (s @ c5)))) | (c5 = ((g @ c2) @ (s @ (s @ c5)))) | (c4 = ((g @ c2) @ (s @ (s @ c5)))) | (c3 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_34)), 28.87/4.04 inference(superposition,[],[f10480,f163])). 28.87/4.04 thf(f54528,plain,( 28.87/4.04 spl0_304 | ~spl0_5 | ~spl0_295), 28.87/4.04 inference(avatar_split_clause,[],[f11665,f11612,f56,f11667])). 28.87/4.04 thf(f11667,plain,( 28.87/4.04 spl0_304 <=> (c2 = ((g @ c2) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_304])])). 28.87/4.04 thf(f11612,plain,( 28.87/4.04 spl0_295 <=> (c4 = ((g @ c2) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_295])])). 28.87/4.04 thf(f11665,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_295)), 28.87/4.04 inference(trivial_inequality_removal,[],[f11657])). 28.87/4.04 thf(f11657,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_295)), 28.87/4.04 inference(superposition,[],[f145,f11614])). 28.87/4.04 thf(f11614,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c3)) | ~spl0_295), 28.87/4.04 inference(avatar_component_clause,[],[f11612])). 28.87/4.04 thf(f145,plain,( 28.87/4.04 ( ! [X2 : $i] : ((c4 != ((g @ X2) @ c3)) | (c2 = ((g @ X2) @ c2))) ) | ~spl0_5), 28.87/4.04 inference(superposition,[],[f27,f58])). 28.87/4.04 thf(f54523,plain,( 28.87/4.04 spl0_319 | ~spl0_301), 28.87/4.04 inference(avatar_split_clause,[],[f13596,f11641,f13395])). 28.87/4.04 thf(f13395,plain,( 28.87/4.04 spl0_319 <=> (c2 = ((g @ c2) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_319])])). 28.87/4.04 thf(f13596,plain,( 28.87/4.04 (c2 = ((g @ c2) @ (s @ c5))) | ~spl0_301), 28.87/4.04 inference(trivial_inequality_removal,[],[f13588])). 28.87/4.04 thf(f13588,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c2) @ (s @ c5))) | ~spl0_301), 28.87/4.04 inference(superposition,[],[f27,f11643])). 28.87/4.04 thf(f11643,plain,( 28.87/4.04 (c4 = ((g @ c2) @ (s @ (s @ c5)))) | ~spl0_301), 28.87/4.04 inference(avatar_component_clause,[],[f11641])). 28.87/4.04 thf(f54512,plain,( 28.87/4.04 spl0_313 | ~spl0_2 | ~spl0_306), 28.87/4.04 inference(avatar_split_clause,[],[f12690,f11709,f41,f12692])). 28.87/4.04 thf(f12692,plain,( 28.87/4.04 spl0_313 <=> (c1 = ((g @ c1) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_313])])). 28.87/4.04 thf(f12690,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c5)) | (~spl0_2 | ~spl0_306)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12681])). 28.87/4.04 thf(f12681,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ c5)) | (~spl0_2 | ~spl0_306)), 28.87/4.04 inference(superposition,[],[f153,f11711])). 28.87/4.04 thf(f11711,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c5)) | ~spl0_306), 28.87/4.04 inference(avatar_component_clause,[],[f11709])). 28.87/4.04 thf(f54442,plain,( 28.87/4.04 spl0_295 | spl0_296 | spl0_297 | spl0_31 | ~spl0_34 | ~spl0_167 | spl0_314), 28.87/4.04 inference(avatar_split_clause,[],[f54441,f12737,f3332,f287,f271,f11620,f11616,f11612])). 28.87/4.04 thf(f11616,plain,( 28.87/4.04 spl0_296 <=> (c5 = ((g @ c2) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_296])])). 28.87/4.04 thf(f11620,plain,( 28.87/4.04 spl0_297 <=> (c3 = ((g @ c2) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_297])])). 28.87/4.04 thf(f3332,plain,( 28.87/4.04 spl0_167 <=> (c1 = ((g @ c3) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_167])])). 28.87/4.04 thf(f12737,plain,( 28.87/4.04 spl0_314 <=> (c2 = ((g @ c2) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_314])])). 28.87/4.04 thf(f54441,plain,( 28.87/4.04 (c1 = c3) | (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (~spl0_34 | ~spl0_167 | spl0_314)), 28.87/4.04 inference(forward_demodulation,[],[f54399,f3334])). 28.87/4.04 thf(f3334,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c3)) | ~spl0_167), 28.87/4.04 inference(avatar_component_clause,[],[f3332])). 28.87/4.04 thf(f54399,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (c3 = ((g @ c3) @ c3)) | (~spl0_34 | spl0_314)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36221])). 28.87/4.04 thf(f36221,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (c3 = ((g @ c3) @ c3)) | (~spl0_34 | spl0_314)), 28.87/4.04 inference(superposition,[],[f12738,f288])). 28.87/4.04 thf(f12738,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c3)) | spl0_314), 28.87/4.04 inference(avatar_component_clause,[],[f12737])). 28.87/4.04 thf(f54438,plain,( 28.87/4.04 spl0_328 | spl0_219 | spl0_305 | spl0_306 | spl0_44 | ~spl0_34 | ~spl0_319), 28.87/4.04 inference(avatar_split_clause,[],[f30775,f13395,f287,f360,f11709,f11705,f5852,f20814])). 28.87/4.04 thf(f360,plain,( 28.87/4.04 spl0_44 <=> (c2 = c4)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_44])])). 28.87/4.04 thf(f30775,plain,( 28.87/4.04 (c2 = c4) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | ~spl0_319)), 28.87/4.04 inference(superposition,[],[f13397,f10480])). 28.87/4.04 thf(f13397,plain,( 28.87/4.04 (c2 = ((g @ c2) @ (s @ c5))) | ~spl0_319), 28.87/4.04 inference(avatar_component_clause,[],[f13395])). 28.87/4.04 thf(f54437,plain,( 28.87/4.04 spl0_301 | ~spl0_319), 28.87/4.04 inference(avatar_split_clause,[],[f30790,f13395,f11641])). 28.87/4.04 thf(f30790,plain,( 28.87/4.04 (c4 = ((g @ c2) @ (s @ (s @ c5)))) | ~spl0_319), 28.87/4.04 inference(trivial_inequality_removal,[],[f30788])). 28.87/4.04 thf(f30788,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c2) @ (s @ (s @ c5)))) | ~spl0_319), 28.87/4.04 inference(superposition,[],[f26,f13397])). 28.87/4.04 thf(f54434,plain,( 28.87/4.04 spl0_328 | spl0_219 | spl0_305 | spl0_306 | ~spl0_34 | spl0_320), 28.87/4.04 inference(avatar_split_clause,[],[f54401,f13420,f287,f11709,f11705,f5852,f20814])). 28.87/4.04 thf(f13420,plain,( 28.87/4.04 spl0_320 <=> (c2 = ((g @ c2) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_320])])). 28.87/4.04 thf(f54401,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | spl0_320)), 28.87/4.04 inference(trivial_inequality_removal,[],[f30051])). 28.87/4.04 thf(f30051,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | spl0_320)), 28.87/4.04 inference(superposition,[],[f13421,f288])). 28.87/4.04 thf(f13421,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c5)) | spl0_320), 28.87/4.04 inference(avatar_component_clause,[],[f13420])). 28.87/4.04 thf(f54428,plain,( 28.87/4.04 spl0_269 | spl0_268 | spl0_267 | spl0_152 | ~spl0_3 | spl0_332), 28.87/4.04 inference(avatar_split_clause,[],[f54404,f25207,f46,f3120,f9930,f9934,f9938])). 28.87/4.04 thf(f9938,plain,( 28.87/4.04 spl0_269 <=> (c3 = ((g @ c4) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_269])])). 28.87/4.04 thf(f9934,plain,( 28.87/4.04 spl0_268 <=> (c5 = ((g @ c4) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_268])])). 28.87/4.04 thf(f9930,plain,( 28.87/4.04 spl0_267 <=> (c4 = ((g @ c4) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_267])])). 28.87/4.04 thf(f25207,plain,( 28.87/4.04 spl0_332 <=> (c2 = ((g @ c4) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_332])])). 28.87/4.04 thf(f54404,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | (~spl0_3 | spl0_332)), 28.87/4.04 inference(trivial_inequality_removal,[],[f29946])). 28.87/4.04 thf(f29946,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c5) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | (~spl0_3 | spl0_332)), 28.87/4.04 inference(superposition,[],[f25208,f2662])). 28.87/4.04 thf(f25208,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c1)) | spl0_332), 28.87/4.04 inference(avatar_component_clause,[],[f25207])). 28.87/4.04 thf(f54427,plain,( 28.87/4.04 spl0_269 | spl0_268 | spl0_267 | spl0_152 | ~spl0_3 | spl0_332), 28.87/4.04 inference(avatar_split_clause,[],[f29948,f25207,f46,f3120,f9930,f9934,f9938])). 28.87/4.04 thf(f29948,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | (~spl0_3 | spl0_332)), 28.87/4.04 inference(trivial_inequality_removal,[],[f29946])). 28.87/4.04 thf(f54425,plain,( 28.87/4.04 spl0_246 | spl0_247 | spl0_248 | spl0_235 | ~spl0_4 | spl0_249), 28.87/4.04 inference(avatar_split_clause,[],[f48550,f8535,f51,f7409,f8531,f8527,f8523])). 28.87/4.04 thf(f8523,plain,( 28.87/4.04 spl0_246 <=> (c3 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_246])])). 28.87/4.04 thf(f8527,plain,( 28.87/4.04 spl0_247 <=> (c5 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_247])])). 28.87/4.04 thf(f7409,plain,( 28.87/4.04 spl0_235 <=> (c3 = ((g @ c4) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_235])])). 28.87/4.04 thf(f8535,plain,( 28.87/4.04 spl0_249 <=> (c2 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_249])])). 28.87/4.04 thf(f48550,plain,( 28.87/4.04 (c3 = ((g @ c4) @ (s @ c5))) | (c4 = ((g @ c3) @ (s @ c5))) | (c5 = ((g @ c3) @ (s @ c5))) | (c3 = ((g @ c3) @ (s @ c5))) | (~spl0_4 | spl0_249)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48548])). 28.87/4.04 thf(f48548,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c4) @ (s @ c5))) | (c4 = ((g @ c3) @ (s @ c5))) | (c5 = ((g @ c3) @ (s @ c5))) | (c3 = ((g @ c3) @ (s @ c5))) | (~spl0_4 | spl0_249)), 28.87/4.04 inference(superposition,[],[f8536,f2663])). 28.87/4.04 thf(f8536,plain,( 28.87/4.04 (c2 != ((g @ c3) @ (s @ c5))) | spl0_249), 28.87/4.04 inference(avatar_component_clause,[],[f8535])). 28.87/4.04 thf(f54424,plain,( 28.87/4.04 spl0_266 | spl0_265 | spl0_206 | spl0_121 | ~spl0_3 | spl0_239), 28.87/4.04 inference(avatar_split_clause,[],[f36073,f7442,f46,f2724,f5016,f9918,f9922])). 28.87/4.04 thf(f9918,plain,( 28.87/4.04 spl0_265 <=> (c5 = ((g @ c4) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_265])])). 28.87/4.04 thf(f5016,plain,( 28.87/4.04 spl0_206 <=> (c4 = ((g @ c4) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_206])])). 28.87/4.04 thf(f7442,plain,( 28.87/4.04 spl0_239 <=> (c2 = ((g @ c4) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_239])])). 28.87/4.04 thf(f36073,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | (~spl0_3 | spl0_239)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36071])). 28.87/4.04 thf(f36071,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c5) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | (~spl0_3 | spl0_239)), 28.87/4.04 inference(superposition,[],[f7443,f2662])). 28.87/4.04 thf(f7443,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c5)) | spl0_239), 28.87/4.04 inference(avatar_component_clause,[],[f7442])). 28.87/4.04 thf(f54415,plain,( 28.87/4.04 spl0_274 | spl0_273 | spl0_272 | spl0_179 | ~spl0_4 | spl0_312), 28.87/4.04 inference(avatar_split_clause,[],[f29287,f12199,f51,f3688,f9956,f9960,f9964])). 28.87/4.04 thf(f9964,plain,( 28.87/4.04 spl0_274 <=> (c3 = ((g @ c3) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_274])])). 28.87/4.04 thf(f9960,plain,( 28.87/4.04 spl0_273 <=> (c5 = ((g @ c3) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_273])])). 28.87/4.04 thf(f9956,plain,( 28.87/4.04 spl0_272 <=> (c4 = ((g @ c3) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_272])])). 28.87/4.04 thf(f12199,plain,( 28.87/4.04 spl0_312 <=> (c2 = ((g @ c3) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_312])])). 28.87/4.04 thf(f29287,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c2)) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | (~spl0_4 | spl0_312)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12663])). 28.87/4.04 thf(f12663,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c4) @ c2)) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | (~spl0_4 | spl0_312)), 28.87/4.04 inference(superposition,[],[f12200,f2663])). 28.87/4.04 thf(f12200,plain,( 28.87/4.04 (c2 != ((g @ c3) @ c2)) | spl0_312), 28.87/4.04 inference(avatar_component_clause,[],[f12199])). 28.87/4.04 thf(f54411,plain,( 28.87/4.04 spl0_125 | spl0_126 | spl0_127 | spl0_128 | spl0_31 | ~spl0_68), 28.87/4.04 inference(avatar_split_clause,[],[f48605,f655,f271,f2753,f2749,f2745,f2741])). 28.87/4.04 thf(f2741,plain,( 28.87/4.04 spl0_125 <=> (c3 = ((g @ (s @ c5)) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_125])])). 28.87/4.04 thf(f2745,plain,( 28.87/4.04 spl0_126 <=> (c5 = ((g @ (s @ c5)) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_126])])). 28.87/4.04 thf(f2749,plain,( 28.87/4.04 spl0_127 <=> (c4 = ((g @ (s @ c5)) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_127])])). 28.87/4.04 thf(f655,plain,( 28.87/4.04 spl0_68 <=> (c1 = ((g @ (s @ (s @ c5))) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_68])])). 28.87/4.04 thf(f48605,plain,( 28.87/4.04 (c1 = c3) | (c2 = ((g @ (s @ c5)) @ c3)) | (c4 = ((g @ (s @ c5)) @ c3)) | (c5 = ((g @ (s @ c5)) @ c3)) | (c3 = ((g @ (s @ c5)) @ c3)) | ~spl0_68), 28.87/4.04 inference(superposition,[],[f657,f215])). 28.87/4.04 thf(f657,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c3)) | ~spl0_68), 28.87/4.04 inference(avatar_component_clause,[],[f655])). 28.87/4.04 thf(f54409,plain,( 28.87/4.04 spl0_125 | spl0_126 | spl0_127 | spl0_128 | spl0_91), 28.87/4.04 inference(avatar_split_clause,[],[f48682,f1853,f2753,f2749,f2745,f2741])). 28.87/4.04 thf(f1853,plain,( 28.87/4.04 spl0_91 <=> (c3 = ((g @ (s @ (s @ c5))) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_91])])). 28.87/4.04 thf(f48682,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c3)) | (c4 = ((g @ (s @ c5)) @ c3)) | (c5 = ((g @ (s @ c5)) @ c3)) | (c3 = ((g @ (s @ c5)) @ c3)) | spl0_91), 28.87/4.04 inference(trivial_inequality_removal,[],[f48680])). 28.87/4.04 thf(f48680,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ (s @ c5)) @ c3)) | (c4 = ((g @ (s @ c5)) @ c3)) | (c5 = ((g @ (s @ c5)) @ c3)) | (c3 = ((g @ (s @ c5)) @ c3)) | spl0_91), 28.87/4.04 inference(superposition,[],[f1854,f215])). 28.87/4.04 thf(f1854,plain,( 28.87/4.04 (c3 != ((g @ (s @ (s @ c5))) @ c3)) | spl0_91), 28.87/4.04 inference(avatar_component_clause,[],[f1853])). 28.87/4.04 thf(f54012,plain,( 28.87/4.04 (c2 != ((g @ c1) @ (s @ (s @ c5)))) | (c1 != ((g @ c1) @ (s @ (s @ c5)))) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f53522,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ (s @ c5))) | (c4 != ((g @ (s @ c5)) @ (s @ c5))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f53507,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ (s @ c5))) | (c4 != ((g @ (s @ c5)) @ (s @ c5))) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f53262,plain,( 28.87/4.04 (c4 != ((g @ c4) @ (s @ c5))) | (c1 != ((g @ c4) @ (s @ c5))) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f53022,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f53005,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52746,plain,( 28.87/4.04 (c4 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c3 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52511,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52265,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52054,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52015,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f52006,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c5 != (s @ c4)) | (c2 != (s @ c1)) | (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c4 != ((g @ c8) @ c3)) | (c4 != ((g @ c8) @ c5)) | (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c2 != ((g @ c8) @ c2)) | (c3 = ((g @ c8) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51873,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51627,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51516,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c1)) | (c3 != ((g @ c5) @ c1)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51427,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c5) @ c1)) | (c4 != (s @ c3)) | (c3 != ((g @ c5) @ c1)) | (c3 != (s @ c2)) | (c4 = ((g @ c5) @ c1))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51250,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ c2)) | (c3 != ((g @ (s @ c5)) @ c2)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51028,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c5)) | (c4 != ((g @ c5) @ c5)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f51012,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c5)) | (c4 != ((g @ c5) @ c5)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50778,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ c5)) @ c4)) | (c3 != ((g @ (s @ c5)) @ c4)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50766,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ c4)) | (c3 != ((g @ (s @ c5)) @ c4)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50521,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50255,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ (s @ c5))) | (c3 != ((g @ c8) @ (s @ c5))) | (c4 != ((g @ c8) @ (s @ (s @ c5)))) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c3 = ((g @ c8) @ (s @ (s @ c5))))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50030,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c3 != ((g @ c4) @ c8)) | (c4 != ((g @ c4) @ c8)) | (c4 != (s @ c3)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f50003,plain,( 28.87/4.04 (c3 != ((g @ c4) @ c8)) | (c4 != ((g @ c4) @ c8)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49767,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49689,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != ((g @ c5) @ c8)) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c3 = ((g @ c5) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49658,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c1 != ((g @ c3) @ c3)) | (c2 != ((g @ c3) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != ((g @ c5) @ c8)) | (c4 = ((g @ c3) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49519,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c5)) | (c1 != ((g @ c5) @ c5)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49301,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c5)) | (c1 != ((g @ c5) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49275,plain,( 28.87/4.04 ~spl0_140), 28.87/4.04 inference(avatar_contradiction_clause,[],[f49274])). 28.87/4.04 thf(f49274,plain,( 28.87/4.04 $false | ~spl0_140), 28.87/4.04 inference(trivial_inequality_removal,[],[f49265])). 28.87/4.04 thf(f49265,plain,( 28.87/4.04 (c2 != c2) | ~spl0_140), 28.87/4.04 inference(superposition,[],[f16,f2806])). 28.87/4.04 thf(f2806,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c8)) | ~spl0_140), 28.87/4.04 inference(avatar_component_clause,[],[f2804])). 28.87/4.04 thf(f49256,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49240,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != ((g @ c5) @ (s @ (s @ c5)))) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49095,plain,( 28.87/4.04 (c2 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c1 != ((g @ c3) @ c3)) | (c4 != ((g @ c3) @ c5)) | (c4 != ((g @ c5) @ c8)) | (c1 = ((g @ c4) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f49005,plain,( 28.87/4.04 spl0_244 | ~spl0_17 | ~spl0_139), 28.87/4.04 inference(avatar_split_clause,[],[f49004,f2800,f161,f8261])). 28.87/4.04 thf(f8261,plain,( 28.87/4.04 spl0_244 <=> (c2 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_244])])). 28.87/4.04 thf(f49004,plain,( 28.87/4.04 (c2 = ((g @ c5) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_139)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48995])). 28.87/4.04 thf(f48995,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c5) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_139)), 28.87/4.04 inference(superposition,[],[f169,f2802])). 28.87/4.04 thf(f2802,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c8)) | ~spl0_139), 28.87/4.04 inference(avatar_component_clause,[],[f2800])). 28.87/4.04 thf(f169,plain,( 28.87/4.04 ( ! [X1 : $i] : ((c4 != ((g @ X1) @ c8)) | (c2 = ((g @ X1) @ (s @ (s @ c5))))) ) | ~spl0_17), 28.87/4.04 inference(superposition,[],[f27,f163])). 28.87/4.04 thf(f48990,plain,( 28.87/4.04 spl0_116 | spl0_117 | spl0_118 | spl0_119 | spl0_115), 28.87/4.04 inference(avatar_split_clause,[],[f48956,f2570,f2592,f2588,f2584,f2580])). 28.87/4.04 thf(f2584,plain,( 28.87/4.04 spl0_117 <=> (c5 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_117])])). 28.87/4.04 thf(f2588,plain,( 28.87/4.04 spl0_118 <=> (c4 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_118])])). 28.87/4.04 thf(f2592,plain,( 28.87/4.04 spl0_119 <=> (c2 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_119])])). 28.87/4.04 thf(f2570,plain,( 28.87/4.04 spl0_115 <=> (c1 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_115])])). 28.87/4.04 thf(f48956,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c8)) | (c4 = ((g @ (s @ (s @ c5))) @ c8)) | (c5 = ((g @ (s @ (s @ c5))) @ c8)) | (c3 = ((g @ (s @ (s @ c5))) @ c8)) | spl0_115), 28.87/4.04 inference(trivial_inequality_removal,[],[f2577])). 28.87/4.04 thf(f2577,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ (s @ c5))) @ c8)) | (c4 = ((g @ (s @ (s @ c5))) @ c8)) | (c5 = ((g @ (s @ (s @ c5))) @ c8)) | (c3 = ((g @ (s @ (s @ c5))) @ c8)) | spl0_115), 28.87/4.04 inference(superposition,[],[f2571,f23])). 28.87/4.04 thf(f2571,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c8)) | spl0_115), 28.87/4.04 inference(avatar_component_clause,[],[f2570])). 28.87/4.04 thf(f48979,plain,( 28.87/4.04 spl0_226 | ~spl0_17 | ~spl0_118), 28.87/4.04 inference(avatar_split_clause,[],[f6053,f2588,f161,f6055])). 28.87/4.04 thf(f6055,plain,( 28.87/4.04 spl0_226 <=> (c2 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_226])])). 28.87/4.04 thf(f6053,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_118)), 28.87/4.04 inference(trivial_inequality_removal,[],[f6044])). 28.87/4.04 thf(f6044,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_118)), 28.87/4.04 inference(superposition,[],[f169,f2590])). 28.87/4.04 thf(f2590,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c8)) | ~spl0_118), 28.87/4.04 inference(avatar_component_clause,[],[f2588])). 28.87/4.04 thf(f48974,plain,( 28.87/4.04 spl0_189 | ~spl0_17 | ~spl0_148), 28.87/4.04 inference(avatar_split_clause,[],[f7892,f2838,f161,f4495])). 28.87/4.04 thf(f4495,plain,( 28.87/4.04 spl0_189 <=> (c4 = ((g @ (s @ c5)) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_189])])). 28.87/4.04 thf(f7892,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ c8)) | (~spl0_17 | ~spl0_148)), 28.87/4.04 inference(forward_demodulation,[],[f7891,f163])). 28.87/4.04 thf(f7891,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ (s @ (s @ (s @ c5))))) | ~spl0_148), 28.87/4.04 inference(trivial_inequality_removal,[],[f7889])). 28.87/4.04 thf(f7889,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ c5)) @ (s @ (s @ (s @ c5))))) | ~spl0_148), 28.87/4.04 inference(superposition,[],[f26,f2840])). 28.87/4.04 thf(f2840,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | ~spl0_148), 28.87/4.04 inference(avatar_component_clause,[],[f2838])). 28.87/4.04 thf(f48968,plain,( 28.87/4.04 spl0_137 | spl0_138 | spl0_139 | spl0_140 | spl0_187), 28.87/4.04 inference(avatar_split_clause,[],[f48963,f4487,f2804,f2800,f2796,f2792])). 28.87/4.04 thf(f4487,plain,( 28.87/4.04 spl0_187 <=> (c3 = ((g @ (s @ c5)) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_187])])). 28.87/4.04 thf(f48963,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c8)) | (c4 = ((g @ c5) @ c8)) | (c5 = ((g @ c5) @ c8)) | (c3 = ((g @ c5) @ c8)) | spl0_187), 28.87/4.04 inference(trivial_inequality_removal,[],[f7250])). 28.87/4.04 thf(f7250,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ c5) @ c8)) | (c4 = ((g @ c5) @ c8)) | (c5 = ((g @ c5) @ c8)) | (c3 = ((g @ c5) @ c8)) | spl0_187), 28.87/4.04 inference(superposition,[],[f4488,f215])). 28.87/4.04 thf(f4488,plain,( 28.87/4.04 (c3 != ((g @ (s @ c5)) @ c8)) | spl0_187), 28.87/4.04 inference(avatar_component_clause,[],[f4487])). 28.87/4.04 thf(f48966,plain,( 28.87/4.04 spl0_145 | spl0_146 | spl0_147 | spl0_148 | spl0_279), 28.87/4.04 inference(avatar_split_clause,[],[f48964,f9997,f2838,f2834,f2830,f2826])). 28.87/4.04 thf(f9997,plain,( 28.87/4.04 spl0_279 <=> (c3 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_279])])). 28.87/4.04 thf(f48964,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c4 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c5 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c3 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | spl0_279), 28.87/4.04 inference(trivial_inequality_removal,[],[f10293])). 28.87/4.04 thf(f10293,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c4 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c5 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | (c3 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | spl0_279), 28.87/4.04 inference(superposition,[],[f9998,f215])). 28.87/4.04 thf(f9998,plain,( 28.87/4.04 (c3 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | spl0_279), 28.87/4.04 inference(avatar_component_clause,[],[f9997])). 28.87/4.04 thf(f48928,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ c8)) | (c3 != ((g @ (s @ c5)) @ c8)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f48704,plain,( 28.87/4.04 spl0_9 | ~spl0_8 | ~spl0_17 | ~spl0_115), 28.87/4.04 inference(avatar_split_clause,[],[f48703,f2570,f161,f71,f78])). 28.87/4.04 thf(f78,plain,( 28.87/4.04 spl0_9 <=> (c5 = c3)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_9])])). 28.87/4.04 thf(f71,plain,( 28.87/4.04 spl0_8 <=> (c5 = ((g @ c8) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_8])])). 28.87/4.04 thf(f48703,plain,( 28.87/4.04 (c5 = c3) | (~spl0_8 | ~spl0_17 | ~spl0_115)), 28.87/4.04 inference(forward_demodulation,[],[f48702,f73])). 28.87/4.04 thf(f73,plain,( 28.87/4.04 (c5 = ((g @ c8) @ c8)) | ~spl0_8), 28.87/4.04 inference(avatar_component_clause,[],[f71])). 28.87/4.04 thf(f48702,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c8)) | (~spl0_17 | ~spl0_115)), 28.87/4.04 inference(forward_demodulation,[],[f48701,f163])). 28.87/4.04 thf(f48701,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c8)) | ~spl0_115), 28.87/4.04 inference(trivial_inequality_removal,[],[f48700])). 28.87/4.04 thf(f48700,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c8)) | ~spl0_115), 28.87/4.04 inference(superposition,[],[f28,f2572])). 28.87/4.04 thf(f2572,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c8)) | ~spl0_115), 28.87/4.04 inference(avatar_component_clause,[],[f2570])). 28.87/4.04 thf(f48668,plain,( 28.87/4.04 spl0_196 | spl0_197 | spl0_198 | spl0_199 | spl0_73), 28.87/4.04 inference(avatar_split_clause,[],[f48667,f966,f4603,f4599,f4595,f4591])). 28.87/4.04 thf(f4595,plain,( 28.87/4.04 spl0_197 <=> (c5 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_197])])). 28.87/4.04 thf(f4599,plain,( 28.87/4.04 spl0_198 <=> (c4 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_198])])). 28.87/4.04 thf(f4603,plain,( 28.87/4.04 spl0_199 <=> (c2 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_199])])). 28.87/4.04 thf(f966,plain,( 28.87/4.04 spl0_73 <=> (c1 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_73])])). 28.87/4.04 thf(f48667,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c2)) | (c4 = ((g @ (s @ (s @ c5))) @ c2)) | (c5 = ((g @ (s @ (s @ c5))) @ c2)) | (c3 = ((g @ (s @ (s @ c5))) @ c2)) | spl0_73), 28.87/4.04 inference(trivial_inequality_removal,[],[f48666])). 28.87/4.04 thf(f48666,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ (s @ c5))) @ c2)) | (c4 = ((g @ (s @ (s @ c5))) @ c2)) | (c5 = ((g @ (s @ (s @ c5))) @ c2)) | (c3 = ((g @ (s @ (s @ c5))) @ c2)) | spl0_73), 28.87/4.04 inference(superposition,[],[f967,f23])). 28.87/4.04 thf(f967,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c2)) | spl0_73), 28.87/4.04 inference(avatar_component_clause,[],[f966])). 28.87/4.04 thf(f48506,plain,( 28.87/4.04 spl0_234 | ~spl0_232), 28.87/4.04 inference(avatar_split_clause,[],[f48505,f7327,f7402])). 28.87/4.04 thf(f7402,plain,( 28.87/4.04 spl0_234 <=> (c4 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_234])])). 28.87/4.04 thf(f7327,plain,( 28.87/4.04 spl0_232 <=> (c2 = ((g @ c5) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_232])])). 28.87/4.04 thf(f48505,plain,( 28.87/4.04 (c4 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_232), 28.87/4.04 inference(trivial_inequality_removal,[],[f48503])). 28.87/4.04 thf(f48503,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_232), 28.87/4.04 inference(superposition,[],[f26,f7329])). 28.87/4.04 thf(f7329,plain,( 28.87/4.04 (c2 = ((g @ c5) @ (s @ c5))) | ~spl0_232), 28.87/4.04 inference(avatar_component_clause,[],[f7327])). 28.87/4.04 thf(f48407,plain,( 28.87/4.04 spl0_275 | ~spl0_320), 28.87/4.04 inference(avatar_split_clause,[],[f48406,f13420,f9969])). 28.87/4.04 thf(f48406,plain,( 28.87/4.04 (c4 = ((g @ c2) @ (s @ c5))) | ~spl0_320), 28.87/4.04 inference(trivial_inequality_removal,[],[f48404])). 28.87/4.04 thf(f48404,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c2) @ (s @ c5))) | ~spl0_320), 28.87/4.04 inference(superposition,[],[f26,f13422])). 28.87/4.04 thf(f13422,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c5)) | ~spl0_320), 28.87/4.04 inference(avatar_component_clause,[],[f13420])). 28.87/4.04 thf(f48389,plain,( 28.87/4.04 spl0_314 | ~spl0_4 | ~spl0_216), 28.87/4.04 inference(avatar_split_clause,[],[f48388,f5767,f51,f12737])). 28.87/4.04 thf(f5767,plain,( 28.87/4.04 spl0_216 <=> (c4 = ((g @ c2) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_216])])). 28.87/4.04 thf(f48388,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c3)) | (~spl0_4 | ~spl0_216)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48380])). 28.87/4.04 thf(f48380,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c2) @ c3)) | (~spl0_4 | ~spl0_216)), 28.87/4.04 inference(superposition,[],[f144,f5769])). 28.87/4.04 thf(f5769,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c4)) | ~spl0_216), 28.87/4.04 inference(avatar_component_clause,[],[f5767])). 28.87/4.04 thf(f144,plain,( 28.87/4.04 ( ! [X1 : $i] : ((c4 != ((g @ X1) @ c4)) | (c2 = ((g @ X1) @ c3))) ) | ~spl0_4), 28.87/4.04 inference(superposition,[],[f27,f53])). 28.87/4.04 thf(f48342,plain,( 28.87/4.04 spl0_213 | ~spl0_3 | ~spl0_210), 28.87/4.04 inference(avatar_split_clause,[],[f48341,f5513,f46,f5752])). 28.87/4.04 thf(f5752,plain,( 28.87/4.04 spl0_213 <=> (c4 = ((g @ c3) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_213])])). 28.87/4.04 thf(f5513,plain,( 28.87/4.04 spl0_210 <=> (c2 = ((g @ c3) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_210])])). 28.87/4.04 thf(f48341,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c5)) | (~spl0_3 | ~spl0_210)), 28.87/4.04 inference(forward_demodulation,[],[f48340,f48])). 28.87/4.04 thf(f48340,plain,( 28.87/4.04 (c4 = ((g @ c3) @ (s @ c4))) | ~spl0_210), 28.87/4.04 inference(trivial_inequality_removal,[],[f48338])). 28.87/4.04 thf(f48338,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c3) @ (s @ c4))) | ~spl0_210), 28.87/4.04 inference(superposition,[],[f26,f5515])). 28.87/4.04 thf(f5515,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c4)) | ~spl0_210), 28.87/4.04 inference(avatar_component_clause,[],[f5513])). 28.87/4.04 thf(f48307,plain,( 28.87/4.04 spl0_207 | spl0_208 | spl0_209 | spl0_210 | spl0_205), 28.87/4.04 inference(avatar_split_clause,[],[f48306,f4989,f5513,f5509,f5505,f5501])). 28.87/4.04 thf(f5501,plain,( 28.87/4.04 spl0_207 <=> (c3 = ((g @ c3) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_207])])). 28.87/4.04 thf(f5505,plain,( 28.87/4.04 spl0_208 <=> (c5 = ((g @ c3) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_208])])). 28.87/4.04 thf(f5509,plain,( 28.87/4.04 spl0_209 <=> (c4 = ((g @ c3) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_209])])). 28.87/4.04 thf(f48306,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c4)) | (c4 = ((g @ c3) @ c4)) | (c5 = ((g @ c3) @ c4)) | (c3 = ((g @ c3) @ c4)) | spl0_205), 28.87/4.04 inference(trivial_inequality_removal,[],[f48305])). 28.87/4.04 thf(f48305,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c3) @ c4)) | (c4 = ((g @ c3) @ c4)) | (c5 = ((g @ c3) @ c4)) | (c3 = ((g @ c3) @ c4)) | spl0_205), 28.87/4.04 inference(superposition,[],[f4990,f23])). 28.87/4.04 thf(f4990,plain,( 28.87/4.04 (c1 != ((g @ c3) @ c4)) | spl0_205), 28.87/4.04 inference(avatar_component_clause,[],[f4989])). 28.87/4.04 thf(f48302,plain,( 28.87/4.04 spl0_334 | ~spl0_5 | ~spl0_274), 28.87/4.04 inference(avatar_split_clause,[],[f48301,f9964,f56,f25560])). 28.87/4.04 thf(f25560,plain,( 28.87/4.04 spl0_334 <=> (c1 = ((g @ c2) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_334])])). 28.87/4.04 thf(f48301,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_274)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48292])). 28.87/4.04 thf(f48292,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_274)), 28.87/4.04 inference(superposition,[],[f152,f9966])). 28.87/4.04 thf(f9966,plain,( 28.87/4.04 (c3 = ((g @ c3) @ c2)) | ~spl0_274), 28.87/4.04 inference(avatar_component_clause,[],[f9964])). 28.87/4.04 thf(f48282,plain,( 28.87/4.04 spl0_274 | spl0_273 | spl0_272 | spl0_312 | spl0_183), 28.87/4.04 inference(avatar_split_clause,[],[f48281,f3717,f12199,f9956,f9960,f9964])). 28.87/4.04 thf(f48281,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c2)) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | spl0_183), 28.87/4.04 inference(trivial_inequality_removal,[],[f48280])). 28.87/4.04 thf(f48280,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c3) @ c2)) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | spl0_183), 28.87/4.04 inference(superposition,[],[f3718,f23])). 28.87/4.04 thf(f3718,plain,( 28.87/4.04 (c1 != ((g @ c3) @ c2)) | spl0_183), 28.87/4.04 inference(avatar_component_clause,[],[f3717])). 28.87/4.04 thf(f48265,plain,( 28.87/4.04 spl0_167 | ~spl0_4 | ~spl0_163), 28.87/4.04 inference(avatar_split_clause,[],[f48264,f3303,f51,f3332])). 28.87/4.04 thf(f3303,plain,( 28.87/4.04 spl0_163 <=> (c3 = ((g @ c4) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_163])])). 28.87/4.04 thf(f48264,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_163)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48255])). 28.87/4.04 thf(f48255,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_163)), 28.87/4.04 inference(superposition,[],[f151,f3305])). 28.87/4.04 thf(f3305,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c3)) | ~spl0_163), 28.87/4.04 inference(avatar_component_clause,[],[f3303])). 28.87/4.04 thf(f48231,plain,( 28.87/4.04 spl0_163 | spl0_164 | spl0_165 | spl0_166 | spl0_162), 28.87/4.04 inference(avatar_split_clause,[],[f48230,f3272,f3315,f3311,f3307,f3303])). 28.87/4.04 thf(f3307,plain,( 28.87/4.04 spl0_164 <=> (c5 = ((g @ c4) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_164])])). 28.87/4.04 thf(f3311,plain,( 28.87/4.04 spl0_165 <=> (c4 = ((g @ c4) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_165])])). 28.87/4.04 thf(f3315,plain,( 28.87/4.04 spl0_166 <=> (c2 = ((g @ c4) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_166])])). 28.87/4.04 thf(f3272,plain,( 28.87/4.04 spl0_162 <=> (c1 = ((g @ c4) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_162])])). 28.87/4.04 thf(f48230,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c3)) | (c4 = ((g @ c4) @ c3)) | (c5 = ((g @ c4) @ c3)) | (c3 = ((g @ c4) @ c3)) | spl0_162), 28.87/4.04 inference(trivial_inequality_removal,[],[f48229])). 28.87/4.04 thf(f48229,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c4) @ c3)) | (c4 = ((g @ c4) @ c3)) | (c5 = ((g @ c4) @ c3)) | (c3 = ((g @ c4) @ c3)) | spl0_162), 28.87/4.04 inference(superposition,[],[f3273,f23])). 28.87/4.04 thf(f3273,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c3)) | spl0_162), 28.87/4.04 inference(avatar_component_clause,[],[f3272])). 28.87/4.04 thf(f48227,plain,( 28.87/4.04 spl0_327 | ~spl0_5 | ~spl0_311), 28.87/4.04 inference(avatar_split_clause,[],[f48226,f12002,f56,f20328])). 28.87/4.04 thf(f20328,plain,( 28.87/4.04 spl0_327 <=> (c4 = ((g @ c1) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_327])])). 28.87/4.04 thf(f12002,plain,( 28.87/4.04 spl0_311 <=> (c2 = ((g @ c1) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_311])])). 28.87/4.04 thf(f48226,plain,( 28.87/4.04 (c4 = ((g @ c1) @ c3)) | (~spl0_5 | ~spl0_311)), 28.87/4.04 inference(forward_demodulation,[],[f48225,f58])). 28.87/4.04 thf(f48225,plain,( 28.87/4.04 (c4 = ((g @ c1) @ (s @ c2))) | ~spl0_311), 28.87/4.04 inference(trivial_inequality_removal,[],[f48223])). 28.87/4.04 thf(f48223,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c1) @ (s @ c2))) | ~spl0_311), 28.87/4.04 inference(superposition,[],[f26,f12004])). 28.87/4.04 thf(f12004,plain,( 28.87/4.04 (c2 = ((g @ c1) @ c2)) | ~spl0_311), 28.87/4.04 inference(avatar_component_clause,[],[f12002])). 28.87/4.04 thf(f48140,plain,( 28.87/4.04 spl0_289 | ~spl0_17 | ~spl0_264), 28.87/4.04 inference(avatar_split_clause,[],[f48139,f9668,f161,f11318])). 28.87/4.04 thf(f11318,plain,( 28.87/4.04 spl0_289 <=> (c2 = ((g @ c1) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_289])])). 28.87/4.04 thf(f9668,plain,( 28.87/4.04 spl0_264 <=> (c4 = ((g @ c1) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_264])])). 28.87/4.04 thf(f48139,plain,( 28.87/4.04 (c2 = ((g @ c1) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_264)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48129])). 28.87/4.04 thf(f48129,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c1) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_264)), 28.87/4.04 inference(superposition,[],[f169,f9670])). 28.87/4.04 thf(f9670,plain,( 28.87/4.04 (c4 = ((g @ c1) @ c8)) | ~spl0_264), 28.87/4.04 inference(avatar_component_clause,[],[f9668])). 28.87/4.04 thf(f48100,plain,( 28.87/4.04 spl0_68 | ~spl0_17 | ~spl0_48), 28.87/4.04 inference(avatar_split_clause,[],[f48099,f380,f161,f655])). 28.87/4.04 thf(f380,plain,( 28.87/4.04 spl0_48 <=> (c3 = ((g @ c8) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_48])])). 28.87/4.04 thf(f48099,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c3)) | (~spl0_17 | ~spl0_48)), 28.87/4.04 inference(trivial_inequality_removal,[],[f48089])). 28.87/4.04 thf(f48089,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ (s @ c5))) @ c3)) | (~spl0_17 | ~spl0_48)), 28.87/4.04 inference(superposition,[],[f168,f382])). 28.87/4.04 thf(f382,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c3)) | ~spl0_48), 28.87/4.04 inference(avatar_component_clause,[],[f380])). 28.87/4.04 thf(f48042,plain,( 28.87/4.04 spl0_168 | ~spl0_125), 28.87/4.04 inference(avatar_split_clause,[],[f47658,f2741,f3363])). 28.87/4.04 thf(f3363,plain,( 28.87/4.04 spl0_168 <=> (c1 = ((g @ c5) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_168])])). 28.87/4.04 thf(f47658,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c3)) | ~spl0_125), 28.87/4.04 inference(trivial_inequality_removal,[],[f3352])). 28.87/4.04 thf(f3352,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ c3)) | ~spl0_125), 28.87/4.04 inference(superposition,[],[f29,f2743])). 28.87/4.04 thf(f2743,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c3)) | ~spl0_125), 28.87/4.04 inference(avatar_component_clause,[],[f2741])). 28.87/4.04 thf(f48003,plain,( 28.87/4.04 spl0_163 | ~spl0_4 | ~spl0_167), 28.87/4.04 inference(avatar_split_clause,[],[f48002,f3332,f51,f3303])). 28.87/4.04 thf(f48002,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c3)) | (~spl0_4 | ~spl0_167)), 28.87/4.04 inference(forward_demodulation,[],[f47670,f53])). 28.87/4.04 thf(f47670,plain,( 28.87/4.04 (c3 = ((g @ (s @ c3)) @ c3)) | ~spl0_167), 28.87/4.04 inference(trivial_inequality_removal,[],[f3348])). 28.87/4.04 thf(f3348,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c3)) @ c3)) | ~spl0_167), 28.87/4.04 inference(superposition,[],[f28,f3334])). 28.87/4.04 thf(f47987,plain,( 28.87/4.04 spl0_295 | spl0_296 | spl0_297 | spl0_216 | spl0_31 | ~spl0_4 | ~spl0_34 | ~spl0_167), 28.87/4.04 inference(avatar_split_clause,[],[f11694,f3332,f287,f51,f271,f5767,f11620,f11616,f11612])). 28.87/4.04 thf(f11694,plain,( 28.87/4.04 (c1 = c3) | (c4 = ((g @ c2) @ c4)) | (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (~spl0_4 | ~spl0_34 | ~spl0_167)), 28.87/4.04 inference(forward_demodulation,[],[f11585,f3334])). 28.87/4.04 thf(f11585,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c4)) | (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (c3 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_34)), 28.87/4.04 inference(superposition,[],[f10480,f53])). 28.87/4.04 thf(f47965,plain,( 28.87/4.04 spl0_195 | ~spl0_2 | ~spl0_198), 28.87/4.04 inference(avatar_split_clause,[],[f47674,f4599,f41,f4567])). 28.87/4.04 thf(f4567,plain,( 28.87/4.04 spl0_195 <=> (c2 = ((g @ (s @ (s @ c5))) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_195])])). 28.87/4.04 thf(f47674,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c1)) | (~spl0_2 | ~spl0_198)), 28.87/4.04 inference(trivial_inequality_removal,[],[f32732])). 28.87/4.04 thf(f32732,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ (s @ (s @ c5))) @ c1)) | (~spl0_2 | ~spl0_198)), 28.87/4.04 inference(superposition,[],[f146,f4601])). 28.87/4.04 thf(f4601,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c2)) | ~spl0_198), 28.87/4.04 inference(avatar_component_clause,[],[f4599])). 28.87/4.04 thf(f146,plain,( 28.87/4.04 ( ! [X3 : $i] : ((c4 != ((g @ X3) @ c2)) | (c2 = ((g @ X3) @ c1))) ) | ~spl0_2), 28.87/4.04 inference(superposition,[],[f27,f43])). 28.87/4.04 thf(f47844,plain,( 28.87/4.04 spl0_320 | ~spl0_275), 28.87/4.04 inference(avatar_split_clause,[],[f47705,f9969,f13420])). 28.87/4.04 thf(f47705,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c5)) | ~spl0_275), 28.87/4.04 inference(trivial_inequality_removal,[],[f13406])). 28.87/4.04 thf(f13406,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c2) @ c5)) | ~spl0_275), 28.87/4.04 inference(superposition,[],[f27,f9971])). 28.87/4.04 thf(f9971,plain,( 28.87/4.04 (c4 = ((g @ c2) @ (s @ c5))) | ~spl0_275), 28.87/4.04 inference(avatar_component_clause,[],[f9969])). 28.87/4.04 thf(f47786,plain,( 28.87/4.04 spl0_274 | spl0_273 | spl0_272 | spl0_62 | ~spl0_4 | ~spl0_181 | spl0_312), 28.87/4.04 inference(avatar_split_clause,[],[f47785,f12199,f3696,f51,f491,f9956,f9960,f9964])). 28.87/4.04 thf(f3696,plain,( 28.87/4.04 spl0_181 <=> (c4 = ((g @ c4) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_181])])). 28.87/4.04 thf(f47785,plain,( 28.87/4.04 (c4 = c3) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | (~spl0_4 | ~spl0_181 | spl0_312)), 28.87/4.04 inference(forward_demodulation,[],[f47718,f3698])). 28.87/4.04 thf(f3698,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c2)) | ~spl0_181), 28.87/4.04 inference(avatar_component_clause,[],[f3696])). 28.87/4.04 thf(f47718,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c2)) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | (~spl0_4 | spl0_312)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12663])). 28.87/4.04 thf(f47778,plain,( 28.87/4.04 spl0_216 | ~spl0_4 | ~spl0_314), 28.87/4.04 inference(avatar_split_clause,[],[f12778,f12737,f51,f5767])). 28.87/4.04 thf(f12778,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c4)) | (~spl0_4 | ~spl0_314)), 28.87/4.04 inference(forward_demodulation,[],[f12777,f53])). 28.87/4.04 thf(f12777,plain,( 28.87/4.04 (c4 = ((g @ c2) @ (s @ c3))) | ~spl0_314), 28.87/4.04 inference(trivial_inequality_removal,[],[f12775])). 28.87/4.04 thf(f12775,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c2) @ (s @ c3))) | ~spl0_314), 28.87/4.04 inference(superposition,[],[f26,f12739])). 28.87/4.04 thf(f12739,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c3)) | ~spl0_314), 28.87/4.04 inference(avatar_component_clause,[],[f12737])). 28.87/4.04 thf(f47727,plain,( 28.87/4.04 spl0_163 | spl0_164 | spl0_165 | spl0_158 | ~spl0_3 | spl0_166), 28.87/4.04 inference(avatar_split_clause,[],[f46205,f3315,f46,f3244,f3311,f3307,f3303])). 28.87/4.04 thf(f3244,plain,( 28.87/4.04 spl0_158 <=> (c3 = ((g @ c5) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_158])])). 28.87/4.04 thf(f46205,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c3)) | (c4 = ((g @ c4) @ c3)) | (c5 = ((g @ c4) @ c3)) | (c3 = ((g @ c4) @ c3)) | (~spl0_3 | spl0_166)), 28.87/4.04 inference(trivial_inequality_removal,[],[f46203])). 28.87/4.04 thf(f46203,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c5) @ c3)) | (c4 = ((g @ c4) @ c3)) | (c5 = ((g @ c4) @ c3)) | (c3 = ((g @ c4) @ c3)) | (~spl0_3 | spl0_166)), 28.87/4.04 inference(superposition,[],[f3316,f2662])). 28.87/4.04 thf(f3316,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c3)) | spl0_166), 28.87/4.04 inference(avatar_component_clause,[],[f3315])). 28.87/4.04 thf(f47380,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c2)) | (c1 != ((g @ c2) @ c2)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f47162,plain,( 28.87/4.04 (c2 != ((g @ c1) @ c2)) | (c2 != ((g @ c2) @ c2)) | (c1 != ((g @ c2) @ c2)) | (c1 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f47136,plain,( 28.87/4.04 spl0_67 | ~spl0_5 | ~spl0_47), 28.87/4.04 inference(avatar_split_clause,[],[f630,f374,f56,f632])). 28.87/4.04 thf(f632,plain,( 28.87/4.04 spl0_67 <=> (c2 = ((g @ c8) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_67])])). 28.87/4.04 thf(f374,plain,( 28.87/4.04 spl0_47 <=> (c4 = ((g @ c8) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_47])])). 28.87/4.04 thf(f630,plain,( 28.87/4.04 (c2 = ((g @ c8) @ c2)) | (~spl0_5 | ~spl0_47)), 28.87/4.04 inference(trivial_inequality_removal,[],[f622])). 28.87/4.04 thf(f622,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c8) @ c2)) | (~spl0_5 | ~spl0_47)), 28.87/4.04 inference(superposition,[],[f145,f376])). 28.87/4.04 thf(f376,plain,( 28.87/4.04 (c4 = ((g @ c8) @ c3)) | ~spl0_47), 28.87/4.04 inference(avatar_component_clause,[],[f374])). 28.87/4.04 thf(f47131,plain,( 28.87/4.04 spl0_70 | ~spl0_17 | ~spl0_51), 28.87/4.04 inference(avatar_split_clause,[],[f780,f395,f161,f782])). 28.87/4.04 thf(f782,plain,( 28.87/4.04 spl0_70 <=> (c1 = ((g @ (s @ (s @ c5))) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_70])])). 28.87/4.04 thf(f395,plain,( 28.87/4.04 spl0_51 <=> (c3 = ((g @ c8) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_51])])). 28.87/4.04 thf(f780,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c1)) | (~spl0_17 | ~spl0_51)), 28.87/4.04 inference(trivial_inequality_removal,[],[f769])). 28.87/4.04 thf(f769,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ (s @ c5))) @ c1)) | (~spl0_17 | ~spl0_51)), 28.87/4.04 inference(superposition,[],[f168,f397])). 28.87/4.04 thf(f397,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c1)) | ~spl0_51), 28.87/4.04 inference(avatar_component_clause,[],[f395])). 28.87/4.04 thf(f47108,plain,( 28.87/4.04 spl0_55 | ~spl0_17 | ~spl0_73), 28.87/4.04 inference(avatar_split_clause,[],[f47107,f966,f161,f458])). 28.87/4.04 thf(f458,plain,( 28.87/4.04 spl0_55 <=> (c3 = ((g @ c8) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_55])])). 28.87/4.04 thf(f47107,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c2)) | (~spl0_17 | ~spl0_73)), 28.87/4.04 inference(forward_demodulation,[],[f47086,f163])). 28.87/4.04 thf(f47086,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c2)) | ~spl0_73), 28.87/4.04 inference(trivial_inequality_removal,[],[f1905])). 28.87/4.04 thf(f1905,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c2)) | ~spl0_73), 28.87/4.04 inference(superposition,[],[f28,f968])). 28.87/4.04 thf(f968,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c2)) | ~spl0_73), 28.87/4.04 inference(avatar_component_clause,[],[f966])). 28.87/4.04 thf(f47074,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c3 != ((g @ (s @ (s @ c5))) @ c3)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f47047,plain,( 28.87/4.04 (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c3 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f46811,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f46663,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f46483,plain,( 28.87/4.04 spl0_220 | spl0_221 | spl0_222 | spl0_223 | spl0_218), 28.87/4.04 inference(avatar_split_clause,[],[f46482,f5801,f5871,f5867,f5863,f5859])). 28.87/4.04 thf(f46482,plain,( 28.87/4.04 (c2 = ((g @ c1) @ c4)) | (c4 = ((g @ c1) @ c4)) | (c5 = ((g @ c1) @ c4)) | (c3 = ((g @ c1) @ c4)) | spl0_218), 28.87/4.04 inference(trivial_inequality_removal,[],[f46481])). 28.87/4.04 thf(f46481,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c1) @ c4)) | (c4 = ((g @ c1) @ c4)) | (c5 = ((g @ c1) @ c4)) | (c3 = ((g @ c1) @ c4)) | spl0_218), 28.87/4.04 inference(superposition,[],[f5802,f23])). 28.87/4.04 thf(f5802,plain,( 28.87/4.04 (c1 != ((g @ c1) @ c4)) | spl0_218), 28.87/4.04 inference(avatar_component_clause,[],[f5801])). 28.87/4.04 thf(f46406,plain,( 28.87/4.04 spl0_211 | ~spl0_5 | ~spl0_207), 28.87/4.04 inference(avatar_split_clause,[],[f46405,f5501,f56,f5532])). 28.87/4.04 thf(f5532,plain,( 28.87/4.04 spl0_211 <=> (c1 = ((g @ c2) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_211])])). 28.87/4.04 thf(f46405,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c4)) | (~spl0_5 | ~spl0_207)), 28.87/4.04 inference(trivial_inequality_removal,[],[f46396])). 28.87/4.04 thf(f46396,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ c4)) | (~spl0_5 | ~spl0_207)), 28.87/4.04 inference(superposition,[],[f152,f5503])). 28.87/4.04 thf(f5503,plain,( 28.87/4.04 (c3 = ((g @ c3) @ c4)) | ~spl0_207), 28.87/4.04 inference(avatar_component_clause,[],[f5501])). 28.87/4.04 thf(f46331,plain,( 28.87/4.04 spl0_266 | spl0_265 | spl0_206 | spl0_31 | ~spl0_3 | ~spl0_184 | spl0_239), 28.87/4.04 inference(avatar_split_clause,[],[f46330,f7442,f3766,f46,f271,f5016,f9918,f9922])). 28.87/4.04 thf(f46330,plain,( 28.87/4.04 (c1 = c3) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | (~spl0_3 | ~spl0_184 | spl0_239)), 28.87/4.04 inference(forward_demodulation,[],[f46329,f3768])). 28.87/4.04 thf(f3768,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c5)) | ~spl0_184), 28.87/4.04 inference(avatar_component_clause,[],[f3766])). 28.87/4.04 thf(f46329,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | (~spl0_3 | spl0_239)), 28.87/4.04 inference(trivial_inequality_removal,[],[f46327])). 28.87/4.04 thf(f46327,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c5) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | (~spl0_3 | spl0_239)), 28.87/4.04 inference(superposition,[],[f7443,f2662])). 28.87/4.04 thf(f46326,plain,( 28.87/4.04 spl0_206 | ~spl0_3 | ~spl0_204), 28.87/4.04 inference(avatar_split_clause,[],[f46325,f4972,f46,f5016])). 28.87/4.04 thf(f46325,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c5)) | (~spl0_3 | ~spl0_204)), 28.87/4.04 inference(forward_demodulation,[],[f46324,f48])). 28.87/4.04 thf(f46324,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ c4))) | ~spl0_204), 28.87/4.04 inference(trivial_inequality_removal,[],[f46322])). 28.87/4.04 thf(f46322,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c4) @ (s @ c4))) | ~spl0_204), 28.87/4.04 inference(superposition,[],[f26,f4974])). 28.87/4.04 thf(f4974,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c4)) | ~spl0_204), 28.87/4.04 inference(avatar_component_clause,[],[f4972])). 28.87/4.04 thf(f46263,plain,( 28.87/4.04 spl0_266 | spl0_265 | spl0_206 | spl0_239 | spl0_185), 28.87/4.04 inference(avatar_split_clause,[],[f46262,f3809,f7442,f5016,f9918,f9922])). 28.87/4.04 thf(f3809,plain,( 28.87/4.04 spl0_185 <=> (c1 = ((g @ c4) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_185])])). 28.87/4.04 thf(f46262,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | spl0_185), 28.87/4.04 inference(trivial_inequality_removal,[],[f46261])). 28.87/4.04 thf(f46261,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c4) @ c5)) | (c4 = ((g @ c4) @ c5)) | (c5 = ((g @ c4) @ c5)) | (c3 = ((g @ c4) @ c5)) | spl0_185), 28.87/4.04 inference(superposition,[],[f3810,f23])). 28.87/4.04 thf(f3810,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c5)) | spl0_185), 28.87/4.04 inference(avatar_component_clause,[],[f3809])). 28.87/4.04 thf(f46201,plain,( 28.87/4.04 spl0_181 | ~spl0_2 | ~spl0_332), 28.87/4.04 inference(avatar_split_clause,[],[f46200,f25207,f41,f3696])). 28.87/4.04 thf(f46200,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c2)) | (~spl0_2 | ~spl0_332)), 28.87/4.04 inference(forward_demodulation,[],[f46199,f43])). 28.87/4.04 thf(f46199,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ c1))) | ~spl0_332), 28.87/4.04 inference(trivial_inequality_removal,[],[f46197])). 28.87/4.04 thf(f46197,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c4) @ (s @ c1))) | ~spl0_332), 28.87/4.04 inference(superposition,[],[f26,f25209])). 28.87/4.04 thf(f25209,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c1)) | ~spl0_332), 28.87/4.04 inference(avatar_component_clause,[],[f25207])). 28.87/4.04 thf(f46158,plain,( 28.87/4.04 spl0_191 | ~spl0_187), 28.87/4.04 inference(avatar_split_clause,[],[f46153,f4487,f4520])). 28.87/4.04 thf(f4520,plain,( 28.87/4.04 spl0_191 <=> (c1 = ((g @ c5) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_191])])). 28.87/4.04 thf(f46153,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c8)) | ~spl0_187), 28.87/4.04 inference(trivial_inequality_removal,[],[f4508])). 28.87/4.04 thf(f4508,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ c8)) | ~spl0_187), 28.87/4.04 inference(superposition,[],[f29,f4489])). 28.87/4.04 thf(f4489,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c8)) | ~spl0_187), 28.87/4.04 inference(avatar_component_clause,[],[f4487])). 28.87/4.04 thf(f45900,plain,( 28.87/4.04 spl0_11 | spl0_79 | ~spl0_138), 28.87/4.04 inference(avatar_split_clause,[],[f45897,f2796,f1161,f90])). 28.87/4.04 thf(f90,plain,( 28.87/4.04 spl0_11 <=> (c5 = c1)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_11])])). 28.87/4.04 thf(f1161,plain,( 28.87/4.04 spl0_79 <=> (c5 = c8)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_79])])). 28.87/4.04 thf(f45897,plain,( 28.87/4.04 (c5 = c8) | (c5 = c1) | ~spl0_138), 28.87/4.04 inference(trivial_inequality_removal,[],[f45892])). 28.87/4.04 thf(f45892,plain,( 28.87/4.04 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_138), 28.87/4.04 inference(superposition,[],[f12,f2798])). 28.87/4.04 thf(f2798,plain,( 28.87/4.04 (c5 = ((g @ c5) @ c8)) | ~spl0_138), 28.87/4.04 inference(avatar_component_clause,[],[f2796])). 28.87/4.04 thf(f12,plain,( 28.87/4.04 ( ! [X8 : $i,X9 : $i] : ((c5 != ((g @ X8) @ X9)) | (c8 = X8) | (c1 = X8)) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f45860,plain,( 28.87/4.04 spl0_162 | ~spl0_3 | ~spl0_158), 28.87/4.04 inference(avatar_split_clause,[],[f45859,f3244,f46,f3272])). 28.87/4.04 thf(f45859,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c3)) | (~spl0_3 | ~spl0_158)), 28.87/4.04 inference(trivial_inequality_removal,[],[f45850])). 28.87/4.04 thf(f45850,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c3)) | (~spl0_3 | ~spl0_158)), 28.87/4.04 inference(superposition,[],[f150,f3246])). 28.87/4.04 thf(f3246,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c3)) | ~spl0_158), 28.87/4.04 inference(avatar_component_clause,[],[f3244])). 28.87/4.04 thf(f45847,plain,( 28.87/4.04 spl0_269 | spl0_268 | spl0_267 | spl0_332 | spl0_156), 28.87/4.04 inference(avatar_split_clause,[],[f45846,f3148,f25207,f9930,f9934,f9938])). 28.87/4.04 thf(f45846,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | spl0_156), 28.87/4.04 inference(trivial_inequality_removal,[],[f45845])). 28.87/4.04 thf(f45845,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c4) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | spl0_156), 28.87/4.04 inference(superposition,[],[f3149,f23])). 28.87/4.04 thf(f3149,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c1)) | spl0_156), 28.87/4.04 inference(avatar_component_clause,[],[f3148])). 28.87/4.04 thf(f45779,plain,( 28.87/4.04 spl0_335 | ~spl0_2 | ~spl0_297), 28.87/4.04 inference(avatar_split_clause,[],[f45778,f11620,f41,f26404])). 28.87/4.04 thf(f26404,plain,( 28.87/4.04 spl0_335 <=> (c1 = ((g @ c1) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_335])])). 28.87/4.04 thf(f45778,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c3)) | (~spl0_2 | ~spl0_297)), 28.87/4.04 inference(trivial_inequality_removal,[],[f45769])). 28.87/4.04 thf(f45769,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ c3)) | (~spl0_2 | ~spl0_297)), 28.87/4.04 inference(superposition,[],[f153,f11622])). 28.87/4.04 thf(f11622,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c3)) | ~spl0_297), 28.87/4.04 inference(avatar_component_clause,[],[f11620])). 28.87/4.04 thf(f45656,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c3 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f45158,plain,( 28.87/4.04 spl0_82 | ~spl0_60), 28.87/4.04 inference(avatar_split_clause,[],[f1307,f481,f1309])). 28.87/4.04 thf(f1309,plain,( 28.87/4.04 spl0_82 <=> (c2 = ((g @ c8) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_82])])). 28.87/4.04 thf(f481,plain,( 28.87/4.04 spl0_60 <=> (c4 = ((g @ c8) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_60])])). 28.87/4.04 thf(f1307,plain,( 28.87/4.04 (c2 = ((g @ c8) @ (s @ c5))) | ~spl0_60), 28.87/4.04 inference(trivial_inequality_removal,[],[f1299])). 28.87/4.04 thf(f1299,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c8) @ (s @ c5))) | ~spl0_60), 28.87/4.04 inference(superposition,[],[f27,f483])). 28.87/4.04 thf(f483,plain,( 28.87/4.04 (c4 = ((g @ c8) @ (s @ (s @ c5)))) | ~spl0_60), 28.87/4.04 inference(avatar_component_clause,[],[f481])). 28.87/4.04 thf(f45156,plain,( 28.87/4.04 spl0_45 | ~spl0_17 | ~spl0_65), 28.87/4.04 inference(avatar_split_clause,[],[f45155,f560,f161,f366])). 28.87/4.04 thf(f366,plain,( 28.87/4.04 spl0_45 <=> (c3 = ((g @ c8) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_45])])). 28.87/4.04 thf(f560,plain,( 28.87/4.04 spl0_65 <=> (c1 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_65])])). 28.87/4.04 thf(f45155,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c4)) | (~spl0_17 | ~spl0_65)), 28.87/4.04 inference(forward_demodulation,[],[f44673,f163])). 28.87/4.04 thf(f44673,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c4)) | ~spl0_65), 28.87/4.04 inference(trivial_inequality_removal,[],[f1826])). 28.87/4.04 thf(f1826,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c4)) | ~spl0_65), 28.87/4.04 inference(superposition,[],[f28,f562])). 28.87/4.04 thf(f562,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_65), 28.87/4.04 inference(avatar_component_clause,[],[f560])). 28.87/4.04 thf(f45151,plain,( 28.87/4.04 spl0_112 | spl0_113 | spl0_111 | spl0_114 | spl0_83), 28.87/4.04 inference(avatar_split_clause,[],[f44674,f1380,f2459,f2444,f2455,f2451])). 28.87/4.04 thf(f2451,plain,( 28.87/4.04 spl0_112 <=> (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_112])])). 28.87/4.04 thf(f2455,plain,( 28.87/4.04 spl0_113 <=> (c5 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_113])])). 28.87/4.04 thf(f2459,plain,( 28.87/4.04 spl0_114 <=> (c2 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_114])])). 28.87/4.04 thf(f1380,plain,( 28.87/4.04 spl0_83 <=> (c1 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_83])])). 28.87/4.04 thf(f44674,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c5 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | spl0_83), 28.87/4.04 inference(trivial_inequality_removal,[],[f2448])). 28.87/4.04 thf(f2448,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c5 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | spl0_83), 28.87/4.04 inference(superposition,[],[f1381,f23])). 28.87/4.04 thf(f1381,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ (s @ c5))) | spl0_83), 28.87/4.04 inference(avatar_component_clause,[],[f1380])). 28.87/4.04 thf(f45137,plain,( 28.87/4.04 spl0_253 | ~spl0_112), 28.87/4.04 inference(avatar_split_clause,[],[f44679,f2451,f9541])). 28.87/4.04 thf(f9541,plain,( 28.87/4.04 spl0_253 <=> (c1 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_253])])). 28.87/4.04 thf(f44679,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_112), 28.87/4.04 inference(trivial_inequality_removal,[],[f8759])). 28.87/4.04 thf(f8759,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_112), 28.87/4.04 inference(superposition,[],[f29,f2453])). 28.87/4.04 thf(f2453,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_112), 28.87/4.04 inference(avatar_component_clause,[],[f2451])). 28.87/4.04 thf(f45115,plain,( 28.87/4.04 spl0_229 | spl0_230 | spl0_231 | spl0_232 | spl0_141), 28.87/4.04 inference(avatar_split_clause,[],[f44688,f2809,f7327,f7323,f7319,f7315])). 28.87/4.04 thf(f7319,plain,( 28.87/4.04 spl0_230 <=> (c5 = ((g @ c5) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_230])])). 28.87/4.04 thf(f7323,plain,( 28.87/4.04 spl0_231 <=> (c4 = ((g @ c5) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_231])])). 28.87/4.04 thf(f44688,plain,( 28.87/4.04 (c2 = ((g @ c5) @ (s @ c5))) | (c4 = ((g @ c5) @ (s @ c5))) | (c5 = ((g @ c5) @ (s @ c5))) | (c3 = ((g @ c5) @ (s @ c5))) | spl0_141), 28.87/4.04 inference(trivial_inequality_removal,[],[f7311])). 28.87/4.04 thf(f7311,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ c5) @ (s @ c5))) | (c4 = ((g @ c5) @ (s @ c5))) | (c5 = ((g @ c5) @ (s @ c5))) | (c3 = ((g @ c5) @ (s @ c5))) | spl0_141), 28.87/4.04 inference(superposition,[],[f2810,f215])). 28.87/4.04 thf(f2810,plain,( 28.87/4.04 (c3 != ((g @ (s @ c5)) @ (s @ c5))) | spl0_141), 28.87/4.04 inference(avatar_component_clause,[],[f2809])). 28.87/4.04 thf(f45095,plain,( 28.87/4.04 spl0_158 | ~spl0_3 | ~spl0_162), 28.87/4.04 inference(avatar_split_clause,[],[f45094,f3272,f46,f3244])). 28.87/4.04 thf(f45094,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c3)) | (~spl0_3 | ~spl0_162)), 28.87/4.04 inference(forward_demodulation,[],[f44695,f48])). 28.87/4.04 thf(f44695,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ c3)) | ~spl0_162), 28.87/4.04 inference(trivial_inequality_removal,[],[f12523])). 28.87/4.04 thf(f12523,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c4)) @ c3)) | ~spl0_162), 28.87/4.04 inference(superposition,[],[f28,f3274])). 28.87/4.04 thf(f3274,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c3)) | ~spl0_162), 28.87/4.04 inference(avatar_component_clause,[],[f3272])). 28.87/4.04 thf(f45039,plain,( 28.87/4.04 spl0_204 | ~spl0_3 | ~spl0_206), 28.87/4.04 inference(avatar_split_clause,[],[f31428,f5016,f46,f4972])). 28.87/4.04 thf(f31428,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c4)) | (~spl0_3 | ~spl0_206)), 28.87/4.04 inference(trivial_inequality_removal,[],[f31420])). 28.87/4.04 thf(f31420,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c4) @ c4)) | (~spl0_3 | ~spl0_206)), 28.87/4.04 inference(superposition,[],[f143,f5018])). 28.87/4.04 thf(f5018,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c5)) | ~spl0_206), 28.87/4.04 inference(avatar_component_clause,[],[f5016])). 28.87/4.04 thf(f143,plain,( 28.87/4.04 ( ! [X0 : $i] : ((c4 != ((g @ X0) @ c5)) | (c2 = ((g @ X0) @ c4))) ) | ~spl0_3), 28.87/4.04 inference(superposition,[],[f27,f48])). 28.87/4.04 thf(f45020,plain,( 28.87/4.04 spl0_317 | ~spl0_3 | ~spl0_223), 28.87/4.04 inference(avatar_split_clause,[],[f28538,f5871,f46,f12754])). 28.87/4.04 thf(f12754,plain,( 28.87/4.04 spl0_317 <=> (c4 = ((g @ c1) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_317])])). 28.87/4.04 thf(f28538,plain,( 28.87/4.04 (c4 = ((g @ c1) @ c5)) | (~spl0_3 | ~spl0_223)), 28.87/4.04 inference(forward_demodulation,[],[f28537,f48])). 28.87/4.04 thf(f28537,plain,( 28.87/4.04 (c4 = ((g @ c1) @ (s @ c4))) | ~spl0_223), 28.87/4.04 inference(trivial_inequality_removal,[],[f28535])). 28.87/4.04 thf(f28535,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c1) @ (s @ c4))) | ~spl0_223), 28.87/4.04 inference(superposition,[],[f26,f5873])). 28.87/4.04 thf(f5873,plain,( 28.87/4.04 (c2 = ((g @ c1) @ c4)) | ~spl0_223), 28.87/4.04 inference(avatar_component_clause,[],[f5871])). 28.87/4.04 thf(f44989,plain,( 28.87/4.04 spl0_235 | ~spl0_4 | ~spl0_240), 28.87/4.04 inference(avatar_split_clause,[],[f44988,f7642,f51,f7409])). 28.87/4.04 thf(f7642,plain,( 28.87/4.04 spl0_240 <=> (c1 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_240])])). 28.87/4.04 thf(f44988,plain,( 28.87/4.04 (c3 = ((g @ c4) @ (s @ c5))) | (~spl0_4 | ~spl0_240)), 28.87/4.04 inference(forward_demodulation,[],[f44725,f53])). 28.87/4.04 thf(f44725,plain,( 28.87/4.04 (c3 = ((g @ (s @ c3)) @ (s @ c5))) | ~spl0_240), 28.87/4.04 inference(trivial_inequality_removal,[],[f7819])). 28.87/4.04 thf(f7819,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c3)) @ (s @ c5))) | ~spl0_240), 28.87/4.04 inference(superposition,[],[f28,f7644])). 28.87/4.04 thf(f7644,plain,( 28.87/4.04 (c1 = ((g @ c3) @ (s @ c5))) | ~spl0_240), 28.87/4.04 inference(avatar_component_clause,[],[f7642])). 28.87/4.04 thf(f44965,plain,( 28.87/4.04 spl0_229 | spl0_230 | spl0_231 | spl0_232 | spl0_31 | ~spl0_253), 28.87/4.04 inference(avatar_split_clause,[],[f10197,f9541,f271,f7327,f7323,f7319,f7315])). 28.87/4.04 thf(f10197,plain,( 28.87/4.04 (c1 = c3) | (c2 = ((g @ c5) @ (s @ c5))) | (c4 = ((g @ c5) @ (s @ c5))) | (c5 = ((g @ c5) @ (s @ c5))) | (c3 = ((g @ c5) @ (s @ c5))) | ~spl0_253), 28.87/4.04 inference(superposition,[],[f9543,f215])). 28.87/4.04 thf(f9543,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_253), 28.87/4.04 inference(avatar_component_clause,[],[f9541])). 28.87/4.04 thf(f44963,plain,( 28.87/4.04 spl0_112 | ~spl0_253), 28.87/4.04 inference(avatar_split_clause,[],[f44731,f9541,f2451])). 28.87/4.04 thf(f44731,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_253), 28.87/4.04 inference(trivial_inequality_removal,[],[f10210])). 28.87/4.04 thf(f10210,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_253), 28.87/4.04 inference(superposition,[],[f28,f9543])). 28.87/4.04 thf(f44961,plain,( 28.87/4.04 spl0_283 | ~spl0_4 | ~spl0_254), 28.87/4.04 inference(avatar_split_clause,[],[f44732,f9575,f51,f10228])). 28.87/4.04 thf(f10228,plain,( 28.87/4.04 spl0_283 <=> (c1 = ((g @ c3) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_283])])). 28.87/4.04 thf(f9575,plain,( 28.87/4.04 spl0_254 <=> (c3 = ((g @ c4) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_254])])). 28.87/4.04 thf(f44732,plain,( 28.87/4.04 (c1 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_4 | ~spl0_254)), 28.87/4.04 inference(trivial_inequality_removal,[],[f10215])). 28.87/4.04 thf(f10215,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_4 | ~spl0_254)), 28.87/4.04 inference(superposition,[],[f151,f9577])). 28.87/4.04 thf(f9577,plain,( 28.87/4.04 (c3 = ((g @ c4) @ (s @ (s @ c5)))) | ~spl0_254), 28.87/4.04 inference(avatar_component_clause,[],[f9575])). 28.87/4.04 thf(f44886,plain,( 28.87/4.04 spl0_293 | spl0_322 | spl0_323 | spl0_324 | spl0_62 | ~spl0_2 | ~spl0_34 | ~spl0_300), 28.87/4.04 inference(avatar_split_clause,[],[f19001,f11634,f287,f41,f491,f19011,f19007,f19003,f11509])). 28.87/4.04 thf(f11509,plain,( 28.87/4.04 spl0_293 <=> (c3 = ((g @ c3) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_293])])). 28.87/4.04 thf(f19003,plain,( 28.87/4.04 spl0_322 <=> (c4 = ((g @ c2) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_322])])). 28.87/4.04 thf(f19007,plain,( 28.87/4.04 spl0_323 <=> (c5 = ((g @ c2) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_323])])). 28.87/4.04 thf(f19011,plain,( 28.87/4.04 spl0_324 <=> (c3 = ((g @ c2) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_324])])). 28.87/4.04 thf(f11634,plain,( 28.87/4.04 spl0_300 <=> (c3 = ((g @ c2) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_300])])). 28.87/4.04 thf(f19001,plain,( 28.87/4.04 (c4 = c3) | (c3 = ((g @ c2) @ c1)) | (c5 = ((g @ c2) @ c1)) | (c4 = ((g @ c2) @ c1)) | (c3 = ((g @ c3) @ c1)) | (~spl0_2 | ~spl0_34 | ~spl0_300)), 28.87/4.04 inference(forward_demodulation,[],[f11587,f11636])). 28.87/4.04 thf(f11636,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c2)) | ~spl0_300), 28.87/4.04 inference(avatar_component_clause,[],[f11634])). 28.87/4.04 thf(f11587,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c2)) | (c3 = ((g @ c2) @ c1)) | (c5 = ((g @ c2) @ c1)) | (c4 = ((g @ c2) @ c1)) | (c3 = ((g @ c3) @ c1)) | (~spl0_2 | ~spl0_34)), 28.87/4.04 inference(superposition,[],[f10480,f43])). 28.87/4.04 thf(f44876,plain,( 28.87/4.04 spl0_300 | ~spl0_2 | ~spl0_307), 28.87/4.04 inference(avatar_split_clause,[],[f44875,f11976,f41,f11634])). 28.87/4.04 thf(f11976,plain,( 28.87/4.04 spl0_307 <=> (c1 = ((g @ c1) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_307])])). 28.87/4.04 thf(f44875,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c2)) | (~spl0_2 | ~spl0_307)), 28.87/4.04 inference(forward_demodulation,[],[f44748,f43])). 28.87/4.04 thf(f44748,plain,( 28.87/4.04 (c3 = ((g @ (s @ c1)) @ c2)) | ~spl0_307), 28.87/4.04 inference(trivial_inequality_removal,[],[f12032])). 28.87/4.04 thf(f12032,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c1)) @ c2)) | ~spl0_307), 28.87/4.04 inference(superposition,[],[f28,f11978])). 28.87/4.04 thf(f11978,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c2)) | ~spl0_307), 28.87/4.04 inference(avatar_component_clause,[],[f11976])). 28.87/4.04 thf(f44844,plain,( 28.87/4.04 spl0_308 | spl0_309 | spl0_310 | spl0_300 | ~spl0_2 | spl0_311), 28.87/4.04 inference(avatar_split_clause,[],[f44751,f12002,f41,f11634,f11998,f11994,f11990])). 28.87/4.04 thf(f11990,plain,( 28.87/4.04 spl0_308 <=> (c3 = ((g @ c1) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_308])])). 28.87/4.04 thf(f11994,plain,( 28.87/4.04 spl0_309 <=> (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_309])])). 28.87/4.04 thf(f11998,plain,( 28.87/4.04 spl0_310 <=> (c4 = ((g @ c1) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_310])])). 28.87/4.04 thf(f44751,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c2)) | (c4 = ((g @ c1) @ c2)) | (c5 = ((g @ c1) @ c2)) | (c3 = ((g @ c1) @ c2)) | (~spl0_2 | spl0_311)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12128])). 28.87/4.04 thf(f12128,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c2) @ c2)) | (c4 = ((g @ c1) @ c2)) | (c5 = ((g @ c1) @ c2)) | (c3 = ((g @ c1) @ c2)) | (~spl0_2 | spl0_311)), 28.87/4.04 inference(superposition,[],[f12003,f2665])). 28.87/4.04 thf(f12003,plain,( 28.87/4.04 (c2 != ((g @ c1) @ c2)) | spl0_311), 28.87/4.04 inference(avatar_component_clause,[],[f12002])). 28.87/4.04 thf(f44839,plain,( 28.87/4.04 spl0_172 | ~spl0_5 | ~spl0_312), 28.87/4.04 inference(avatar_split_clause,[],[f21639,f12199,f56,f3469])). 28.87/4.04 thf(f3469,plain,( 28.87/4.04 spl0_172 <=> (c4 = ((g @ c3) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_172])])). 28.87/4.04 thf(f21639,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c3)) | (~spl0_5 | ~spl0_312)), 28.87/4.04 inference(forward_demodulation,[],[f21638,f58])). 28.87/4.04 thf(f21638,plain,( 28.87/4.04 (c4 = ((g @ c3) @ (s @ c2))) | ~spl0_312), 28.87/4.04 inference(trivial_inequality_removal,[],[f21636])). 28.87/4.04 thf(f21636,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c3) @ (s @ c2))) | ~spl0_312), 28.87/4.04 inference(superposition,[],[f26,f12201])). 28.87/4.04 thf(f12201,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c2)) | ~spl0_312), 28.87/4.04 inference(avatar_component_clause,[],[f12199])). 28.87/4.04 thf(f44777,plain,( 28.87/4.04 spl0_284 | spl0_175 | spl0_174 | spl0_270 | ~spl0_4), 28.87/4.04 inference(avatar_split_clause,[],[f10594,f51,f9943,f3478,f3482,f10600])). 28.87/4.04 thf(f9943,plain,( 28.87/4.04 spl0_270 <=> (c3 = ((g @ c4) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_270])])). 28.87/4.04 thf(f43407,plain,( 28.87/4.04 (c1 != ((g @ c3) @ (s @ (s @ c5)))) | (c3 != ((g @ c3) @ (s @ (s @ c5)))) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f42925,plain,( 28.87/4.04 (c5 != ((g @ (s @ c5)) @ (s @ c5))) | (c1 != ((g @ (s @ c5)) @ (s @ c5))) | (c5 = c1)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f42667,plain,( 28.87/4.04 (c4 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c2 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f42413,plain,( 28.87/4.04 (c4 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f41950,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c4)) | (c1 != ((g @ c2) @ c4)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f41708,plain,( 28.87/4.04 (c1 != ((g @ c2) @ c4)) | (c3 != ((g @ c2) @ c4)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f41591,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != (s @ c3)) | (c1 != ((g @ c2) @ c4)) | (c3 != ((g @ c2) @ c4)) | (c3 != ((g @ c3) @ c4)) | (c1 = ((g @ c3) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f41470,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c1)) | (c1 != ((g @ (s @ (s @ c5))) @ c1)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f41415,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c1)) | (c1 != ((g @ (s @ (s @ c5))) @ c1)) | (c1 != ((g @ c5) @ c4)) | (c2 = ((g @ c5) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40768,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ c5)) @ c4)) | (c3 != ((g @ (s @ c5)) @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40742,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ c4)) | (c3 != ((g @ (s @ c5)) @ c4)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40533,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c4 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c2 != (s @ c1)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40517,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40422,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != ((g @ c4) @ c3)) | (c4 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c2 != ((g @ (s @ c5)) @ c3)) | (c5 != (s @ c4)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != (s @ c2)) | (c5 = ((g @ c4) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40288,plain,( 28.87/4.04 (c4 != ((g @ c3) @ c3)) | (c1 != ((g @ c3) @ c3)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40160,plain,( 28.87/4.04 (c4 != ((g @ c3) @ c3)) | (c1 != ((g @ c3) @ c3)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c4) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f40037,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c2)) | (c3 != ((g @ c4) @ c2)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f39038,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c4)) | (c4 != ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c1))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f38679,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ (s @ c5))) @ c4)) | (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f38668,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c4)) | (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f38228,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != c3) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37999,plain,( 28.87/4.04 spl0_78 | ~spl0_17 | ~spl0_40), 28.87/4.04 inference(avatar_split_clause,[],[f37998,f344,f161,f1137])). 28.87/4.04 thf(f344,plain,( 28.87/4.04 spl0_40 <=> (c3 = ((g @ c8) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_40])])). 28.87/4.04 thf(f37998,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c5)) | (~spl0_17 | ~spl0_40)), 28.87/4.04 inference(trivial_inequality_removal,[],[f37988])). 28.87/4.04 thf(f37988,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ (s @ c5))) @ c5)) | (~spl0_17 | ~spl0_40)), 28.87/4.04 inference(superposition,[],[f168,f346])). 28.87/4.04 thf(f346,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c5)) | ~spl0_40), 28.87/4.04 inference(avatar_component_clause,[],[f344])). 28.87/4.04 thf(f37980,plain,( 28.87/4.04 spl0_40 | spl0_41 | spl0_42 | spl0_62 | ~spl0_74), 28.87/4.04 inference(avatar_split_clause,[],[f1361,f1091,f491,f352,f348,f344])). 28.87/4.04 thf(f348,plain,( 28.87/4.04 spl0_41 <=> (c5 = ((g @ c8) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_41])])). 28.87/4.04 thf(f352,plain,( 28.87/4.04 spl0_42 <=> (c4 = ((g @ c8) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_42])])). 28.87/4.04 thf(f1091,plain,( 28.87/4.04 spl0_74 <=> (c3 = ((g @ c8) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_74])])). 28.87/4.04 thf(f1361,plain,( 28.87/4.04 (c4 = c3) | (c4 = ((g @ c8) @ c5)) | (c5 = ((g @ c8) @ c5)) | (c3 = ((g @ c8) @ c5)) | ~spl0_74), 28.87/4.04 inference(superposition,[],[f1093,f333])). 28.87/4.04 thf(f333,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c4 = ((g @ c8) @ (s @ X7))) | (c4 = ((g @ c8) @ X7)) | (c5 = ((g @ c8) @ X7)) | (c3 = ((g @ c8) @ X7))) )), 28.87/4.04 inference(trivial_inequality_removal,[],[f319])). 28.87/4.04 thf(f319,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c2 != c2) | (c4 = ((g @ c8) @ (s @ X7))) | (c4 = ((g @ c8) @ X7)) | (c5 = ((g @ c8) @ X7)) | (c3 = ((g @ c8) @ X7))) )), 28.87/4.04 inference(superposition,[],[f26,f214])). 28.87/4.04 thf(f214,plain,( 28.87/4.04 ( ! [X27 : $i] : ((c2 = ((g @ c8) @ X27)) | (c4 = ((g @ c8) @ X27)) | (c5 = ((g @ c8) @ X27)) | (c3 = ((g @ c8) @ X27))) )), 28.87/4.04 inference(trivial_inequality_removal,[],[f207])). 28.87/4.04 thf(f207,plain,( 28.87/4.04 ( ! [X27 : $i] : ((c1 != c1) | (c2 = ((g @ c8) @ X27)) | (c4 = ((g @ c8) @ X27)) | (c5 = ((g @ c8) @ X27)) | (c3 = ((g @ c8) @ X27))) )), 28.87/4.04 inference(superposition,[],[f18,f23])). 28.87/4.04 thf(f18,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c1 != ((g @ c8) @ X7))) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f1093,plain,( 28.87/4.04 (c3 = ((g @ c8) @ (s @ c5))) | ~spl0_74), 28.87/4.04 inference(avatar_component_clause,[],[f1091])). 28.87/4.04 thf(f37976,plain,( 28.87/4.04 spl0_40 | spl0_41 | spl0_42 | spl0_76), 28.87/4.04 inference(avatar_split_clause,[],[f37843,f1099,f352,f348,f344])). 28.87/4.04 thf(f37843,plain,( 28.87/4.04 (c4 = ((g @ c8) @ c5)) | (c5 = ((g @ c8) @ c5)) | (c3 = ((g @ c8) @ c5)) | spl0_76), 28.87/4.04 inference(trivial_inequality_removal,[],[f1115])). 28.87/4.04 thf(f1115,plain,( 28.87/4.04 (c4 != c4) | (c4 = ((g @ c8) @ c5)) | (c5 = ((g @ c8) @ c5)) | (c3 = ((g @ c8) @ c5)) | spl0_76), 28.87/4.04 inference(superposition,[],[f1100,f333])). 28.87/4.04 thf(f1100,plain,( 28.87/4.04 (c4 != ((g @ c8) @ (s @ c5))) | spl0_76), 28.87/4.04 inference(avatar_component_clause,[],[f1099])). 28.87/4.04 thf(f37974,plain,( 28.87/4.04 spl0_40 | ~spl0_17 | ~spl0_78), 28.87/4.04 inference(avatar_split_clause,[],[f37973,f1137,f161,f344])). 28.87/4.04 thf(f37973,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c5)) | (~spl0_17 | ~spl0_78)), 28.87/4.04 inference(forward_demodulation,[],[f37844,f163])). 28.87/4.04 thf(f37844,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c5)) | ~spl0_78), 28.87/4.04 inference(trivial_inequality_removal,[],[f2329])). 28.87/4.04 thf(f2329,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c5)) | ~spl0_78), 28.87/4.04 inference(superposition,[],[f28,f1139])). 28.87/4.04 thf(f1139,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_78), 28.87/4.04 inference(avatar_component_clause,[],[f1137])). 28.87/4.04 thf(f37967,plain,( 28.87/4.04 spl0_74 | ~spl0_17 | ~spl0_83), 28.87/4.04 inference(avatar_split_clause,[],[f37966,f1380,f161,f1091])). 28.87/4.04 thf(f37966,plain,( 28.87/4.04 (c3 = ((g @ c8) @ (s @ c5))) | (~spl0_17 | ~spl0_83)), 28.87/4.04 inference(forward_demodulation,[],[f37845,f163])). 28.87/4.04 thf(f37845,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ (s @ c5))) | ~spl0_83), 28.87/4.04 inference(trivial_inequality_removal,[],[f9354])). 28.87/4.04 thf(f9354,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ (s @ c5)))) @ (s @ c5))) | ~spl0_83), 28.87/4.04 inference(superposition,[],[f28,f1382])). 28.87/4.04 thf(f1382,plain,( 28.87/4.04 (c1 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_83), 28.87/4.04 inference(avatar_component_clause,[],[f1380])). 28.87/4.04 thf(f37937,plain,( 28.87/4.04 spl0_237 | ~spl0_239), 28.87/4.04 inference(avatar_split_clause,[],[f35717,f7442,f7417])). 28.87/4.04 thf(f7417,plain,( 28.87/4.04 spl0_237 <=> (c4 = ((g @ c4) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_237])])). 28.87/4.04 thf(f35717,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ c5))) | ~spl0_239), 28.87/4.04 inference(trivial_inequality_removal,[],[f35715])). 28.87/4.04 thf(f35715,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c4) @ (s @ c5))) | ~spl0_239), 28.87/4.04 inference(superposition,[],[f26,f7444])). 28.87/4.04 thf(f7444,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c5)) | ~spl0_239), 28.87/4.04 inference(avatar_component_clause,[],[f7442])). 28.87/4.04 thf(f37923,plain,( 28.87/4.04 spl0_287 | ~spl0_249), 28.87/4.04 inference(avatar_split_clause,[],[f13160,f8535,f11055])). 28.87/4.04 thf(f11055,plain,( 28.87/4.04 spl0_287 <=> (c4 = ((g @ c3) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_287])])). 28.87/4.04 thf(f13160,plain,( 28.87/4.04 (c4 = ((g @ c3) @ (s @ (s @ c5)))) | ~spl0_249), 28.87/4.04 inference(trivial_inequality_removal,[],[f13158])). 28.87/4.04 thf(f13158,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c3) @ (s @ (s @ c5)))) | ~spl0_249), 28.87/4.04 inference(superposition,[],[f26,f8537])). 28.87/4.04 thf(f8537,plain,( 28.87/4.04 (c2 = ((g @ c3) @ (s @ c5))) | ~spl0_249), 28.87/4.04 inference(avatar_component_clause,[],[f8535])). 28.87/4.04 thf(f37921,plain,( 28.87/4.04 spl0_259 | ~spl0_17 | ~spl0_257), 28.87/4.04 inference(avatar_split_clause,[],[f22902,f9587,f161,f9644])). 28.87/4.04 thf(f9644,plain,( 28.87/4.04 spl0_259 <=> (c4 = ((g @ c4) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_259])])). 28.87/4.04 thf(f9587,plain,( 28.87/4.04 spl0_257 <=> (c2 = ((g @ c4) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_257])])). 28.87/4.04 thf(f22902,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c8)) | (~spl0_17 | ~spl0_257)), 28.87/4.04 inference(forward_demodulation,[],[f22901,f163])). 28.87/4.04 thf(f22901,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ (s @ (s @ c5))))) | ~spl0_257), 28.87/4.04 inference(trivial_inequality_removal,[],[f22899])). 28.87/4.04 thf(f22899,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c4) @ (s @ (s @ (s @ c5))))) | ~spl0_257), 28.87/4.04 inference(superposition,[],[f26,f9589])). 28.87/4.04 thf(f9589,plain,( 28.87/4.04 (c2 = ((g @ c4) @ (s @ (s @ c5)))) | ~spl0_257), 28.87/4.04 inference(avatar_component_clause,[],[f9587])). 28.87/4.04 thf(f37916,plain,( 28.87/4.04 spl0_333 | ~spl0_4 | ~spl0_269), 28.87/4.04 inference(avatar_split_clause,[],[f25284,f9938,f51,f25293])). 28.87/4.04 thf(f25293,plain,( 28.87/4.04 spl0_333 <=> (c1 = ((g @ c3) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_333])])). 28.87/4.04 thf(f25284,plain,( 28.87/4.04 (c1 = ((g @ c3) @ c1)) | (~spl0_4 | ~spl0_269)), 28.87/4.04 inference(trivial_inequality_removal,[],[f25275])). 28.87/4.04 thf(f25275,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c3) @ c1)) | (~spl0_4 | ~spl0_269)), 28.87/4.04 inference(superposition,[],[f151,f9940])). 28.87/4.04 thf(f9940,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c1)) | ~spl0_269), 28.87/4.04 inference(avatar_component_clause,[],[f9938])). 28.87/4.04 thf(f37891,plain,( 28.87/4.04 spl0_269 | spl0_268 | spl0_267 | spl0_31 | ~spl0_3 | ~spl0_330 | spl0_332), 28.87/4.04 inference(avatar_split_clause,[],[f37890,f25207,f24480,f46,f271,f9930,f9934,f9938])). 28.87/4.04 thf(f24480,plain,( 28.87/4.04 spl0_330 <=> (c1 = ((g @ c5) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_330])])). 28.87/4.04 thf(f37890,plain,( 28.87/4.04 (c1 = c3) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | (~spl0_3 | ~spl0_330 | spl0_332)), 28.87/4.04 inference(forward_demodulation,[],[f37869,f24482])). 28.87/4.04 thf(f24482,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c1)) | ~spl0_330), 28.87/4.04 inference(avatar_component_clause,[],[f24480])). 28.87/4.04 thf(f37869,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c1)) | (c4 = ((g @ c4) @ c1)) | (c5 = ((g @ c4) @ c1)) | (c3 = ((g @ c4) @ c1)) | (~spl0_3 | spl0_332)), 28.87/4.04 inference(trivial_inequality_removal,[],[f29946])). 28.87/4.04 thf(f37793,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c1 != ((g @ (s @ (s @ c5))) @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c3 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37615,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c1 != ((g @ (s @ (s @ c5))) @ c3)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37591,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c3)) | (c3 != ((g @ c8) @ c3)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37343,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37332,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37297,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ c8) @ c5)) | (c2 = ((g @ c8) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37276,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c1 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37091,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ c4) @ c8)) | (c4 != ((g @ c4) @ c8)) | (c5 != (s @ c4)) | (c2 != (s @ c1)) | (c5 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f37084,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c8)) | (c4 != ((g @ c4) @ c8)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f36845,plain,( 28.87/4.04 (c2 != ((g @ c4) @ (s @ c5))) | (c4 != ((g @ c4) @ (s @ c5))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f36829,plain,( 28.87/4.04 (c2 != ((g @ c4) @ (s @ c5))) | (c4 != ((g @ c4) @ (s @ c5))) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f36596,plain,( 28.87/4.04 spl0_22 | ~spl0_4 | ~spl0_213 | ~spl0_266), 28.87/4.04 inference(avatar_split_clause,[],[f36595,f9922,f5752,f51,f229])). 28.87/4.04 thf(f36595,plain,( 28.87/4.04 (c1 = c4) | (~spl0_4 | ~spl0_213 | ~spl0_266)), 28.87/4.04 inference(forward_demodulation,[],[f36594,f5754])). 28.87/4.04 thf(f5754,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c5)) | ~spl0_213), 28.87/4.04 inference(avatar_component_clause,[],[f5752])). 28.87/4.04 thf(f36569,plain,( 28.87/4.04 spl0_149 | ~spl0_184), 28.87/4.04 inference(avatar_split_clause,[],[f36568,f3766,f2952])). 28.87/4.04 thf(f36568,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c5)) | ~spl0_184), 28.87/4.04 inference(trivial_inequality_removal,[],[f36567])). 28.87/4.04 thf(f36567,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c5)) @ c5)) | ~spl0_184), 28.87/4.04 inference(superposition,[],[f28,f3768])). 28.87/4.04 thf(f36557,plain,( 28.87/4.04 spl0_184 | ~spl0_149), 28.87/4.04 inference(avatar_split_clause,[],[f3764,f2952,f3766])). 28.87/4.04 thf(f3764,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c5)) | ~spl0_149), 28.87/4.04 inference(trivial_inequality_removal,[],[f3755])). 28.87/4.04 thf(f3755,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ c5)) | ~spl0_149), 28.87/4.04 inference(superposition,[],[f29,f2954])). 28.87/4.04 thf(f2954,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c5)) | ~spl0_149), 28.87/4.04 inference(avatar_component_clause,[],[f2952])). 28.87/4.04 thf(f36532,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f36503,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f36192,plain,( 28.87/4.04 spl0_342 | ~spl0_5 | ~spl0_271), 28.87/4.04 inference(avatar_split_clause,[],[f36187,f9950,f56,f36189])). 28.87/4.04 thf(f36189,plain,( 28.87/4.04 spl0_342 <=> (c1 = ((g @ c2) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_342])])). 28.87/4.04 thf(f9950,plain,( 28.87/4.04 spl0_271 <=> (c3 = ((g @ c3) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_271])])). 28.87/4.04 thf(f36187,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c3)) | (~spl0_5 | ~spl0_271)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36178])). 28.87/4.04 thf(f36178,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ c3)) | (~spl0_5 | ~spl0_271)), 28.87/4.04 inference(superposition,[],[f152,f9952])). 28.87/4.04 thf(f9952,plain,( 28.87/4.04 (c3 = ((g @ c3) @ c3)) | ~spl0_271), 28.87/4.04 inference(avatar_component_clause,[],[f9950])). 28.87/4.04 thf(f36057,plain,( 28.87/4.04 spl0_185 | ~spl0_3 | ~spl0_121), 28.87/4.04 inference(avatar_split_clause,[],[f36056,f2724,f46,f3809])). 28.87/4.04 thf(f36056,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c5)) | (~spl0_3 | ~spl0_121)), 28.87/4.04 inference(trivial_inequality_removal,[],[f36047])). 28.87/4.04 thf(f36047,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c5)) | (~spl0_3 | ~spl0_121)), 28.87/4.04 inference(superposition,[],[f150,f2726])). 28.87/4.04 thf(f2726,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c5)) | ~spl0_121), 28.87/4.04 inference(avatar_component_clause,[],[f2724])). 28.87/4.04 thf(f36010,plain,( 28.87/4.04 spl0_121 | ~spl0_3 | ~spl0_185), 28.87/4.04 inference(avatar_split_clause,[],[f36009,f3809,f46,f2724])). 28.87/4.04 thf(f36009,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c5)) | (~spl0_3 | ~spl0_185)), 28.87/4.04 inference(forward_demodulation,[],[f35980,f48])). 28.87/4.04 thf(f35980,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ c5)) | ~spl0_185), 28.87/4.04 inference(trivial_inequality_removal,[],[f3820])). 28.87/4.04 thf(f3820,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c4)) @ c5)) | ~spl0_185), 28.87/4.04 inference(superposition,[],[f28,f3811])). 28.87/4.04 thf(f3811,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c5)) | ~spl0_185), 28.87/4.04 inference(avatar_component_clause,[],[f3809])). 28.87/4.04 thf(f35986,plain,( 28.87/4.04 spl0_149 | spl0_150 | spl0_110 | spl0_151 | spl0_95), 28.87/4.04 inference(avatar_split_clause,[],[f32673,f1882,f2960,f2125,f2956,f2952])). 28.87/4.04 thf(f32673,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_95), 28.87/4.04 inference(trivial_inequality_removal,[],[f32671])). 28.87/4.04 thf(f32671,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_95), 28.87/4.04 inference(superposition,[],[f1883,f215])). 28.87/4.04 thf(f1883,plain,( 28.87/4.04 (c3 != ((g @ (s @ (s @ c5))) @ c5)) | spl0_95), 28.87/4.04 inference(avatar_component_clause,[],[f1882])). 28.87/4.04 thf(f35938,plain,( 28.87/4.04 (c3 != ((g @ c4) @ (s @ c5))) | (c4 != ((g @ c4) @ (s @ c5))) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f35701,plain,( 28.87/4.04 spl0_22 | spl0_79 | ~spl0_265), 28.87/4.04 inference(avatar_split_clause,[],[f35694,f9918,f1161,f229])). 28.87/4.04 thf(f35694,plain,( 28.87/4.04 (c5 = c8) | (c1 = c4) | ~spl0_265), 28.87/4.04 inference(trivial_inequality_removal,[],[f35690])). 28.87/4.04 thf(f35690,plain,( 28.87/4.04 (c5 != c5) | (c5 = c8) | (c1 = c4) | ~spl0_265), 28.87/4.04 inference(superposition,[],[f13,f9920])). 28.87/4.04 thf(f9920,plain,( 28.87/4.04 (c5 = ((g @ c4) @ c5)) | ~spl0_265), 28.87/4.04 inference(avatar_component_clause,[],[f9918])). 28.87/4.04 thf(f13,plain,( 28.87/4.04 ( ! [X8 : $i,X9 : $i] : ((c5 != ((g @ X8) @ X9)) | (c8 = X9) | (c1 = X8)) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f35621,plain,( 28.87/4.04 spl0_203 | ~spl0_4 | ~spl0_166), 28.87/4.04 inference(avatar_split_clause,[],[f35620,f3315,f51,f4968])). 28.87/4.04 thf(f35620,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c4)) | (~spl0_4 | ~spl0_166)), 28.87/4.04 inference(forward_demodulation,[],[f35619,f53])). 28.87/4.04 thf(f35619,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ c3))) | ~spl0_166), 28.87/4.04 inference(trivial_inequality_removal,[],[f35617])). 28.87/4.04 thf(f35617,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c4) @ (s @ c3))) | ~spl0_166), 28.87/4.04 inference(superposition,[],[f26,f3317])). 28.87/4.04 thf(f3317,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c3)) | ~spl0_166), 28.87/4.04 inference(avatar_component_clause,[],[f3315])). 28.87/4.04 thf(f35290,plain,( 28.87/4.04 spl0_166 | ~spl0_4 | ~spl0_203), 28.87/4.04 inference(avatar_split_clause,[],[f35150,f4968,f51,f3315])). 28.87/4.04 thf(f35150,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c3)) | (~spl0_4 | ~spl0_203)), 28.87/4.04 inference(trivial_inequality_removal,[],[f5054])). 28.87/4.04 thf(f5054,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c4) @ c3)) | (~spl0_4 | ~spl0_203)), 28.87/4.04 inference(superposition,[],[f144,f4970])). 28.87/4.04 thf(f4970,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c4)) | ~spl0_203), 28.87/4.04 inference(avatar_component_clause,[],[f4968])). 28.87/4.04 thf(f35242,plain,( 28.87/4.04 spl0_219 | spl0_305 | spl0_306 | spl0_62 | ~spl0_34 | ~spl0_213 | spl0_275), 28.87/4.04 inference(avatar_split_clause,[],[f19025,f9969,f5752,f287,f491,f11709,f11705,f5852])). 28.87/4.04 thf(f19025,plain,( 28.87/4.04 (c4 = c3) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (~spl0_34 | ~spl0_213 | spl0_275)), 28.87/4.04 inference(forward_demodulation,[],[f18993,f5754])). 28.87/4.04 thf(f18993,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | spl0_275)), 28.87/4.04 inference(trivial_inequality_removal,[],[f11595])). 28.87/4.04 thf(f34889,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c3 != ((g @ c3) @ c5)) | (c4 != ((g @ c3) @ c5)) | (c4 != (s @ c3)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34869,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != ((g @ c3) @ c5)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c2 != ((g @ c8) @ c3)) | (c2 != ((g @ c3) @ c4)) | (c3 != ((g @ c3) @ c5)) | (c3 = ((g @ c8) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34860,plain,( 28.87/4.04 (c3 != ((g @ c3) @ c5)) | (c4 != ((g @ c3) @ c5)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34791,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != ((g @ c3) @ c5)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c2 != ((g @ c3) @ c4)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ c3) @ c5)) | (c2 = ((g @ (s @ c5)) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34780,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != ((g @ c3) @ c5)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c2 != ((g @ c4) @ c3)) | (c2 != ((g @ c3) @ c4)) | (c3 != ((g @ c3) @ c5)) | (c3 = ((g @ c4) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34629,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | (c3 != ((g @ c4) @ c4)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34393,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c2 != (s @ c1)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34384,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34337,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c2 != (s @ c1)) | (c5 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34308,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c4 != (s @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != ((g @ (s @ c5)) @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = ((g @ (s @ c5)) @ c1))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34220,plain,( 28.87/4.04 (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c2 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34177,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c1)) | (c2 != ((g @ c5) @ c1)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c2 != ((g @ c2) @ c3)) | (c2 != (s @ c1)) | (c5 = ((g @ c2) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34145,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | (c4 != ((g @ c4) @ c4)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f34129,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | (c4 != ((g @ c4) @ c4)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33897,plain,( 28.87/4.04 spl0_155 | ~spl0_2 | ~spl0_157), 28.87/4.04 inference(avatar_split_clause,[],[f33896,f3200,f41,f3132])). 28.87/4.04 thf(f33896,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c1)) | (~spl0_2 | ~spl0_157)), 28.87/4.04 inference(trivial_inequality_removal,[],[f33888])). 28.87/4.04 thf(f33888,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c5) @ c1)) | (~spl0_2 | ~spl0_157)), 28.87/4.04 inference(superposition,[],[f146,f3202])). 28.87/4.04 thf(f3202,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c2)) | ~spl0_157), 28.87/4.04 inference(avatar_component_clause,[],[f3200])). 28.87/4.04 thf(f33609,plain,( 28.87/4.04 spl0_330 | ~spl0_133), 28.87/4.04 inference(avatar_split_clause,[],[f33559,f2775,f24480])). 28.87/4.04 thf(f33559,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c1)) | ~spl0_133), 28.87/4.04 inference(trivial_inequality_removal,[],[f22105])). 28.87/4.04 thf(f22105,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ c1)) | ~spl0_133), 28.87/4.04 inference(superposition,[],[f29,f2777])). 28.87/4.04 thf(f2777,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c1)) | ~spl0_133), 28.87/4.04 inference(avatar_component_clause,[],[f2775])). 28.87/4.04 thf(f33585,plain,( 28.87/4.04 spl0_133 | spl0_134 | spl0_135 | spl0_136 | spl0_225), 28.87/4.04 inference(avatar_split_clause,[],[f33570,f6012,f2787,f2783,f2779,f2775])). 28.87/4.04 thf(f2779,plain,( 28.87/4.04 spl0_134 <=> (c5 = ((g @ (s @ c5)) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_134])])). 28.87/4.04 thf(f2783,plain,( 28.87/4.04 spl0_135 <=> (c4 = ((g @ (s @ c5)) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_135])])). 28.87/4.04 thf(f2787,plain,( 28.87/4.04 spl0_136 <=> (c2 = ((g @ (s @ c5)) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_136])])). 28.87/4.04 thf(f33570,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c1)) | (c4 = ((g @ (s @ c5)) @ c1)) | (c5 = ((g @ (s @ c5)) @ c1)) | (c3 = ((g @ (s @ c5)) @ c1)) | spl0_225), 28.87/4.04 inference(trivial_inequality_removal,[],[f22124])). 28.87/4.04 thf(f22124,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ c5)) @ c1)) | (c4 = ((g @ (s @ c5)) @ c1)) | (c5 = ((g @ (s @ c5)) @ c1)) | (c3 = ((g @ (s @ c5)) @ c1)) | spl0_225), 28.87/4.04 inference(superposition,[],[f6013,f23])). 28.87/4.04 thf(f6013,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c1)) | spl0_225), 28.87/4.04 inference(avatar_component_clause,[],[f6012])). 28.87/4.04 thf(f33574,plain,( 28.87/4.04 spl0_169 | spl0_170 | spl0_157 | spl0_171 | spl0_39 | ~spl0_132), 28.87/4.04 inference(avatar_split_clause,[],[f32570,f2770,f338,f3399,f3200,f3395,f3391])). 28.87/4.04 thf(f2770,plain,( 28.87/4.04 spl0_132 <=> (c2 = ((g @ (s @ c5)) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_132])])). 28.87/4.04 thf(f32570,plain,( 28.87/4.04 (c2 = c3) | (c2 = ((g @ c5) @ c2)) | (c4 = ((g @ c5) @ c2)) | (c5 = ((g @ c5) @ c2)) | (c3 = ((g @ c5) @ c2)) | ~spl0_132), 28.87/4.04 inference(superposition,[],[f2772,f215])). 28.87/4.04 thf(f2772,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c2)) | ~spl0_132), 28.87/4.04 inference(avatar_component_clause,[],[f2770])). 28.87/4.04 thf(f33554,plain,( 28.87/4.04 spl0_62 | ~spl0_17 | ~spl0_57 | ~spl0_73), 28.87/4.04 inference(avatar_split_clause,[],[f33553,f966,f466,f161,f491])). 28.87/4.04 thf(f466,plain,( 28.87/4.04 spl0_57 <=> (c4 = ((g @ c8) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_57])])). 28.87/4.04 thf(f33553,plain,( 28.87/4.04 (c4 = c3) | (~spl0_17 | ~spl0_57 | ~spl0_73)), 28.87/4.04 inference(forward_demodulation,[],[f33552,f468])). 28.87/4.04 thf(f468,plain,( 28.87/4.04 (c4 = ((g @ c8) @ c2)) | ~spl0_57), 28.87/4.04 inference(avatar_component_clause,[],[f466])). 28.87/4.04 thf(f33552,plain,( 28.87/4.04 (c3 = ((g @ c8) @ c2)) | (~spl0_17 | ~spl0_73)), 28.87/4.04 inference(forward_demodulation,[],[f33546,f163])). 28.87/4.04 thf(f33546,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c2)) | ~spl0_73), 28.87/4.04 inference(trivial_inequality_removal,[],[f1905])). 28.87/4.04 thf(f33545,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33529,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33514,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c1 != (s @ c8)) | (c5 != (s @ c4)) | (c5 != ((g @ c8) @ c8)) | (c4 != ((g @ c8) @ c4)) | (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c1 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33495,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ (s @ c5))) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c3)) | (c5 != (s @ c4)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c5 != ((g @ c8) @ c8)) | (c4 != ((g @ c8) @ c4)) | (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c5 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33297,plain,( 28.87/4.04 spl0_93 | ~spl0_5 | ~spl0_199), 28.87/4.04 inference(avatar_split_clause,[],[f33296,f4603,f56,f1861])). 28.87/4.04 thf(f1861,plain,( 28.87/4.04 spl0_93 <=> (c4 = ((g @ (s @ (s @ c5))) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_93])])). 28.87/4.04 thf(f33296,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c3)) | (~spl0_5 | ~spl0_199)), 28.87/4.04 inference(forward_demodulation,[],[f33295,f58])). 28.87/4.04 thf(f33295,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ (s @ c2))) | ~spl0_199), 28.87/4.04 inference(trivial_inequality_removal,[],[f33293])). 28.87/4.04 thf(f33293,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c2))) | ~spl0_199), 28.87/4.04 inference(superposition,[],[f26,f4605])). 28.87/4.04 thf(f4605,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c2)) | ~spl0_199), 28.87/4.04 inference(avatar_component_clause,[],[f4603])). 28.87/4.04 thf(f33019,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c4 != ((g @ (s @ c5)) @ c2)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f33003,plain,( 28.87/4.04 (c2 != ((g @ (s @ c5)) @ c2)) | (c4 != ((g @ (s @ c5)) @ c2)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32940,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c4 != ((g @ (s @ c5)) @ c2)) | (c5 != (s @ c4)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ c5)) @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c3 != ((g @ (s @ (s @ c5))) @ c8)) | (c3 = ((g @ (s @ c5)) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32770,plain,( 28.87/4.04 spl0_80 | spl0_81 | ~spl0_197), 28.87/4.04 inference(avatar_split_clause,[],[f32765,f4595,f1281,f1277])). 28.87/4.04 thf(f1277,plain,( 28.87/4.04 spl0_80 <=> (c1 = (s @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_80])])). 28.87/4.04 thf(f1281,plain,( 28.87/4.04 spl0_81 <=> (c8 = (s @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_81])])). 28.87/4.04 thf(f32765,plain,( 28.87/4.04 (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_197), 28.87/4.04 inference(trivial_inequality_removal,[],[f32759])). 28.87/4.04 thf(f32759,plain,( 28.87/4.04 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_197), 28.87/4.04 inference(superposition,[],[f12,f4597])). 28.87/4.04 thf(f4597,plain,( 28.87/4.04 (c5 = ((g @ (s @ (s @ c5))) @ c2)) | ~spl0_197), 28.87/4.04 inference(avatar_component_clause,[],[f4595])). 28.87/4.04 thf(f32742,plain,( 28.87/4.04 spl0_39 | ~spl0_2 | ~spl0_192 | ~spl0_198), 28.87/4.04 inference(avatar_split_clause,[],[f32741,f4599,f4555,f41,f338])). 28.87/4.04 thf(f32741,plain,( 28.87/4.04 (c2 = c3) | (~spl0_2 | ~spl0_192 | ~spl0_198)), 28.87/4.04 inference(forward_demodulation,[],[f32740,f4557])). 28.87/4.04 thf(f4557,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c1)) | ~spl0_192), 28.87/4.04 inference(avatar_component_clause,[],[f4555])). 28.87/4.04 thf(f32740,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c1)) | (~spl0_2 | ~spl0_198)), 28.87/4.04 inference(trivial_inequality_removal,[],[f32732])). 28.87/4.04 thf(f32648,plain,( 28.87/4.04 spl0_94 | ~spl0_4 | ~spl0_89), 28.87/4.04 inference(avatar_split_clause,[],[f32647,f1842,f51,f1865])). 28.87/4.04 thf(f1865,plain,( 28.87/4.04 spl0_94 <=> (c2 = ((g @ (s @ (s @ c5))) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_94])])). 28.87/4.04 thf(f1842,plain,( 28.87/4.04 spl0_89 <=> (c4 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_89])])). 28.87/4.04 thf(f32647,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c3)) | (~spl0_4 | ~spl0_89)), 28.87/4.04 inference(trivial_inequality_removal,[],[f32639])). 28.87/4.04 thf(f32639,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ (s @ (s @ c5))) @ c3)) | (~spl0_4 | ~spl0_89)), 28.87/4.04 inference(superposition,[],[f144,f1844])). 28.87/4.04 thf(f1844,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_89), 28.87/4.04 inference(avatar_component_clause,[],[f1842])). 28.87/4.04 thf(f32624,plain,( 28.87/4.04 spl0_87 | spl0_88 | spl0_89 | spl0_90 | spl0_65), 28.87/4.04 inference(avatar_split_clause,[],[f32623,f560,f1846,f1842,f1838,f1834])). 28.87/4.04 thf(f1834,plain,( 28.87/4.04 spl0_87 <=> (c3 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_87])])). 28.87/4.04 thf(f1838,plain,( 28.87/4.04 spl0_88 <=> (c5 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_88])])). 28.87/4.04 thf(f1846,plain,( 28.87/4.04 spl0_90 <=> (c2 = ((g @ (s @ (s @ c5))) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_90])])). 28.87/4.04 thf(f32623,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c4)) | (c4 = ((g @ (s @ (s @ c5))) @ c4)) | (c5 = ((g @ (s @ (s @ c5))) @ c4)) | (c3 = ((g @ (s @ (s @ c5))) @ c4)) | spl0_65), 28.87/4.04 inference(trivial_inequality_removal,[],[f32622])). 28.87/4.04 thf(f32622,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ (s @ c5))) @ c4)) | (c4 = ((g @ (s @ (s @ c5))) @ c4)) | (c5 = ((g @ (s @ (s @ c5))) @ c4)) | (c3 = ((g @ (s @ (s @ c5))) @ c4)) | spl0_65), 28.87/4.04 inference(superposition,[],[f561,f23])). 28.87/4.04 thf(f561,plain,( 28.87/4.04 (c1 != ((g @ (s @ (s @ c5))) @ c4)) | spl0_65), 28.87/4.04 inference(avatar_component_clause,[],[f560])). 28.87/4.04 thf(f32560,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32531,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c3 != ((g @ (s @ (s @ c5))) @ c2)) | (c3 != (s @ c2)) | (c1 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c2 != (s @ c1)) | (c1 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32445,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c2)) | (c1 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c2 = ((g @ c4) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32431,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c3 != ((g @ (s @ (s @ c5))) @ c2)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32417,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ (s @ c5)) @ c2)) | (c2 != ((g @ c1) @ c4)) | (c1 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32321,plain,( 28.87/4.04 spl0_132 | ~spl0_5 | ~spl0_127), 28.87/4.04 inference(avatar_split_clause,[],[f32320,f2749,f56,f2770])). 28.87/4.04 thf(f32320,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c2)) | (~spl0_5 | ~spl0_127)), 28.87/4.04 inference(trivial_inequality_removal,[],[f32312])). 28.87/4.04 thf(f32312,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ (s @ c5)) @ c2)) | (~spl0_5 | ~spl0_127)), 28.87/4.04 inference(superposition,[],[f145,f2751])). 28.87/4.04 thf(f2751,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ c3)) | ~spl0_127), 28.87/4.04 inference(avatar_component_clause,[],[f2749])). 28.87/4.04 thf(f32304,plain,( 28.87/4.04 spl0_100 | spl0_101 | spl0_102 | spl0_103 | spl0_99), 28.87/4.04 inference(avatar_split_clause,[],[f32303,f1921,f2030,f2026,f2022,f2018])). 28.87/4.04 thf(f2022,plain,( 28.87/4.04 spl0_101 <=> (c5 = ((g @ (s @ c5)) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_101])])). 28.87/4.04 thf(f2030,plain,( 28.87/4.04 spl0_103 <=> (c2 = ((g @ (s @ c5)) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_103])])). 28.87/4.04 thf(f1921,plain,( 28.87/4.04 spl0_99 <=> (c1 = ((g @ (s @ c5)) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_99])])). 28.87/4.04 thf(f32303,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c4)) | (c4 = ((g @ (s @ c5)) @ c4)) | (c5 = ((g @ (s @ c5)) @ c4)) | (c3 = ((g @ (s @ c5)) @ c4)) | spl0_99), 28.87/4.04 inference(trivial_inequality_removal,[],[f32302])). 28.87/4.04 thf(f32302,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ c5)) @ c4)) | (c4 = ((g @ (s @ c5)) @ c4)) | (c5 = ((g @ (s @ c5)) @ c4)) | (c3 = ((g @ (s @ c5)) @ c4)) | spl0_99), 28.87/4.04 inference(superposition,[],[f1922,f23])). 28.87/4.04 thf(f1922,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c4)) | spl0_99), 28.87/4.04 inference(avatar_component_clause,[],[f1921])). 28.87/4.04 thf(f32278,plain,( 28.87/4.04 spl0_100 | ~spl0_104), 28.87/4.04 inference(avatar_split_clause,[],[f32277,f2047,f2018])). 28.87/4.04 thf(f32277,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c4)) | ~spl0_104), 28.87/4.04 inference(trivial_inequality_removal,[],[f32276])). 28.87/4.04 thf(f32276,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c5)) @ c4)) | ~spl0_104), 28.87/4.04 inference(superposition,[],[f28,f2049])). 28.87/4.04 thf(f2049,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c4)) | ~spl0_104), 28.87/4.04 inference(avatar_component_clause,[],[f2047])). 28.87/4.04 thf(f32253,plain,( 28.87/4.04 spl0_125 | spl0_126 | spl0_127 | spl0_128 | spl0_39 | ~spl0_94), 28.87/4.04 inference(avatar_split_clause,[],[f2691,f1865,f338,f2753,f2749,f2745,f2741])). 28.87/4.04 thf(f2691,plain,( 28.87/4.04 (c2 = c3) | (c2 = ((g @ (s @ c5)) @ c3)) | (c4 = ((g @ (s @ c5)) @ c3)) | (c5 = ((g @ (s @ c5)) @ c3)) | (c3 = ((g @ (s @ c5)) @ c3)) | ~spl0_94), 28.87/4.04 inference(superposition,[],[f1867,f215])). 28.87/4.04 thf(f1867,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c3)) | ~spl0_94), 28.87/4.04 inference(avatar_component_clause,[],[f1865])). 28.87/4.04 thf(f32252,plain,( 28.87/4.04 spl0_89 | ~spl0_4 | ~spl0_94), 28.87/4.04 inference(avatar_split_clause,[],[f32251,f1865,f51,f1842])). 28.87/4.04 thf(f32251,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c4)) | (~spl0_4 | ~spl0_94)), 28.87/4.04 inference(forward_demodulation,[],[f32223,f53])). 28.87/4.04 thf(f32223,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ (s @ c3))) | ~spl0_94), 28.87/4.04 inference(trivial_inequality_removal,[],[f1954])). 28.87/4.04 thf(f1954,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c3))) | ~spl0_94), 28.87/4.04 inference(superposition,[],[f26,f1867])). 28.87/4.04 thf(f32232,plain,( 28.87/4.04 spl0_104 | ~spl0_100), 28.87/4.04 inference(avatar_split_clause,[],[f2045,f2018,f2047])). 28.87/4.04 thf(f2045,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c4)) | ~spl0_100), 28.87/4.04 inference(trivial_inequality_removal,[],[f2036])). 28.87/4.04 thf(f2036,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ c4)) | ~spl0_100), 28.87/4.04 inference(superposition,[],[f29,f2020])). 28.87/4.04 thf(f2020,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ c4)) | ~spl0_100), 28.87/4.04 inference(avatar_component_clause,[],[f2018])). 28.87/4.04 thf(f32218,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32206,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32156,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c5 != (s @ c4)) | (c1 != ((g @ (s @ c5)) @ c4)) | (c4 != ((g @ c5) @ c4)) | (c4 != (s @ c3)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != (s @ c2)) | (c1 = ((g @ c5) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f32154,plain,( 28.87/4.04 (c2 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != ((g @ c5) @ c4)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c5 = ((g @ c5) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31960,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c5)) | (c4 != ((g @ c5) @ c5)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31871,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c1 != ((g @ c5) @ c5)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ c5) @ c2)) | (c5 != (s @ c4)) | (c4 != ((g @ c5) @ c5)) | (c4 != (s @ c3)) | (c5 = ((g @ (s @ c5)) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31870,plain,( 28.87/4.04 (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c1 != ((g @ c5) @ c5)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ c5) @ c2)) | (c4 != ((g @ c5) @ c5)) | (c4 != (s @ c3)) | (c2 = ((g @ (s @ c5)) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31846,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c2)) | (c1 != ((g @ c5) @ c5)) | (c4 != ((g @ c5) @ c5)) | (c4 = ((g @ c4) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31815,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c5)) | (c4 != ((g @ c5) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31685,plain,( 28.87/4.04 spl0_105 | spl0_106 | spl0_107 | spl0_108 | spl0_31 | ~spl0_99), 28.87/4.04 inference(avatar_split_clause,[],[f4459,f1921,f271,f2066,f2062,f2058,f2054])). 28.87/4.04 thf(f4459,plain,( 28.87/4.04 (c1 = c3) | (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | ~spl0_99), 28.87/4.04 inference(superposition,[],[f215,f1923])). 28.87/4.04 thf(f1923,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ c4)) | ~spl0_99), 28.87/4.04 inference(avatar_component_clause,[],[f1921])). 28.87/4.04 thf(f31668,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | (c1 != ((g @ c4) @ c4)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31452,plain,( 28.87/4.04 (c2 != ((g @ c4) @ c4)) | (c1 != ((g @ c4) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31391,plain,( 28.87/4.04 spl0_99 | ~spl0_87), 28.87/4.04 inference(avatar_split_clause,[],[f31372,f1834,f1921])). 28.87/4.04 thf(f31372,plain,( 28.87/4.04 (c1 = ((g @ (s @ c5)) @ c4)) | ~spl0_87), 28.87/4.04 inference(trivial_inequality_removal,[],[f1910])). 28.87/4.04 thf(f1910,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ c4)) | ~spl0_87), 28.87/4.04 inference(superposition,[],[f29,f1836])). 28.87/4.04 thf(f1836,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_87), 28.87/4.04 inference(avatar_component_clause,[],[f1834])). 28.87/4.04 thf(f31386,plain,( 28.87/4.04 spl0_87 | ~spl0_99), 28.87/4.04 inference(avatar_split_clause,[],[f31374,f1921,f1834])). 28.87/4.04 thf(f31374,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_99), 28.87/4.04 inference(trivial_inequality_removal,[],[f1932])). 28.87/4.04 thf(f1932,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_99), 28.87/4.04 inference(superposition,[],[f28,f1923])). 28.87/4.04 thf(f31371,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31240,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c8)) | (c1 = ((g @ c5) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31123,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f31107,plain,( 28.87/4.04 (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f30872,plain,( 28.87/4.04 spl0_97 | ~spl0_3 | ~spl0_90), 28.87/4.04 inference(avatar_split_clause,[],[f30871,f1846,f46,f1890])). 28.87/4.04 thf(f30871,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ c5)) | (~spl0_3 | ~spl0_90)), 28.87/4.04 inference(forward_demodulation,[],[f30870,f48])). 28.87/4.04 thf(f30870,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ (s @ c4))) | ~spl0_90), 28.87/4.04 inference(trivial_inequality_removal,[],[f30868])). 28.87/4.04 thf(f30868,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ c4))) | ~spl0_90), 28.87/4.04 inference(superposition,[],[f26,f1848])). 28.87/4.04 thf(f1848,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_90), 28.87/4.04 inference(avatar_component_clause,[],[f1846])). 28.87/4.04 thf(f30841,plain,( 28.87/4.04 spl0_80 | spl0_81 | ~spl0_88), 28.87/4.04 inference(avatar_split_clause,[],[f30836,f1838,f1281,f1277])). 28.87/4.04 thf(f30836,plain,( 28.87/4.04 (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_88), 28.87/4.04 inference(trivial_inequality_removal,[],[f30830])). 28.87/4.04 thf(f30830,plain,( 28.87/4.04 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_88), 28.87/4.04 inference(superposition,[],[f12,f1840])). 28.87/4.04 thf(f1840,plain,( 28.87/4.04 (c5 = ((g @ (s @ (s @ c5))) @ c4)) | ~spl0_88), 28.87/4.04 inference(avatar_component_clause,[],[f1838])). 28.87/4.04 thf(f30640,plain,( 28.87/4.04 spl0_149 | spl0_150 | spl0_110 | spl0_151 | spl0_186), 28.87/4.04 inference(avatar_split_clause,[],[f30639,f3973,f2960,f2125,f2956,f2952])). 28.87/4.04 thf(f3973,plain,( 28.87/4.04 spl0_186 <=> (c1 = ((g @ (s @ c5)) @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_186])])). 28.87/4.04 thf(f30639,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_186), 28.87/4.04 inference(trivial_inequality_removal,[],[f30638])). 28.87/4.04 thf(f30638,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_186), 28.87/4.04 inference(superposition,[],[f3974,f23])). 28.87/4.04 thf(f3974,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c5)) | spl0_186), 28.87/4.04 inference(avatar_component_clause,[],[f3973])). 28.87/4.04 thf(f30119,plain,( 28.87/4.04 spl0_84 | spl0_69 | ~spl0_126), 28.87/4.04 inference(avatar_split_clause,[],[f30112,f2745,f679,f1407])). 28.87/4.04 thf(f1407,plain,( 28.87/4.04 spl0_84 <=> (c1 = (s @ c5))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_84])])). 28.87/4.04 thf(f679,plain,( 28.87/4.04 spl0_69 <=> (c8 = c3)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_69])])). 28.87/4.04 thf(f30112,plain,( 28.87/4.04 (c8 = c3) | (c1 = (s @ c5)) | ~spl0_126), 28.87/4.04 inference(trivial_inequality_removal,[],[f30108])). 28.87/4.04 thf(f30108,plain,( 28.87/4.04 (c5 != c5) | (c8 = c3) | (c1 = (s @ c5)) | ~spl0_126), 28.87/4.04 inference(superposition,[],[f13,f2747])). 28.87/4.04 thf(f2747,plain,( 28.87/4.04 (c5 = ((g @ (s @ c5)) @ c3)) | ~spl0_126), 28.87/4.04 inference(avatar_component_clause,[],[f2745])). 28.87/4.04 thf(f29997,plain,( 28.87/4.04 spl0_212 | ~spl0_4 | ~spl0_209), 28.87/4.04 inference(avatar_split_clause,[],[f29996,f5509,f51,f5580])). 28.87/4.04 thf(f5580,plain,( 28.87/4.04 spl0_212 <=> (c2 = ((g @ c3) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_212])])). 28.87/4.04 thf(f29996,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_209)), 28.87/4.04 inference(trivial_inequality_removal,[],[f29988])). 28.87/4.04 thf(f29988,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_209)), 28.87/4.04 inference(superposition,[],[f144,f5511])). 28.87/4.04 thf(f5511,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c4)) | ~spl0_209), 28.87/4.04 inference(avatar_component_clause,[],[f5509])). 28.87/4.04 thf(f29607,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c2)) | (c1 != ((g @ c4) @ c2)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f29477,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c2)) | (c1 != ((g @ c4) @ c2)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c4) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f29330,plain,( 28.87/4.04 spl0_290 | ~spl0_2 | ~spl0_272), 28.87/4.04 inference(avatar_split_clause,[],[f12274,f9956,f41,f11497])). 28.87/4.04 thf(f11497,plain,( 28.87/4.04 spl0_290 <=> (c2 = ((g @ c3) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_290])])). 28.87/4.04 thf(f12274,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c1)) | (~spl0_2 | ~spl0_272)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12266])). 28.87/4.04 thf(f12266,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c3) @ c1)) | (~spl0_2 | ~spl0_272)), 28.87/4.04 inference(superposition,[],[f146,f9958])). 28.87/4.04 thf(f9958,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c2)) | ~spl0_272), 28.87/4.04 inference(avatar_component_clause,[],[f9956])). 28.87/4.04 thf(f29313,plain,( 28.87/4.04 spl0_274 | spl0_273 | spl0_272 | spl0_31 | ~spl0_4 | ~spl0_178 | spl0_312), 28.87/4.04 inference(avatar_split_clause,[],[f29312,f12199,f3662,f51,f271,f9956,f9960,f9964])). 28.87/4.04 thf(f3662,plain,( 28.87/4.04 spl0_178 <=> (c1 = ((g @ c4) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_178])])). 28.87/4.04 thf(f29312,plain,( 28.87/4.04 (c1 = c3) | (c4 = ((g @ c3) @ c2)) | (c5 = ((g @ c3) @ c2)) | (c3 = ((g @ c3) @ c2)) | (~spl0_4 | ~spl0_178 | spl0_312)), 28.87/4.04 inference(forward_demodulation,[],[f29287,f3664])). 28.87/4.04 thf(f3664,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c2)) | ~spl0_178), 28.87/4.04 inference(avatar_component_clause,[],[f3662])). 28.87/4.04 thf(f29023,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c4)) | (c3 != ((g @ c4) @ c4)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28776,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c1 != ((g @ c1) @ c5)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28760,plain,( 28.87/4.04 (c1 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c4 != ((g @ c8) @ c2)) | (c4 != ((g @ c1) @ c5)) | (c5 = ((g @ c8) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28722,plain,( 28.87/4.04 (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != ((g @ c5) @ c4)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c2)) | (c4 != ((g @ c1) @ c5)) | (c4 = ((g @ c5) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28720,plain,( 28.87/4.04 (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c2)) | (c4 != ((g @ (s @ (s @ c5))) @ (s @ c5))) | (c4 != ((g @ c1) @ c5)) | (c3 = ((g @ (s @ (s @ c5))) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28690,plain,( 28.87/4.04 (c1 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c4 != ((g @ (s @ c5)) @ c5)) | (c4 != ((g @ c1) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28685,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c3 != ((g @ c5) @ c3)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = ((g @ c5) @ c1))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28673,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != ((g @ c5) @ c2)) | (c3 != (s @ c2)) | (c5 != ((g @ c1) @ c1)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c4)) | (c5 = ((g @ c5) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28672,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != ((g @ c5) @ c2)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = ((g @ c5) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28666,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != ((g @ c4) @ c2)) | (c3 = ((g @ c4) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28663,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != ((g @ c4) @ c2)) | (c2 = ((g @ c4) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28651,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != ((g @ (s @ (s @ c5))) @ c2)) | (c3 != (s @ c2)) | (c5 != ((g @ c1) @ c1)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c4)) | (c5 = ((g @ (s @ (s @ c5))) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28643,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c3) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 = ((g @ c3) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28633,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28617,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != (s @ c8)) | (c3 != ((g @ c4) @ (s @ c5))) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = ((g @ c4) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28614,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c5 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28605,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c1 != (s @ c8)) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 != ((g @ c1) @ c2)) | (c1 != ((g @ c1) @ c5)) | (c1 = ((g @ (s @ c5)) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28558,plain,( 28.87/4.04 (c1 != ((g @ c1) @ c5)) | (c5 != ((g @ c1) @ c1)) | (c2 != ((g @ c1) @ c4)) | (c4 != ((g @ c1) @ c5)) | (c4 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f28490,plain,( 28.87/4.04 spl0_62 | ~spl0_2 | ~spl0_216 | ~spl0_218), 28.87/4.04 inference(avatar_split_clause,[],[f28489,f5801,f5767,f41,f491])). 28.87/4.04 thf(f28489,plain,( 28.87/4.04 (c4 = c3) | (~spl0_2 | ~spl0_216 | ~spl0_218)), 28.87/4.04 inference(forward_demodulation,[],[f28488,f5769])). 28.87/4.04 thf(f28488,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c4)) | (~spl0_2 | ~spl0_218)), 28.87/4.04 inference(forward_demodulation,[],[f28483,f43])). 28.87/4.04 thf(f28483,plain,( 28.87/4.04 (c3 = ((g @ (s @ c1)) @ c4)) | ~spl0_218), 28.87/4.04 inference(trivial_inequality_removal,[],[f28482])). 28.87/4.04 thf(f28008,plain,( 28.87/4.04 spl0_11 | spl0_79 | ~spl0_122), 28.87/4.04 inference(avatar_split_clause,[],[f28001,f2728,f1161,f90])). 28.87/4.04 thf(f28001,plain,( 28.87/4.04 (c5 = c8) | (c5 = c1) | ~spl0_122), 28.87/4.04 inference(trivial_inequality_removal,[],[f27997])). 28.87/4.04 thf(f27997,plain,( 28.87/4.04 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_122), 28.87/4.04 inference(superposition,[],[f13,f2730])). 28.87/4.04 thf(f2730,plain,( 28.87/4.04 (c5 = ((g @ c5) @ c5)) | ~spl0_122), 28.87/4.04 inference(avatar_component_clause,[],[f2728])). 28.87/4.04 thf(f27975,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c3)) | (c2 != ((g @ c4) @ c3)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f27879,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c3)) | (c2 != ((g @ c4) @ c3)) | (c4 != (s @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != ((g @ c5) @ c3)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = ((g @ c5) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f27758,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c3)) | (c2 != ((g @ c4) @ c3)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f27738,plain,( 28.87/4.04 spl0_39 | ~spl0_3 | ~spl0_105 | ~spl0_123), 28.87/4.04 inference(avatar_split_clause,[],[f27737,f2732,f2054,f46,f338])). 28.87/4.04 thf(f27737,plain,( 28.87/4.04 (c2 = c3) | (~spl0_3 | ~spl0_105 | ~spl0_123)), 28.87/4.04 inference(forward_demodulation,[],[f27736,f2056])). 28.87/4.04 thf(f2056,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c4)) | ~spl0_105), 28.87/4.04 inference(avatar_component_clause,[],[f2054])). 28.87/4.04 thf(f27736,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c4)) | (~spl0_3 | ~spl0_123)), 28.87/4.04 inference(trivial_inequality_removal,[],[f27728])). 28.87/4.04 thf(f27728,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c5) @ c4)) | (~spl0_3 | ~spl0_123)), 28.87/4.04 inference(superposition,[],[f143,f2734])). 28.87/4.04 thf(f2734,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c5)) | ~spl0_123), 28.87/4.04 inference(avatar_component_clause,[],[f2732])). 28.87/4.04 thf(f27719,plain,( 28.87/4.04 spl0_231 | ~spl0_124), 28.87/4.04 inference(avatar_split_clause,[],[f27718,f2736,f7323])). 28.87/4.04 thf(f27718,plain,( 28.87/4.04 (c4 = ((g @ c5) @ (s @ c5))) | ~spl0_124), 28.87/4.04 inference(trivial_inequality_removal,[],[f27716])). 28.87/4.04 thf(f27716,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ c5) @ (s @ c5))) | ~spl0_124), 28.87/4.04 inference(superposition,[],[f26,f2738])). 28.87/4.04 thf(f2738,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c5)) | ~spl0_124), 28.87/4.04 inference(avatar_component_clause,[],[f2736])). 28.87/4.04 thf(f27699,plain,( 28.87/4.04 spl0_109 | ~spl0_3 | ~spl0_105), 28.87/4.04 inference(avatar_split_clause,[],[f27698,f2054,f46,f2083])). 28.87/4.04 thf(f2083,plain,( 28.87/4.04 spl0_109 <=> (c1 = ((g @ c4) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_109])])). 28.87/4.04 thf(f27698,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c4)) | (~spl0_3 | ~spl0_105)), 28.87/4.04 inference(trivial_inequality_removal,[],[f27689])). 28.87/4.04 thf(f27689,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c4)) | (~spl0_3 | ~spl0_105)), 28.87/4.04 inference(superposition,[],[f150,f2056])). 28.87/4.04 thf(f27235,plain,( 28.87/4.04 (c2 != ((g @ c4) @ (s @ c5))) | (c3 != ((g @ c4) @ (s @ c5))) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f27004,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26993,plain,( 28.87/4.04 (c1 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26926,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c3)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c2 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c3)) | (c3 != ((g @ (s @ c5)) @ c3)) | (c2 = ((g @ (s @ c5)) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26897,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c3)) | (c1 != ((g @ c5) @ c3)) | (c3 != ((g @ c5) @ c3)) | (c3 = ((g @ c4) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26679,plain,( 28.87/4.04 spl0_105 | spl0_106 | spl0_107 | spl0_108 | spl0_39 | ~spl0_103), 28.87/4.04 inference(avatar_split_clause,[],[f2671,f2030,f338,f2066,f2062,f2058,f2054])). 28.87/4.04 thf(f2671,plain,( 28.87/4.04 (c2 = c3) | (c2 = ((g @ c5) @ c4)) | (c4 = ((g @ c5) @ c4)) | (c5 = ((g @ c5) @ c4)) | (c3 = ((g @ c5) @ c4)) | ~spl0_103), 28.87/4.04 inference(superposition,[],[f215,f2032])). 28.87/4.04 thf(f2032,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c4)) | ~spl0_103), 28.87/4.04 inference(avatar_component_clause,[],[f2030])). 28.87/4.04 thf(f26648,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c3)) | (c1 != ((g @ c1) @ c3)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26140,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c2)) | (c4 != ((g @ c2) @ c2)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f26124,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c2)) | (c4 != ((g @ c2) @ c2)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f25887,plain,( 28.87/4.04 (c1 != ((g @ c3) @ c1)) | (c3 != ((g @ c3) @ c1)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f25654,plain,( 28.87/4.04 ~spl0_267), 28.87/4.04 inference(avatar_contradiction_clause,[],[f25653])). 28.87/4.04 thf(f25653,plain,( 28.87/4.04 $false | ~spl0_267), 28.87/4.04 inference(trivial_inequality_removal,[],[f25645])). 28.87/4.04 thf(f25645,plain,( 28.87/4.04 (c4 != c4) | ~spl0_267), 28.87/4.04 inference(superposition,[],[f17,f9932])). 28.87/4.04 thf(f9932,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c1)) | ~spl0_267), 28.87/4.04 inference(avatar_component_clause,[],[f9930])). 28.87/4.04 thf(f17,plain,( 28.87/4.04 ( ! [X6 : $i] : ((c4 != ((g @ X6) @ c1))) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f25565,plain,( 28.87/4.04 spl0_293 | spl0_322 | spl0_323 | spl0_324 | spl0_298 | ~spl0_2 | ~spl0_34), 28.87/4.04 inference(avatar_split_clause,[],[f11587,f287,f41,f11626,f19011,f19007,f19003,f11509])). 28.87/4.04 thf(f11626,plain,( 28.87/4.04 spl0_298 <=> (c4 = ((g @ c2) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_298])])). 28.87/4.04 thf(f25300,plain,( 28.87/4.04 spl0_22 | ~spl0_5 | ~spl0_274 | ~spl0_298), 28.87/4.04 inference(avatar_split_clause,[],[f25299,f11626,f9964,f56,f229])). 28.87/4.04 thf(f25299,plain,( 28.87/4.04 (c1 = c4) | (~spl0_5 | ~spl0_274 | ~spl0_298)), 28.87/4.04 inference(forward_demodulation,[],[f12220,f11628])). 28.87/4.04 thf(f11628,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c2)) | ~spl0_298), 28.87/4.04 inference(avatar_component_clause,[],[f11626])). 28.87/4.04 thf(f12220,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_274)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12211])). 28.87/4.04 thf(f12211,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ c2)) | (~spl0_5 | ~spl0_274)), 28.87/4.04 inference(superposition,[],[f152,f9966])). 28.87/4.04 thf(f25286,plain,( 28.87/4.04 spl0_20 | ~spl0_4 | ~spl0_269 | ~spl0_290), 28.87/4.04 inference(avatar_split_clause,[],[f25285,f11497,f9938,f51,f221])). 28.87/4.04 thf(f221,plain,( 28.87/4.04 spl0_20 <=> (c1 = c2)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_20])])). 28.87/4.04 thf(f25285,plain,( 28.87/4.04 (c1 = c2) | (~spl0_4 | ~spl0_269 | ~spl0_290)), 28.87/4.04 inference(forward_demodulation,[],[f25284,f11499])). 28.87/4.04 thf(f11499,plain,( 28.87/4.04 (c2 = ((g @ c3) @ c1)) | ~spl0_290), 28.87/4.04 inference(avatar_component_clause,[],[f11497])). 28.87/4.04 thf(f25263,plain,( 28.87/4.04 spl0_22 | spl0_66 | ~spl0_268), 28.87/4.04 inference(avatar_split_clause,[],[f25260,f9934,f585,f229])). 28.87/4.04 thf(f585,plain,( 28.87/4.04 spl0_66 <=> (c8 = c1)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_66])])). 28.87/4.04 thf(f25260,plain,( 28.87/4.04 (c8 = c1) | (c1 = c4) | ~spl0_268), 28.87/4.04 inference(trivial_inequality_removal,[],[f25256])). 28.87/4.04 thf(f25256,plain,( 28.87/4.04 (c5 != c5) | (c8 = c1) | (c1 = c4) | ~spl0_268), 28.87/4.04 inference(superposition,[],[f13,f9936])). 28.87/4.04 thf(f9936,plain,( 28.87/4.04 (c5 = ((g @ c4) @ c1)) | ~spl0_268), 28.87/4.04 inference(avatar_component_clause,[],[f9934])). 28.87/4.04 thf(f24868,plain,( 28.87/4.04 spl0_20 | spl0_72 | ~spl0_323), 28.87/4.04 inference(avatar_split_clause,[],[f24867,f19007,f946,f221])). 28.87/4.04 thf(f946,plain,( 28.87/4.04 spl0_72 <=> (c8 = c2)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_72])])). 28.87/4.04 thf(f24867,plain,( 28.87/4.04 (c8 = c2) | (c1 = c2) | ~spl0_323), 28.87/4.04 inference(trivial_inequality_removal,[],[f24861])). 28.87/4.04 thf(f24861,plain,( 28.87/4.04 (c5 != c5) | (c8 = c2) | (c1 = c2) | ~spl0_323), 28.87/4.04 inference(superposition,[],[f12,f19009])). 28.87/4.04 thf(f19009,plain,( 28.87/4.04 (c5 = ((g @ c2) @ c1)) | ~spl0_323), 28.87/4.04 inference(avatar_component_clause,[],[f19007])). 28.87/4.04 thf(f24853,plain,( 28.87/4.04 ~spl0_322), 28.87/4.04 inference(avatar_contradiction_clause,[],[f24852])). 28.87/4.04 thf(f24852,plain,( 28.87/4.04 $false | ~spl0_322), 28.87/4.04 inference(trivial_inequality_removal,[],[f24844])). 28.87/4.04 thf(f24844,plain,( 28.87/4.04 (c4 != c4) | ~spl0_322), 28.87/4.04 inference(superposition,[],[f17,f19005])). 28.87/4.04 thf(f19005,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c1)) | ~spl0_322), 28.87/4.04 inference(avatar_component_clause,[],[f19003])). 28.87/4.04 thf(f24838,plain,( 28.87/4.04 spl0_11 | ~spl0_2 | ~spl0_7 | ~spl0_324), 28.87/4.04 inference(avatar_split_clause,[],[f24837,f19011,f66,f41,f90])). 28.87/4.04 thf(f66,plain,( 28.87/4.04 spl0_7 <=> (c5 = ((g @ c1) @ c1))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_7])])). 28.87/4.04 thf(f24837,plain,( 28.87/4.04 (c5 = c1) | (~spl0_2 | ~spl0_7 | ~spl0_324)), 28.87/4.04 inference(forward_demodulation,[],[f24836,f68])). 28.87/4.04 thf(f68,plain,( 28.87/4.04 (c5 = ((g @ c1) @ c1)) | ~spl0_7), 28.87/4.04 inference(avatar_component_clause,[],[f66])). 28.87/4.04 thf(f24836,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c1)) | (~spl0_2 | ~spl0_324)), 28.87/4.04 inference(trivial_inequality_removal,[],[f24827])). 28.87/4.04 thf(f24827,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ c1)) | (~spl0_2 | ~spl0_324)), 28.87/4.04 inference(superposition,[],[f153,f19013])). 28.87/4.04 thf(f19013,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c1)) | ~spl0_324), 28.87/4.04 inference(avatar_component_clause,[],[f19011])). 28.87/4.04 thf(f24733,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c4)) | (c2 != ((g @ (s @ c5)) @ c4)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f24685,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ c4)) | (c2 != ((g @ (s @ c5)) @ c4)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c2 != ((g @ (s @ (s @ c5))) @ c5)) | (c2 != (s @ c1)) | (c4 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f24518,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c4)) | (c2 != ((g @ (s @ c5)) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f24501,plain,( 28.87/4.04 spl0_149 | spl0_150 | spl0_110 | spl0_151 | spl0_95), 28.87/4.04 inference(avatar_split_clause,[],[f24394,f1882,f2960,f2125,f2956,f2952])). 28.87/4.04 thf(f24394,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_95), 28.87/4.04 inference(trivial_inequality_removal,[],[f2683])). 28.87/4.04 thf(f2683,plain,( 28.87/4.04 (c3 != c3) | (c2 = ((g @ (s @ c5)) @ c5)) | (c4 = ((g @ (s @ c5)) @ c5)) | (c5 = ((g @ (s @ c5)) @ c5)) | (c3 = ((g @ (s @ c5)) @ c5)) | spl0_95), 28.87/4.04 inference(superposition,[],[f1883,f215])). 28.87/4.04 thf(f24494,plain,( 28.87/4.04 spl0_103 | ~spl0_3 | ~spl0_110), 28.87/4.04 inference(avatar_split_clause,[],[f24396,f2125,f46,f2030])). 28.87/4.04 thf(f24396,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c4)) | (~spl0_3 | ~spl0_110)), 28.87/4.04 inference(trivial_inequality_removal,[],[f2131])). 28.87/4.04 thf(f2131,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ (s @ c5)) @ c4)) | (~spl0_3 | ~spl0_110)), 28.87/4.04 inference(superposition,[],[f143,f2127])). 28.87/4.04 thf(f2127,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ c5)) | ~spl0_110), 28.87/4.04 inference(avatar_component_clause,[],[f2125])). 28.87/4.04 thf(f24478,plain,( 28.87/4.04 spl0_245 | ~spl0_141), 28.87/4.04 inference(avatar_split_clause,[],[f8302,f2809,f8304])). 28.87/4.04 thf(f8304,plain,( 28.87/4.04 spl0_245 <=> (c1 = ((g @ c5) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_245])])). 28.87/4.04 thf(f8302,plain,( 28.87/4.04 (c1 = ((g @ c5) @ (s @ c5))) | ~spl0_141), 28.87/4.04 inference(trivial_inequality_removal,[],[f8293])). 28.87/4.04 thf(f8293,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c5) @ (s @ c5))) | ~spl0_141), 28.87/4.04 inference(superposition,[],[f29,f2811])). 28.87/4.04 thf(f2811,plain,( 28.87/4.04 (c3 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_141), 28.87/4.04 inference(avatar_component_clause,[],[f2809])). 28.87/4.04 thf(f23908,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ (s @ c5))) | (c3 != ((g @ c5) @ (s @ c5))) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f23429,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f23418,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ (s @ c5))) | (c3 != ((g @ (s @ c5)) @ (s @ c5))) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f23183,plain,( 28.87/4.04 (c2 != ((g @ c4) @ (s @ c5))) | (c1 != ((g @ c4) @ (s @ c5))) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f22971,plain,( 28.87/4.04 (c2 != ((g @ c4) @ (s @ c5))) | (c1 != ((g @ c4) @ (s @ c5))) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f22955,plain,( 28.87/4.04 spl0_238 | ~spl0_256), 28.87/4.04 inference(avatar_split_clause,[],[f22954,f9583,f7421])). 28.87/4.04 thf(f7421,plain,( 28.87/4.04 spl0_238 <=> (c2 = ((g @ c4) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_238])])). 28.87/4.04 thf(f9583,plain,( 28.87/4.04 spl0_256 <=> (c4 = ((g @ c4) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_256])])). 28.87/4.04 thf(f22954,plain,( 28.87/4.04 (c2 = ((g @ c4) @ (s @ c5))) | ~spl0_256), 28.87/4.04 inference(trivial_inequality_removal,[],[f22946])). 28.87/4.04 thf(f22946,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c4) @ (s @ c5))) | ~spl0_256), 28.87/4.04 inference(superposition,[],[f27,f9585])). 28.87/4.04 thf(f9585,plain,( 28.87/4.04 (c4 = ((g @ c4) @ (s @ (s @ c5)))) | ~spl0_256), 28.87/4.04 inference(avatar_component_clause,[],[f9583])). 28.87/4.04 thf(f22934,plain,( 28.87/4.04 spl0_254 | spl0_255 | spl0_256 | spl0_257 | spl0_251), 28.87/4.04 inference(avatar_split_clause,[],[f22933,f8700,f9587,f9583,f9579,f9575])). 28.87/4.04 thf(f9579,plain,( 28.87/4.04 spl0_255 <=> (c5 = ((g @ c4) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_255])])). 28.87/4.04 thf(f8700,plain,( 28.87/4.04 spl0_251 <=> (c1 = ((g @ c4) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_251])])). 28.87/4.04 thf(f22933,plain,( 28.87/4.04 (c2 = ((g @ c4) @ (s @ (s @ c5)))) | (c4 = ((g @ c4) @ (s @ (s @ c5)))) | (c5 = ((g @ c4) @ (s @ (s @ c5)))) | (c3 = ((g @ c4) @ (s @ (s @ c5)))) | spl0_251), 28.87/4.04 inference(trivial_inequality_removal,[],[f22932])). 28.87/4.04 thf(f22932,plain,( 28.87/4.04 (c1 != c1) | (c2 = ((g @ c4) @ (s @ (s @ c5)))) | (c4 = ((g @ c4) @ (s @ (s @ c5)))) | (c5 = ((g @ c4) @ (s @ (s @ c5)))) | (c3 = ((g @ c4) @ (s @ (s @ c5)))) | spl0_251), 28.87/4.04 inference(superposition,[],[f8701,f23])). 28.87/4.04 thf(f8701,plain,( 28.87/4.04 (c1 != ((g @ c4) @ (s @ (s @ c5)))) | spl0_251), 28.87/4.04 inference(avatar_component_clause,[],[f8700])). 28.87/4.04 thf(f22930,plain,( 28.87/4.04 spl0_22 | spl0_81 | ~spl0_255), 28.87/4.04 inference(avatar_split_clause,[],[f22923,f9579,f1281,f229])). 28.87/4.04 thf(f22923,plain,( 28.87/4.04 (c8 = (s @ (s @ c5))) | (c1 = c4) | ~spl0_255), 28.87/4.04 inference(trivial_inequality_removal,[],[f22919])). 28.87/4.04 thf(f22919,plain,( 28.87/4.04 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = c4) | ~spl0_255), 28.87/4.04 inference(superposition,[],[f13,f9581])). 28.87/4.04 thf(f9581,plain,( 28.87/4.04 (c5 = ((g @ c4) @ (s @ (s @ c5)))) | ~spl0_255), 28.87/4.04 inference(avatar_component_clause,[],[f9579])). 28.87/4.04 thf(f22774,plain,( 28.87/4.04 spl0_250 | ~spl0_5 | ~spl0_246), 28.87/4.04 inference(avatar_split_clause,[],[f22773,f8523,f56,f8552])). 28.87/4.04 thf(f8552,plain,( 28.87/4.04 spl0_250 <=> (c1 = ((g @ c2) @ (s @ c5)))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_250])])). 28.87/4.04 thf(f22773,plain,( 28.87/4.04 (c1 = ((g @ c2) @ (s @ c5))) | (~spl0_5 | ~spl0_246)), 28.87/4.04 inference(trivial_inequality_removal,[],[f22764])). 28.87/4.04 thf(f22764,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c2) @ (s @ c5))) | (~spl0_5 | ~spl0_246)), 28.87/4.04 inference(superposition,[],[f152,f8525])). 28.87/4.04 thf(f8525,plain,( 28.87/4.04 (c3 = ((g @ c3) @ (s @ c5))) | ~spl0_246), 28.87/4.04 inference(avatar_component_clause,[],[f8523])). 28.87/4.04 thf(f22490,plain,( 28.87/4.04 (c1 != ((g @ (s @ c5)) @ c2)) | (c4 != ((g @ (s @ c5)) @ c2)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c5 != (s @ c4)) | (c5 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f22256,plain,( 28.87/4.04 spl0_131 | ~spl0_2 | ~spl0_136), 28.87/4.04 inference(avatar_split_clause,[],[f22255,f2787,f41,f2766])). 28.87/4.04 thf(f2766,plain,( 28.87/4.04 spl0_131 <=> (c4 = ((g @ (s @ c5)) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_131])])). 28.87/4.04 thf(f22255,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ c2)) | (~spl0_2 | ~spl0_136)), 28.87/4.04 inference(forward_demodulation,[],[f22254,f43])). 28.87/4.04 thf(f22254,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ (s @ c1))) | ~spl0_136), 28.87/4.04 inference(trivial_inequality_removal,[],[f22252])). 28.87/4.04 thf(f22252,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ c5)) @ (s @ c1))) | ~spl0_136), 28.87/4.04 inference(superposition,[],[f26,f2789])). 28.87/4.04 thf(f2789,plain,( 28.87/4.04 (c2 = ((g @ (s @ c5)) @ c1)) | ~spl0_136), 28.87/4.04 inference(avatar_component_clause,[],[f2787])). 28.87/4.04 thf(f22234,plain,( 28.87/4.04 spl0_84 | spl0_66 | ~spl0_134), 28.87/4.04 inference(avatar_split_clause,[],[f22231,f2779,f585,f1407])). 28.87/4.04 thf(f22231,plain,( 28.87/4.04 (c8 = c1) | (c1 = (s @ c5)) | ~spl0_134), 28.87/4.04 inference(trivial_inequality_removal,[],[f22227])). 28.87/4.04 thf(f22227,plain,( 28.87/4.04 (c5 != c5) | (c8 = c1) | (c1 = (s @ c5)) | ~spl0_134), 28.87/4.04 inference(superposition,[],[f13,f2781])). 28.87/4.04 thf(f2781,plain,( 28.87/4.04 (c5 = ((g @ (s @ c5)) @ c1)) | ~spl0_134), 28.87/4.04 inference(avatar_component_clause,[],[f2779])). 28.87/4.04 thf(f22214,plain,( 28.87/4.04 ~spl0_135), 28.87/4.04 inference(avatar_contradiction_clause,[],[f22213])). 28.87/4.04 thf(f22213,plain,( 28.87/4.04 $false | ~spl0_135), 28.87/4.04 inference(trivial_inequality_removal,[],[f22205])). 28.87/4.04 thf(f22205,plain,( 28.87/4.04 (c4 != c4) | ~spl0_135), 28.87/4.04 inference(superposition,[],[f17,f2785])). 28.87/4.04 thf(f2785,plain,( 28.87/4.04 (c4 = ((g @ (s @ c5)) @ c1)) | ~spl0_135), 28.87/4.04 inference(avatar_component_clause,[],[f2783])). 28.87/4.04 thf(f22116,plain,( 28.87/4.04 spl0_31 | ~spl0_133 | ~spl0_152), 28.87/4.04 inference(avatar_split_clause,[],[f22115,f3120,f2775,f271])). 28.87/4.04 thf(f22115,plain,( 28.87/4.04 (c1 = c3) | (~spl0_133 | ~spl0_152)), 28.87/4.04 inference(forward_demodulation,[],[f22114,f3122])). 28.87/4.04 thf(f22114,plain,( 28.87/4.04 (c1 = ((g @ c5) @ c1)) | ~spl0_133), 28.87/4.04 inference(trivial_inequality_removal,[],[f22105])). 28.87/4.04 thf(f21972,plain,( 28.87/4.04 spl0_219 | spl0_305 | spl0_306 | spl0_22 | spl0_62 | ~spl0_34 | ~spl0_213 | ~spl0_250), 28.87/4.04 inference(avatar_split_clause,[],[f19029,f8552,f5752,f287,f491,f229,f11709,f11705,f5852])). 28.87/4.04 thf(f19029,plain,( 28.87/4.04 (c4 = c3) | (c1 = c4) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (~spl0_34 | ~spl0_213 | ~spl0_250)), 28.87/4.04 inference(forward_demodulation,[],[f11596,f5754])). 28.87/4.04 thf(f11596,plain,( 28.87/4.04 (c1 = c4) | (c3 = ((g @ c2) @ c5)) | (c5 = ((g @ c2) @ c5)) | (c4 = ((g @ c2) @ c5)) | (c3 = ((g @ c3) @ c5)) | (~spl0_34 | ~spl0_250)), 28.87/4.04 inference(superposition,[],[f8554,f10480])). 28.87/4.04 thf(f8554,plain,( 28.87/4.04 (c1 = ((g @ c2) @ (s @ c5))) | ~spl0_250), 28.87/4.04 inference(avatar_component_clause,[],[f8552])). 28.87/4.04 thf(f21951,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c1 = c2)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f21851,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c4 != ((g @ c4) @ c3)) | (c4 != (s @ c3)) | (c1 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c2 != (s @ c1)) | (c1 = ((g @ c4) @ c3))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f21738,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c2)) | (c2 != ((g @ c4) @ c2)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c2))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f21722,plain,( 28.87/4.04 spl0_62 | ~spl0_4 | ~spl0_203 | ~spl0_205), 28.87/4.04 inference(avatar_split_clause,[],[f21721,f4989,f4968,f51,f491])). 28.87/4.04 thf(f21721,plain,( 28.87/4.04 (c4 = c3) | (~spl0_4 | ~spl0_203 | ~spl0_205)), 28.87/4.04 inference(forward_demodulation,[],[f21720,f4970])). 28.87/4.04 thf(f21720,plain,( 28.87/4.04 (c3 = ((g @ c4) @ c4)) | (~spl0_4 | ~spl0_205)), 28.87/4.04 inference(forward_demodulation,[],[f21715,f53])). 28.87/4.04 thf(f21715,plain,( 28.87/4.04 (c3 = ((g @ (s @ c3)) @ c4)) | ~spl0_205), 28.87/4.04 inference(trivial_inequality_removal,[],[f21714])). 28.87/4.04 thf(f21719,plain,( 28.87/4.04 spl0_31 | spl0_11 | spl0_22 | spl0_20 | spl0_62 | ~spl0_4 | ~spl0_203 | ~spl0_205), 28.87/4.04 inference(avatar_split_clause,[],[f21718,f4989,f4968,f51,f491,f221,f229,f90,f271])). 28.87/4.04 thf(f21718,plain,( 28.87/4.04 (c4 = c3) | (c1 = c2) | (c1 = c4) | (c5 = c1) | (c1 = c3) | (~spl0_4 | ~spl0_203 | ~spl0_205)), 28.87/4.04 inference(forward_demodulation,[],[f21706,f4970])). 28.87/4.04 thf(f21706,plain,( 28.87/4.04 (c1 = c2) | (c3 = ((g @ c4) @ c4)) | (c1 = c4) | (c5 = c1) | (c1 = c3) | (~spl0_4 | ~spl0_205)), 28.87/4.04 inference(superposition,[],[f2663,f4991])). 28.87/4.04 thf(f21549,plain,( 28.87/4.04 spl0_178 | ~spl0_3 | ~spl0_169), 28.87/4.04 inference(avatar_split_clause,[],[f21548,f3391,f46,f3662])). 28.87/4.04 thf(f21548,plain,( 28.87/4.04 (c1 = ((g @ c4) @ c2)) | (~spl0_3 | ~spl0_169)), 28.87/4.04 inference(trivial_inequality_removal,[],[f21539])). 28.87/4.04 thf(f21539,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c4) @ c2)) | (~spl0_3 | ~spl0_169)), 28.87/4.04 inference(superposition,[],[f150,f3393])). 28.87/4.04 thf(f3393,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c2)) | ~spl0_169), 28.87/4.04 inference(avatar_component_clause,[],[f3391])). 28.87/4.04 thf(f21516,plain,( 28.87/4.04 spl0_161 | ~spl0_4 | ~spl0_107), 28.87/4.04 inference(avatar_split_clause,[],[f21489,f2062,f51,f3256])). 28.87/4.04 thf(f3256,plain,( 28.87/4.04 spl0_161 <=> (c2 = ((g @ c5) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_161])])). 28.87/4.04 thf(f21489,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c3)) | (~spl0_4 | ~spl0_107)), 28.87/4.04 inference(trivial_inequality_removal,[],[f4947])). 28.87/4.04 thf(f4947,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c5) @ c3)) | (~spl0_4 | ~spl0_107)), 28.87/4.04 inference(superposition,[],[f144,f2064])). 28.87/4.04 thf(f2064,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c4)) | ~spl0_107), 28.87/4.04 inference(avatar_component_clause,[],[f2062])). 28.87/4.04 thf(f21477,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c2)) | (c3 != ((g @ c4) @ c2)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f21249,plain,( 28.87/4.04 spl0_11 | spl0_79 | ~spl0_106), 28.87/4.04 inference(avatar_split_clause,[],[f21244,f2058,f1161,f90])). 28.87/4.04 thf(f21244,plain,( 28.87/4.04 (c5 = c8) | (c5 = c1) | ~spl0_106), 28.87/4.04 inference(trivial_inequality_removal,[],[f21238])). 28.87/4.04 thf(f21238,plain,( 28.87/4.04 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_106), 28.87/4.04 inference(superposition,[],[f12,f2060])). 28.87/4.04 thf(f2060,plain,( 28.87/4.04 (c5 = ((g @ c5) @ c4)) | ~spl0_106), 28.87/4.04 inference(avatar_component_clause,[],[f2058])). 28.87/4.04 thf(f21226,plain,( 28.87/4.04 spl0_44 | ~spl0_4 | ~spl0_107 | ~spl0_160), 28.87/4.04 inference(avatar_split_clause,[],[f21225,f3252,f2062,f51,f360])). 28.87/4.04 thf(f21225,plain,( 28.87/4.04 (c2 = c4) | (~spl0_4 | ~spl0_107 | ~spl0_160)), 28.87/4.04 inference(forward_demodulation,[],[f21208,f3254])). 28.87/4.04 thf(f3254,plain,( 28.87/4.04 (c4 = ((g @ c5) @ c3)) | ~spl0_160), 28.87/4.04 inference(avatar_component_clause,[],[f3252])). 28.87/4.04 thf(f21208,plain,( 28.87/4.04 (c2 = ((g @ c5) @ c3)) | (~spl0_4 | ~spl0_107)), 28.87/4.04 inference(trivial_inequality_removal,[],[f4947])). 28.87/4.04 thf(f21205,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c1 != ((g @ c4) @ c4)) | (c5 = c1)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f21197,plain,( 28.87/4.04 (c4 != ((g @ c4) @ c4)) | (c1 != ((g @ c4) @ c4)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f20942,plain,( 28.87/4.04 spl0_22 | spl0_69 | ~spl0_164), 28.87/4.04 inference(avatar_split_clause,[],[f20935,f3307,f679,f229])). 28.87/4.04 thf(f20935,plain,( 28.87/4.04 (c8 = c3) | (c1 = c4) | ~spl0_164), 28.87/4.04 inference(trivial_inequality_removal,[],[f20931])). 28.87/4.04 thf(f20931,plain,( 28.87/4.04 (c5 != c5) | (c8 = c3) | (c1 = c4) | ~spl0_164), 28.87/4.04 inference(superposition,[],[f13,f3309])). 28.87/4.04 thf(f3309,plain,( 28.87/4.04 (c5 = ((g @ c4) @ c3)) | ~spl0_164), 28.87/4.04 inference(avatar_component_clause,[],[f3307])). 28.87/4.04 thf(f20866,plain,( 28.87/4.04 spl0_271 | spl0_295 | spl0_296 | spl0_297 | spl0_44 | ~spl0_4 | ~spl0_34 | ~spl0_217), 28.87/4.04 inference(avatar_split_clause,[],[f11609,f5771,f287,f51,f360,f11620,f11616,f11612,f9950])). 28.87/4.04 thf(f5771,plain,( 28.87/4.04 spl0_217 <=> (c2 = ((g @ c2) @ c4))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_217])])). 28.87/4.04 thf(f11609,plain,( 28.87/4.04 (c2 = c4) | (c3 = ((g @ c2) @ c3)) | (c5 = ((g @ c2) @ c3)) | (c4 = ((g @ c2) @ c3)) | (c3 = ((g @ c3) @ c3)) | (~spl0_4 | ~spl0_34 | ~spl0_217)), 28.87/4.04 inference(forward_demodulation,[],[f11585,f5773])). 28.87/4.04 thf(f5773,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c4)) | ~spl0_217), 28.87/4.04 inference(avatar_component_clause,[],[f5771])). 28.87/4.04 thf(f20861,plain,( 28.87/4.04 spl0_217 | ~spl0_3 | ~spl0_219), 28.87/4.04 inference(avatar_split_clause,[],[f20858,f5852,f46,f5771])). 28.87/4.04 thf(f20858,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c4)) | (~spl0_3 | ~spl0_219)), 28.87/4.04 inference(trivial_inequality_removal,[],[f5877])). 28.87/4.04 thf(f5877,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c2) @ c4)) | (~spl0_3 | ~spl0_219)), 28.87/4.04 inference(superposition,[],[f143,f5854])). 28.87/4.04 thf(f5854,plain,( 28.87/4.04 (c4 = ((g @ c2) @ c5)) | ~spl0_219), 28.87/4.04 inference(avatar_component_clause,[],[f5852])). 28.87/4.04 thf(f20818,plain,( 28.87/4.04 spl0_328 | spl0_219 | spl0_305 | spl0_306 | spl0_22 | ~spl0_34 | ~spl0_250), 28.87/4.04 inference(avatar_split_clause,[],[f11596,f8552,f287,f229,f11709,f11705,f5852,f20814])). 28.87/4.04 thf(f20803,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c3) @ c3)) | (c4 != ((g @ c3) @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f20787,plain,( 28.87/4.04 (c2 != ((g @ c3) @ c3)) | (c4 != ((g @ c3) @ c3)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f20660,plain,( 28.87/4.04 (c2 != ((g @ c3) @ c3)) | (c4 != ((g @ c3) @ c3)) | (c4 != ((g @ c3) @ c4)) | (c2 = ((g @ c3) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f20550,plain,( 28.87/4.04 (c4 != ((g @ c1) @ c3)) | (c2 != ((g @ c1) @ c3)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f20242,plain,( 28.87/4.04 spl0_20 | ~spl0_2 | ~spl0_224 | ~spl0_297), 28.87/4.04 inference(avatar_split_clause,[],[f20241,f11620,f5935,f41,f221])). 28.87/4.04 thf(f5935,plain,( 28.87/4.04 spl0_224 <=> (c2 = ((g @ c1) @ c3))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_224])])). 28.87/4.04 thf(f20241,plain,( 28.87/4.04 (c1 = c2) | (~spl0_2 | ~spl0_224 | ~spl0_297)), 28.87/4.04 inference(forward_demodulation,[],[f20240,f5937])). 28.87/4.04 thf(f5937,plain,( 28.87/4.04 (c2 = ((g @ c1) @ c3)) | ~spl0_224), 28.87/4.04 inference(avatar_component_clause,[],[f5935])). 28.87/4.04 thf(f20240,plain,( 28.87/4.04 (c1 = ((g @ c1) @ c3)) | (~spl0_2 | ~spl0_297)), 28.87/4.04 inference(trivial_inequality_removal,[],[f20231])). 28.87/4.04 thf(f20231,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ c3)) | (~spl0_2 | ~spl0_297)), 28.87/4.04 inference(superposition,[],[f153,f11622])). 28.87/4.04 thf(f19873,plain,( 28.87/4.04 spl0_66 | ~spl0_263), 28.87/4.04 inference(avatar_split_clause,[],[f19872,f9664,f585])). 28.87/4.04 thf(f9664,plain,( 28.87/4.04 spl0_263 <=> (c5 = ((g @ c1) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_263])])). 28.87/4.04 thf(f19872,plain,( 28.87/4.04 (c8 = c1) | ~spl0_263), 28.87/4.04 inference(trivial_inequality_removal,[],[f19871])). 28.87/4.04 thf(f19871,plain,( 28.87/4.04 (c5 != c5) | (c8 = c1) | ~spl0_263), 28.87/4.04 inference(duplicate_literal_removal,[],[f19864])). 28.87/4.04 thf(f19864,plain,( 28.87/4.04 (c5 != c5) | (c8 = c1) | (c8 = c1) | ~spl0_263), 28.87/4.04 inference(superposition,[],[f10,f9666])). 28.87/4.04 thf(f9666,plain,( 28.87/4.04 (c5 = ((g @ c1) @ c8)) | ~spl0_263), 28.87/4.04 inference(avatar_component_clause,[],[f9664])). 28.87/4.04 thf(f10,plain,( 28.87/4.04 ( ! [X8 : $i,X9 : $i] : ((c5 != ((g @ X8) @ X9)) | (c8 = X8) | (c1 = X9)) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f19851,plain,( 28.87/4.04 ~spl0_280), 28.87/4.04 inference(avatar_contradiction_clause,[],[f19850])). 28.87/4.04 thf(f19850,plain,( 28.87/4.04 $false | ~spl0_280), 28.87/4.04 inference(trivial_inequality_removal,[],[f19839])). 28.87/4.04 thf(f19839,plain,( 28.87/4.04 (c3 != c3) | ~spl0_280), 28.87/4.04 inference(superposition,[],[f19,f10128])). 28.87/4.04 thf(f10128,plain,( 28.87/4.04 (c3 = ((g @ c1) @ c8)) | ~spl0_280), 28.87/4.04 inference(avatar_component_clause,[],[f10126])). 28.87/4.04 thf(f10126,plain,( 28.87/4.04 spl0_280 <=> (c3 = ((g @ c1) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_280])])). 28.87/4.04 thf(f19,plain,( 28.87/4.04 ( ! [X7 : $i] : ((c3 != ((g @ c1) @ X7))) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f19803,plain,( 28.87/4.04 spl0_176 | ~spl0_17 | ~spl0_174), 28.87/4.04 inference(avatar_split_clause,[],[f19802,f3478,f161,f3618])). 28.87/4.04 thf(f3618,plain,( 28.87/4.04 spl0_176 <=> (c2 = ((g @ c3) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_176])])). 28.87/4.04 thf(f19802,plain,( 28.87/4.04 (c2 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_174)), 28.87/4.04 inference(trivial_inequality_removal,[],[f19793])). 28.87/4.04 thf(f19793,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_17 | ~spl0_174)), 28.87/4.04 inference(superposition,[],[f169,f3480])). 28.87/4.04 thf(f3480,plain,( 28.87/4.04 (c4 = ((g @ c3) @ c8)) | ~spl0_174), 28.87/4.04 inference(avatar_component_clause,[],[f3478])). 28.87/4.04 thf(f19305,plain,( 28.87/4.04 (c2 != ((g @ c2) @ (s @ c5))) | (c1 != ((g @ c2) @ (s @ c5))) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f19069,plain,( 28.87/4.04 spl0_280 | spl0_263 | spl0_264 | spl0_282 | ~spl0_2), 28.87/4.04 inference(avatar_split_clause,[],[f11418,f41,f10147,f9668,f9664,f10126])). 28.87/4.04 thf(f10147,plain,( 28.87/4.04 spl0_282 <=> (c3 = ((g @ c2) @ c8))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_282])])). 28.87/4.04 thf(f11418,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c8)) | (c4 = ((g @ c1) @ c8)) | (c5 = ((g @ c1) @ c8)) | (c3 = ((g @ c1) @ c8)) | ~spl0_2), 28.87/4.04 inference(trivial_inequality_removal,[],[f11413])). 28.87/4.04 thf(f11413,plain,( 28.87/4.04 (c2 != c2) | (c3 = ((g @ c2) @ c8)) | (c4 = ((g @ c1) @ c8)) | (c5 = ((g @ c1) @ c8)) | (c3 = ((g @ c1) @ c8)) | ~spl0_2), 28.87/4.04 inference(superposition,[],[f16,f2665])). 28.87/4.04 thf(f18968,plain,( 28.87/4.04 (c4 != ((g @ c2) @ c5)) | (c2 != ((g @ c2) @ c5)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f18725,plain,( 28.87/4.04 (c4 != ((g @ c3) @ c3)) | (c3 != ((g @ c3) @ c3)) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f18605,plain,( 28.87/4.04 (c2 != ((g @ c1) @ c3)) | (c1 != ((g @ c2) @ (s @ c5))) | (c4 != ((g @ c1) @ c4)) | (c4 != ((g @ c3) @ c3)) | (c3 != ((g @ c3) @ (s @ c5))) | (c3 != ((g @ c3) @ c3)) | (c1 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f18513,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c2)) | (c3 != ((g @ c2) @ c2)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f18060,plain,( 28.87/4.04 (c4 != ((g @ c2) @ (s @ c5))) | (c1 != ((g @ c2) @ (s @ c5))) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f17619,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c4) @ c1)) | (c3 != ((g @ c4) @ c1)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f17608,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c1)) | (c3 != ((g @ c4) @ c1)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f17395,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c4) @ c5)) | (c3 != ((g @ c4) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f17384,plain,( 28.87/4.04 (c1 != ((g @ c4) @ c5)) | (c3 != ((g @ c4) @ c5)) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f16940,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ (s @ c5))) | (c1 != ((g @ (s @ c5)) @ (s @ c5))) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f15424,plain,( 28.87/4.04 (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c1 != (s @ c8)) | (c5 != (s @ c4)) | (c1 != c4) | (c4 != (s @ c3)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f15198,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c3)) | (c3 != ((g @ c2) @ c3)) | (c2 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14503,plain,( 28.87/4.04 (c2 != ((g @ c2) @ c4)) | (c4 != ((g @ c2) @ c4)) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14290,plain,( 28.87/4.04 (c2 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14274,plain,( 28.87/4.04 (c2 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c2 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14125,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c1 != ((g @ c3) @ c3)) | (c2 != ((g @ c3) @ (s @ c5))) | (c2 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 != ((g @ c3) @ c5)) | (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c1 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14118,plain,( 28.87/4.04 (c2 != ((g @ c3) @ (s @ c5))) | (c2 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 = ((g @ c3) @ (s @ c5)))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f14059,plain,( 28.87/4.04 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c8 != c3) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f13799,plain,( 28.87/4.04 (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c3 != ((g @ c3) @ (s @ (s @ c5)))) | (c4 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f13710,plain,( 28.87/4.04 (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c3 != ((g @ c3) @ (s @ (s @ c5)))) | (c3 != ((g @ c3) @ c8)) | (c4 = ((g @ c3) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f13598,plain,( 28.87/4.04 spl0_44 | ~spl0_275 | ~spl0_301), 28.87/4.04 inference(avatar_split_clause,[],[f13597,f11641,f9969,f360])). 28.87/4.04 thf(f13597,plain,( 28.87/4.04 (c2 = c4) | (~spl0_275 | ~spl0_301)), 28.87/4.04 inference(forward_demodulation,[],[f13596,f9971])). 28.87/4.04 thf(f13582,plain,( 28.87/4.04 spl0_20 | ~spl0_2 | ~spl0_289 | ~spl0_303), 28.87/4.04 inference(avatar_split_clause,[],[f13581,f11649,f11318,f41,f221])). 28.87/4.04 thf(f13581,plain,( 28.87/4.04 (c1 = c2) | (~spl0_2 | ~spl0_289 | ~spl0_303)), 28.87/4.04 inference(forward_demodulation,[],[f13580,f11320])). 28.87/4.04 thf(f11320,plain,( 28.87/4.04 (c2 = ((g @ c1) @ (s @ (s @ c5)))) | ~spl0_289), 28.87/4.04 inference(avatar_component_clause,[],[f11318])). 28.87/4.04 thf(f13580,plain,( 28.87/4.04 (c1 = ((g @ c1) @ (s @ (s @ c5)))) | (~spl0_2 | ~spl0_303)), 28.87/4.04 inference(trivial_inequality_removal,[],[f13571])). 28.87/4.04 thf(f13571,plain,( 28.87/4.04 (c3 != c3) | (c1 = ((g @ c1) @ (s @ (s @ c5)))) | (~spl0_2 | ~spl0_303)), 28.87/4.04 inference(superposition,[],[f153,f11651])). 28.87/4.04 thf(f11651,plain,( 28.87/4.04 (c3 = ((g @ c2) @ (s @ (s @ c5)))) | ~spl0_303), 28.87/4.04 inference(avatar_component_clause,[],[f11649])). 28.87/4.04 thf(f13556,plain,( 28.87/4.04 spl0_20 | spl0_81 | ~spl0_302), 28.87/4.04 inference(avatar_split_clause,[],[f13549,f11645,f1281,f221])). 28.87/4.04 thf(f13549,plain,( 28.87/4.04 (c8 = (s @ (s @ c5))) | (c1 = c2) | ~spl0_302), 28.87/4.04 inference(trivial_inequality_removal,[],[f13545])). 28.87/4.04 thf(f13545,plain,( 28.87/4.04 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = c2) | ~spl0_302), 28.87/4.04 inference(superposition,[],[f13,f11647])). 28.87/4.04 thf(f11647,plain,( 28.87/4.04 (c5 = ((g @ c2) @ (s @ (s @ c5)))) | ~spl0_302), 28.87/4.04 inference(avatar_component_clause,[],[f11645])). 28.87/4.04 thf(f13416,plain,( 28.87/4.04 spl0_39 | ~spl0_275 | ~spl0_306), 28.87/4.04 inference(avatar_split_clause,[],[f13415,f11709,f9969,f338])). 28.87/4.04 thf(f13415,plain,( 28.87/4.04 (c2 = c3) | (~spl0_275 | ~spl0_306)), 28.87/4.04 inference(forward_demodulation,[],[f13414,f11711])). 28.87/4.04 thf(f13414,plain,( 28.87/4.04 (c2 = ((g @ c2) @ c5)) | ~spl0_275), 28.87/4.04 inference(trivial_inequality_removal,[],[f13406])). 28.87/4.04 thf(f13378,plain,( 28.87/4.04 (c4 != ((g @ c3) @ (s @ (s @ c5)))) | (c1 != ((g @ c3) @ (s @ (s @ c5)))) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f12715,plain,( 28.87/4.04 spl0_20 | spl0_79 | ~spl0_305), 28.87/4.04 inference(avatar_split_clause,[],[f12708,f11705,f1161,f221])). 28.87/4.04 thf(f12708,plain,( 28.87/4.04 (c5 = c8) | (c1 = c2) | ~spl0_305), 28.87/4.04 inference(trivial_inequality_removal,[],[f12704])). 28.87/4.04 thf(f12704,plain,( 28.87/4.04 (c5 != c5) | (c5 = c8) | (c1 = c2) | ~spl0_305), 28.87/4.04 inference(superposition,[],[f13,f11707])). 28.87/4.04 thf(f11707,plain,( 28.87/4.04 (c5 = ((g @ c2) @ c5)) | ~spl0_305), 28.87/4.04 inference(avatar_component_clause,[],[f11705])). 28.87/4.04 thf(f12531,plain,( 28.87/4.04 spl0_62 | ~spl0_3 | ~spl0_160 | ~spl0_162), 28.87/4.04 inference(avatar_split_clause,[],[f12530,f3272,f3252,f46,f491])). 28.87/4.04 thf(f12530,plain,( 28.87/4.04 (c4 = c3) | (~spl0_3 | ~spl0_160 | ~spl0_162)), 28.87/4.04 inference(forward_demodulation,[],[f12529,f3254])). 28.87/4.04 thf(f12529,plain,( 28.87/4.04 (c3 = ((g @ c5) @ c3)) | (~spl0_3 | ~spl0_162)), 28.87/4.04 inference(forward_demodulation,[],[f12524,f48])). 28.87/4.04 thf(f12524,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ c3)) | ~spl0_162), 28.87/4.04 inference(trivial_inequality_removal,[],[f12523])). 28.87/4.04 thf(f12528,plain,( 28.87/4.04 spl0_31 | spl0_11 | spl0_22 | spl0_20 | spl0_62 | ~spl0_3 | ~spl0_160 | ~spl0_162), 28.87/4.04 inference(avatar_split_clause,[],[f12527,f3272,f3252,f46,f491,f221,f229,f90,f271])). 28.87/4.04 thf(f12527,plain,( 28.87/4.04 (c4 = c3) | (c1 = c2) | (c1 = c4) | (c5 = c1) | (c1 = c3) | (~spl0_3 | ~spl0_160 | ~spl0_162)), 28.87/4.04 inference(forward_demodulation,[],[f12514,f3254])). 28.87/4.04 thf(f12514,plain,( 28.87/4.04 (c1 = c2) | (c3 = ((g @ c5) @ c3)) | (c1 = c4) | (c5 = c1) | (c1 = c3) | (~spl0_3 | ~spl0_162)), 28.87/4.04 inference(superposition,[],[f2662,f3274])). 28.87/4.04 thf(f12276,plain,( 28.87/4.04 spl0_39 | ~spl0_2 | ~spl0_272 | ~spl0_293), 28.87/4.04 inference(avatar_split_clause,[],[f12275,f11509,f9956,f41,f338])). 28.87/4.04 thf(f12275,plain,( 28.87/4.04 (c2 = c3) | (~spl0_2 | ~spl0_272 | ~spl0_293)), 28.87/4.04 inference(forward_demodulation,[],[f12274,f11511])). 28.87/4.04 thf(f11511,plain,( 28.87/4.04 (c3 = ((g @ c3) @ c1)) | ~spl0_293), 28.87/4.04 inference(avatar_component_clause,[],[f11509])). 28.87/4.04 thf(f12249,plain,( 28.87/4.04 spl0_20 | spl0_69 | ~spl0_273), 28.87/4.04 inference(avatar_split_clause,[],[f12248,f9960,f679,f221])). 28.87/4.04 thf(f12248,plain,( 28.87/4.04 (c8 = c3) | (c1 = c2) | ~spl0_273), 28.87/4.04 inference(trivial_inequality_removal,[],[f12238])). 28.87/4.04 thf(f12238,plain,( 28.87/4.04 (c5 != c5) | (c8 = c3) | (c1 = c2) | ~spl0_273), 28.87/4.04 inference(superposition,[],[f10,f9962])). 28.87/4.04 thf(f9962,plain,( 28.87/4.04 (c5 = ((g @ c3) @ c2)) | ~spl0_273), 28.87/4.04 inference(avatar_component_clause,[],[f9960])). 28.87/4.04 thf(f12222,plain,( 28.87/4.04 spl0_31 | ~spl0_5 | ~spl0_274 | ~spl0_300), 28.87/4.04 inference(avatar_split_clause,[],[f12221,f11634,f9964,f56,f271])). 28.87/4.04 thf(f12221,plain,( 28.87/4.04 (c1 = c3) | (~spl0_5 | ~spl0_274 | ~spl0_300)), 28.87/4.04 inference(forward_demodulation,[],[f12220,f11636])). 28.87/4.04 thf(f12163,plain,( 28.87/4.04 spl0_182 | ~spl0_5 | ~spl0_165), 28.87/4.04 inference(avatar_split_clause,[],[f12162,f3311,f56,f3700])). 28.87/4.04 thf(f3700,plain,( 28.87/4.04 spl0_182 <=> (c2 = ((g @ c4) @ c2))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_182])])). 28.87/4.04 thf(f12162,plain,( 28.87/4.04 (c2 = ((g @ c4) @ c2)) | (~spl0_5 | ~spl0_165)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12154])). 28.87/4.04 thf(f12154,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c4) @ c2)) | (~spl0_5 | ~spl0_165)), 28.87/4.04 inference(superposition,[],[f145,f3313])). 28.87/4.04 thf(f3313,plain,( 28.87/4.04 (c4 = ((g @ c4) @ c3)) | ~spl0_165), 28.87/4.04 inference(avatar_component_clause,[],[f3311])). 28.87/4.04 thf(f12082,plain,( 28.87/4.04 spl0_12 | ~spl0_2 | ~spl0_7 | ~spl0_310), 28.87/4.04 inference(avatar_split_clause,[],[f12081,f11998,f66,f41,f95])). 28.87/4.04 thf(f95,plain,( 28.87/4.04 spl0_12 <=> (c5 = c2)), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_12])])). 28.87/4.04 thf(f12081,plain,( 28.87/4.04 (c5 = c2) | (~spl0_2 | ~spl0_7 | ~spl0_310)), 28.87/4.04 inference(forward_demodulation,[],[f12080,f68])). 28.87/4.04 thf(f12080,plain,( 28.87/4.04 (c2 = ((g @ c1) @ c1)) | (~spl0_2 | ~spl0_310)), 28.87/4.04 inference(trivial_inequality_removal,[],[f12072])). 28.87/4.04 thf(f12072,plain,( 28.87/4.04 (c4 != c4) | (c2 = ((g @ c1) @ c1)) | (~spl0_2 | ~spl0_310)), 28.87/4.04 inference(superposition,[],[f146,f12000])). 28.87/4.04 thf(f12000,plain,( 28.87/4.04 (c4 = ((g @ c1) @ c2)) | ~spl0_310), 28.87/4.04 inference(avatar_component_clause,[],[f11998])). 28.87/4.04 thf(f12059,plain,( 28.87/4.04 ~spl0_308), 28.87/4.04 inference(avatar_contradiction_clause,[],[f12058])). 28.87/4.04 thf(f12058,plain,( 28.87/4.04 $false | ~spl0_308), 28.87/4.04 inference(trivial_inequality_removal,[],[f12049])). 28.87/4.04 thf(f12049,plain,( 28.87/4.04 (c3 != c3) | ~spl0_308), 28.87/4.04 inference(superposition,[],[f19,f11992])). 28.87/4.04 thf(f11992,plain,( 28.87/4.04 (c3 = ((g @ c1) @ c2)) | ~spl0_308), 28.87/4.04 inference(avatar_component_clause,[],[f11990])). 28.87/4.04 thf(f12022,plain,( 28.87/4.04 spl0_20 | spl0_72 | ~spl0_309), 28.87/4.04 inference(avatar_split_clause,[],[f12019,f11994,f946,f221])). 28.87/4.04 thf(f12019,plain,( 28.87/4.04 (c8 = c2) | (c1 = c2) | ~spl0_309), 28.87/4.04 inference(trivial_inequality_removal,[],[f12013])). 28.87/4.04 thf(f12013,plain,( 28.87/4.04 (c5 != c5) | (c8 = c2) | (c1 = c2) | ~spl0_309), 28.87/4.04 inference(superposition,[],[f11,f11996])). 28.87/4.04 thf(f11996,plain,( 28.87/4.04 (c5 = ((g @ c1) @ c2)) | ~spl0_309), 28.87/4.04 inference(avatar_component_clause,[],[f11994])). 28.87/4.04 thf(f11,plain,( 28.87/4.04 ( ! [X8 : $i,X9 : $i] : ((c5 != ((g @ X8) @ X9)) | (c8 = X9) | (c1 = X9)) )), 28.87/4.04 inference(cnf_transformation,[],[f8])). 28.87/4.04 thf(f11929,plain,( 28.87/4.04 (c4 != ((g @ c2) @ c4)) | (c1 != ((g @ c2) @ c4)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f11784,plain,( 28.87/4.04 (c4 != ((g @ c2) @ c4)) | (c1 != ((g @ c2) @ c4)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c1) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f11699,plain,( 28.87/4.04 spl0_271 | spl0_295 | spl0_296 | spl0_297 | spl0_216 | ~spl0_4 | ~spl0_34), 28.87/4.04 inference(avatar_split_clause,[],[f11585,f287,f51,f5767,f11620,f11616,f11612,f9950])). 28.87/4.04 thf(f11693,plain,( 28.87/4.04 spl0_20 | spl0_69 | ~spl0_296), 28.87/4.04 inference(avatar_split_clause,[],[f11686,f11616,f679,f221])). 28.87/4.04 thf(f11686,plain,( 28.87/4.04 (c8 = c3) | (c1 = c2) | ~spl0_296), 28.87/4.04 inference(trivial_inequality_removal,[],[f11682])). 28.87/4.04 thf(f11682,plain,( 28.87/4.04 (c5 != c5) | (c8 = c3) | (c1 = c2) | ~spl0_296), 28.87/4.04 inference(superposition,[],[f13,f11618])). 28.87/4.04 thf(f11618,plain,( 28.87/4.04 (c5 = ((g @ c2) @ c3)) | ~spl0_296), 28.87/4.04 inference(avatar_component_clause,[],[f11616])). 28.87/4.04 thf(f10833,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ c8)) | (c1 != ((g @ (s @ c5)) @ c8)) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f10773,plain,( 28.87/4.04 (c5 != ((g @ c1) @ c1)) | (c4 != ((g @ (s @ c5)) @ c8)) | (c1 != ((g @ (s @ c5)) @ c8)) | (c3 != ((g @ (s @ (s @ c5))) @ c8)) | (c3 != ((g @ c5) @ c4)) | (c1 != ((g @ c4) @ c4)) | (c1 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f10707,plain,( 28.87/4.04 (c4 != ((g @ (s @ c5)) @ c8)) | (c1 != ((g @ (s @ c5)) @ c8)) | (c5 != ((g @ c1) @ c1)) | (c5 = ((g @ c4) @ c4))), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f10643,plain,( 28.87/4.04 spl0_31 | ~spl0_5 | ~spl0_282 | ~spl0_284), 28.87/4.04 inference(avatar_split_clause,[],[f10642,f10600,f10147,f56,f271])). 28.87/4.04 thf(f10642,plain,( 28.87/4.04 (c1 = c3) | (~spl0_5 | ~spl0_282 | ~spl0_284)), 28.87/4.04 inference(forward_demodulation,[],[f10641,f10149])). 28.87/4.04 thf(f10149,plain,( 28.87/4.04 (c3 = ((g @ c2) @ c8)) | ~spl0_282), 28.87/4.04 inference(avatar_component_clause,[],[f10147])). 28.87/4.04 thf(f10641,plain,( 28.87/4.04 (c1 = ((g @ c2) @ c8)) | (~spl0_5 | ~spl0_284)), 28.87/4.04 inference(trivial_inequality_removal,[],[f10631])). 28.87/4.04 thf(f10621,plain,( 28.87/4.04 spl0_31 | spl0_69 | ~spl0_175), 28.87/4.04 inference(avatar_split_clause,[],[f10618,f3482,f679,f271])). 28.87/4.04 thf(f10618,plain,( 28.87/4.04 (c8 = c3) | (c1 = c3) | ~spl0_175), 28.87/4.04 inference(trivial_inequality_removal,[],[f10613])). 28.87/4.04 thf(f10613,plain,( 28.87/4.04 (c5 != c5) | (c8 = c3) | (c1 = c3) | ~spl0_175), 28.87/4.04 inference(superposition,[],[f12,f3484])). 28.87/4.04 thf(f3484,plain,( 28.87/4.04 (c5 = ((g @ c3) @ c8)) | ~spl0_175), 28.87/4.04 inference(avatar_component_clause,[],[f3482])). 28.87/4.04 thf(f10226,plain,( 28.87/4.04 spl0_20 | ~spl0_4 | ~spl0_176 | ~spl0_254), 28.87/4.04 inference(avatar_split_clause,[],[f10225,f9575,f3618,f51,f221])). 28.87/4.04 thf(f10225,plain,( 28.87/4.04 (c1 = c2) | (~spl0_4 | ~spl0_176 | ~spl0_254)), 28.87/4.04 inference(forward_demodulation,[],[f10224,f3620])). 28.87/4.04 thf(f3620,plain,( 28.87/4.04 (c2 = ((g @ c3) @ (s @ (s @ c5)))) | ~spl0_176), 28.87/4.04 inference(avatar_component_clause,[],[f3618])). 28.87/4.04 thf(f10224,plain,( 28.87/4.04 (c1 = ((g @ c3) @ (s @ (s @ c5)))) | (~spl0_4 | ~spl0_254)), 28.87/4.04 inference(trivial_inequality_removal,[],[f10215])). 28.87/4.04 thf(f9537,plain,( 28.87/4.04 spl0_242 | ~spl0_3 | ~spl0_251), 28.87/4.04 inference(avatar_split_clause,[],[f8716,f8700,f46,f8253])). 28.87/4.04 thf(f8253,plain,( 28.87/4.04 spl0_242 <=> (c3 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_242])])). 28.87/4.04 thf(f8716,plain,( 28.87/4.04 (c3 = ((g @ c5) @ (s @ (s @ c5)))) | (~spl0_3 | ~spl0_251)), 28.87/4.04 inference(forward_demodulation,[],[f8715,f48])). 28.87/4.04 thf(f8715,plain,( 28.87/4.04 (c3 = ((g @ (s @ c4)) @ (s @ (s @ c5)))) | ~spl0_251), 28.87/4.04 inference(trivial_inequality_removal,[],[f8714])). 28.87/4.04 thf(f8714,plain,( 28.87/4.04 (c1 != c1) | (c3 = ((g @ (s @ c4)) @ (s @ (s @ c5)))) | ~spl0_251), 28.87/4.04 inference(superposition,[],[f28,f8702])). 28.87/4.04 thf(f8702,plain,( 28.87/4.04 (c1 = ((g @ c4) @ (s @ (s @ c5)))) | ~spl0_251), 28.87/4.04 inference(avatar_component_clause,[],[f8700])). 28.87/4.04 thf(f9530,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f9519,plain,( 28.87/4.04 (c1 != ((g @ c5) @ (s @ (s @ c5)))) | (c3 != ((g @ c5) @ (s @ (s @ c5)))) | (c1 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f9358,plain,( 28.87/4.04 spl0_62 | ~spl0_17 | ~spl0_76 | ~spl0_83), 28.87/4.04 inference(avatar_split_clause,[],[f9357,f1380,f1099,f161,f491])). 28.87/4.04 thf(f9357,plain,( 28.87/4.04 (c4 = c3) | (~spl0_17 | ~spl0_76 | ~spl0_83)), 28.87/4.04 inference(forward_demodulation,[],[f9356,f1101])). 28.87/4.04 thf(f9356,plain,( 28.87/4.04 (c3 = ((g @ c8) @ (s @ c5))) | (~spl0_17 | ~spl0_83)), 28.87/4.04 inference(forward_demodulation,[],[f9355,f163])). 28.87/4.04 thf(f9355,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ (s @ c5))) | ~spl0_83), 28.87/4.04 inference(trivial_inequality_removal,[],[f9354])). 28.87/4.04 thf(f9334,plain,( 28.87/4.04 (c4 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 = c4)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f9170,plain,( 28.87/4.04 spl0_84 | spl0_81 | ~spl0_113), 28.87/4.04 inference(avatar_split_clause,[],[f9169,f2455,f1281,f1407])). 28.87/4.04 thf(f9169,plain,( 28.87/4.04 (c8 = (s @ (s @ c5))) | (c1 = (s @ c5)) | ~spl0_113), 28.87/4.04 inference(trivial_inequality_removal,[],[f9159])). 28.87/4.04 thf(f9159,plain,( 28.87/4.04 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ c5)) | ~spl0_113), 28.87/4.04 inference(superposition,[],[f10,f2457])). 28.87/4.04 thf(f2457,plain,( 28.87/4.04 (c5 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_113), 28.87/4.04 inference(avatar_component_clause,[],[f2455])). 28.87/4.04 thf(f9144,plain,( 28.87/4.04 spl0_39 | ~spl0_95 | ~spl0_111), 28.87/4.04 inference(avatar_split_clause,[],[f9143,f2444,f1882,f338])). 28.87/4.04 thf(f9143,plain,( 28.87/4.04 (c2 = c3) | (~spl0_95 | ~spl0_111)), 28.87/4.04 inference(forward_demodulation,[],[f9140,f1884])). 28.87/4.04 thf(f1884,plain,( 28.87/4.04 (c3 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_95), 28.87/4.04 inference(avatar_component_clause,[],[f1882])). 28.87/4.04 thf(f9140,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_111), 28.87/4.04 inference(trivial_inequality_removal,[],[f2466])). 28.87/4.04 thf(f9139,plain,( 28.87/4.04 spl0_252 | ~spl0_114), 28.87/4.04 inference(avatar_split_clause,[],[f9134,f2459,f9136])). 28.87/4.04 thf(f9136,plain,( 28.87/4.04 spl0_252 <=> (c4 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5))))), 28.87/4.04 introduced(avatar_definition,[new_symbols(naming,[spl0_252])])). 28.87/4.04 thf(f9134,plain,( 28.87/4.04 (c4 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | ~spl0_114), 28.87/4.04 inference(trivial_inequality_removal,[],[f9132])). 28.87/4.04 thf(f9132,plain,( 28.87/4.04 (c2 != c2) | (c4 = ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | ~spl0_114), 28.87/4.04 inference(superposition,[],[f26,f2461])). 28.87/4.04 thf(f2461,plain,( 28.87/4.04 (c2 = ((g @ (s @ (s @ c5))) @ (s @ c5))) | ~spl0_114), 28.87/4.04 inference(avatar_component_clause,[],[f2459])). 28.87/4.04 thf(f9110,plain,( 28.87/4.04 (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c1 != (s @ c5)) | (c1 != (s @ c8)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.04 introduced(theory_tautology_sat_conflict,[])). 28.87/4.04 thf(f8940,plain,( 28.87/4.04 (c2 != (s @ c1)) | (c1 != (s @ (s @ c5))) | (c1 != (s @ c8)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8770,plain,( 28.87/4.05 spl0_20 | ~spl0_112 | ~spl0_144), 28.87/4.05 inference(avatar_split_clause,[],[f8769,f2821,f2451,f221])). 28.87/4.05 thf(f8769,plain,( 28.87/4.05 (c1 = c2) | (~spl0_112 | ~spl0_144)), 28.87/4.05 inference(forward_demodulation,[],[f8768,f2823])). 28.87/4.05 thf(f2823,plain,( 28.87/4.05 (c2 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_144), 28.87/4.05 inference(avatar_component_clause,[],[f2821])). 28.87/4.05 thf(f8768,plain,( 28.87/4.05 (c1 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_112), 28.87/4.05 inference(trivial_inequality_removal,[],[f8759])). 28.87/4.05 thf(f8737,plain,( 28.87/4.05 spl0_144 | ~spl0_147), 28.87/4.05 inference(avatar_split_clause,[],[f8736,f2834,f2821])). 28.87/4.05 thf(f8736,plain,( 28.87/4.05 (c2 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_147), 28.87/4.05 inference(trivial_inequality_removal,[],[f8728])). 28.87/4.05 thf(f8728,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ (s @ c5)) @ (s @ c5))) | ~spl0_147), 28.87/4.05 inference(superposition,[],[f27,f2836])). 28.87/4.05 thf(f2836,plain,( 28.87/4.05 (c4 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | ~spl0_147), 28.87/4.05 inference(avatar_component_clause,[],[f2834])). 28.87/4.05 thf(f8683,plain,( 28.87/4.05 spl0_11 | spl0_81 | ~spl0_243), 28.87/4.05 inference(avatar_split_clause,[],[f8676,f8257,f1281,f90])). 28.87/4.05 thf(f8257,plain,( 28.87/4.05 spl0_243 <=> (c5 = ((g @ c5) @ (s @ (s @ c5))))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_243])])). 28.87/4.05 thf(f8676,plain,( 28.87/4.05 (c8 = (s @ (s @ c5))) | (c5 = c1) | ~spl0_243), 28.87/4.05 inference(trivial_inequality_removal,[],[f8672])). 28.87/4.05 thf(f8672,plain,( 28.87/4.05 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c5 = c1) | ~spl0_243), 28.87/4.05 inference(superposition,[],[f13,f8259])). 28.87/4.05 thf(f8259,plain,( 28.87/4.05 (c5 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_243), 28.87/4.05 inference(avatar_component_clause,[],[f8257])). 28.87/4.05 thf(f8597,plain,( 28.87/4.05 spl0_84 | spl0_69 | ~spl0_247), 28.87/4.05 inference(avatar_split_clause,[],[f8596,f8527,f679,f1407])). 28.87/4.05 thf(f8596,plain,( 28.87/4.05 (c8 = c3) | (c1 = (s @ c5)) | ~spl0_247), 28.87/4.05 inference(trivial_inequality_removal,[],[f8586])). 28.87/4.05 thf(f8586,plain,( 28.87/4.05 (c5 != c5) | (c8 = c3) | (c1 = (s @ c5)) | ~spl0_247), 28.87/4.05 inference(superposition,[],[f10,f8529])). 28.87/4.05 thf(f8529,plain,( 28.87/4.05 (c5 = ((g @ c3) @ (s @ c5))) | ~spl0_247), 28.87/4.05 inference(avatar_component_clause,[],[f8527])). 28.87/4.05 thf(f8576,plain,( 28.87/4.05 spl0_44 | ~spl0_213 | ~spl0_248), 28.87/4.05 inference(avatar_split_clause,[],[f8575,f8531,f5752,f360])). 28.87/4.05 thf(f8575,plain,( 28.87/4.05 (c2 = c4) | (~spl0_213 | ~spl0_248)), 28.87/4.05 inference(forward_demodulation,[],[f8574,f5754])). 28.87/4.05 thf(f8574,plain,( 28.87/4.05 (c2 = ((g @ c3) @ c5)) | ~spl0_248), 28.87/4.05 inference(trivial_inequality_removal,[],[f8566])). 28.87/4.05 thf(f8474,plain,( 28.87/4.05 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c4) @ (s @ c5))) | (c3 != ((g @ c4) @ (s @ c5))) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8463,plain,( 28.87/4.05 (c1 != ((g @ c4) @ (s @ c5))) | (c3 != ((g @ c4) @ (s @ c5))) | (c1 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8248,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c5)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8219,plain,( 28.87/4.05 (c4 != ((g @ c5) @ c5)) | (c3 != ((g @ c5) @ c5)) | (c4 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8084,plain,( 28.87/4.05 spl0_124 | ~spl0_231), 28.87/4.05 inference(avatar_split_clause,[],[f8072,f7323,f2736])). 28.87/4.05 thf(f8072,plain,( 28.87/4.05 (c2 = ((g @ c5) @ c5)) | ~spl0_231), 28.87/4.05 inference(trivial_inequality_removal,[],[f7357])). 28.87/4.05 thf(f7357,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ c5) @ c5)) | ~spl0_231), 28.87/4.05 inference(superposition,[],[f27,f7325])). 28.87/4.05 thf(f7325,plain,( 28.87/4.05 (c4 = ((g @ c5) @ (s @ c5))) | ~spl0_231), 28.87/4.05 inference(avatar_component_clause,[],[f7323])). 28.87/4.05 thf(f8071,plain,( 28.87/4.05 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8060,plain,( 28.87/4.05 (c1 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c1 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f8030,plain,( 28.87/4.05 (c1 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c1 = ((g @ (s @ (s @ c5))) @ c5))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f7996,plain,( 28.87/4.05 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c4 != (s @ c3)) | (c1 != ((g @ c5) @ c5)) | (c1 != ((g @ (s @ c5)) @ c5)) | (c5 != (s @ c4)) | (c3 != ((g @ (s @ c5)) @ c5)) | (c3 != (s @ c2)) | (c5 = ((g @ c5) @ c5))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f7908,plain,( 28.87/4.05 spl0_22 | ~spl0_145 | ~spl0_234), 28.87/4.05 inference(avatar_split_clause,[],[f7907,f7402,f2826,f229])). 28.87/4.05 thf(f7907,plain,( 28.87/4.05 (c1 = c4) | (~spl0_145 | ~spl0_234)), 28.87/4.05 inference(forward_demodulation,[],[f7906,f7404])). 28.87/4.05 thf(f7404,plain,( 28.87/4.05 (c4 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_234), 28.87/4.05 inference(avatar_component_clause,[],[f7402])). 28.87/4.05 thf(f7906,plain,( 28.87/4.05 (c1 = ((g @ c5) @ (s @ (s @ c5)))) | ~spl0_145), 28.87/4.05 inference(trivial_inequality_removal,[],[f7897])). 28.87/4.05 thf(f7868,plain,( 28.87/4.05 spl0_84 | spl0_81 | ~spl0_146), 28.87/4.05 inference(avatar_split_clause,[],[f7861,f2830,f1281,f1407])). 28.87/4.05 thf(f7861,plain,( 28.87/4.05 (c8 = (s @ (s @ c5))) | (c1 = (s @ c5)) | ~spl0_146), 28.87/4.05 inference(trivial_inequality_removal,[],[f7857])). 28.87/4.05 thf(f7857,plain,( 28.87/4.05 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ c5)) | ~spl0_146), 28.87/4.05 inference(superposition,[],[f13,f2832])). 28.87/4.05 thf(f2832,plain,( 28.87/4.05 (c5 = ((g @ (s @ c5)) @ (s @ (s @ c5)))) | ~spl0_146), 28.87/4.05 inference(avatar_component_clause,[],[f2830])). 28.87/4.05 thf(f7367,plain,( 28.87/4.05 spl0_39 | ~spl0_121 | ~spl0_231), 28.87/4.05 inference(avatar_split_clause,[],[f7366,f7323,f2724,f338])). 28.87/4.05 thf(f7366,plain,( 28.87/4.05 (c2 = c3) | (~spl0_121 | ~spl0_231)), 28.87/4.05 inference(forward_demodulation,[],[f7365,f2726])). 28.87/4.05 thf(f7365,plain,( 28.87/4.05 (c2 = ((g @ c5) @ c5)) | ~spl0_231), 28.87/4.05 inference(trivial_inequality_removal,[],[f7357])). 28.87/4.05 thf(f7347,plain,( 28.87/4.05 spl0_84 | spl0_79 | ~spl0_230), 28.87/4.05 inference(avatar_split_clause,[],[f7346,f7319,f1161,f1407])). 28.87/4.05 thf(f7346,plain,( 28.87/4.05 (c5 = c8) | (c1 = (s @ c5)) | ~spl0_230), 28.87/4.05 inference(trivial_inequality_removal,[],[f7336])). 28.87/4.05 thf(f7336,plain,( 28.87/4.05 (c5 != c5) | (c5 = c8) | (c1 = (s @ c5)) | ~spl0_230), 28.87/4.05 inference(superposition,[],[f10,f7321])). 28.87/4.05 thf(f7321,plain,( 28.87/4.05 (c5 = ((g @ c5) @ (s @ c5))) | ~spl0_230), 28.87/4.05 inference(avatar_component_clause,[],[f7319])). 28.87/4.05 thf(f6875,plain,( 28.87/4.05 (c1 != ((g @ c5) @ c8)) | (c3 != ((g @ c5) @ c8)) | (c1 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6730,plain,( 28.87/4.05 ~spl0_119), 28.87/4.05 inference(avatar_contradiction_clause,[],[f6729])). 28.87/4.05 thf(f6729,plain,( 28.87/4.05 $false | ~spl0_119), 28.87/4.05 inference(trivial_inequality_removal,[],[f6720])). 28.87/4.05 thf(f6720,plain,( 28.87/4.05 (c2 != c2) | ~spl0_119), 28.87/4.05 inference(superposition,[],[f16,f2594])). 28.87/4.05 thf(f2594,plain,( 28.87/4.05 (c2 = ((g @ (s @ (s @ c5))) @ c8)) | ~spl0_119), 28.87/4.05 inference(avatar_component_clause,[],[f2592])). 28.87/4.05 thf(f6545,plain,( 28.87/4.05 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ (s @ c5)) @ c8)) | (c3 != ((g @ (s @ c5)) @ c8)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6534,plain,( 28.87/4.05 (c1 != ((g @ (s @ c5)) @ c8)) | (c3 != ((g @ (s @ c5)) @ c8)) | (c1 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6392,plain,( 28.87/4.05 spl0_80 | spl0_81 | ~spl0_117), 28.87/4.05 inference(avatar_split_clause,[],[f6389,f2584,f1281,f1277])). 28.87/4.05 thf(f6389,plain,( 28.87/4.05 (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_117), 28.87/4.05 inference(trivial_inequality_removal,[],[f6384])). 28.87/4.05 thf(f6384,plain,( 28.87/4.05 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_117), 28.87/4.05 inference(superposition,[],[f12,f2586])). 28.87/4.05 thf(f2586,plain,( 28.87/4.05 (c5 = ((g @ (s @ (s @ c5))) @ c8)) | ~spl0_117), 28.87/4.05 inference(avatar_component_clause,[],[f2584])). 28.87/4.05 thf(f6366,plain,( 28.87/4.05 (c2 != ((g @ c8) @ (s @ c5))) | (c4 != ((g @ c8) @ (s @ c5))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6350,plain,( 28.87/4.05 (c2 != ((g @ c8) @ (s @ c5))) | (c4 != ((g @ c8) @ (s @ c5))) | (c2 = c4)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6203,plain,( 28.87/4.05 (c2 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 = c2)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6200,plain,( 28.87/4.05 (c2 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f6141,plain,( 28.87/4.05 (c2 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != ((g @ (s @ (s @ c5))) @ (s @ (s @ c5)))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != ((g @ (s @ (s @ c5))) @ c8)) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c3 = ((g @ (s @ (s @ c5))) @ c8))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f5938,plain,( 28.87/4.05 spl0_224 | ~spl0_4 | ~spl0_222), 28.87/4.05 inference(avatar_split_clause,[],[f5933,f5867,f51,f5935])). 28.87/4.05 thf(f5933,plain,( 28.87/4.05 (c2 = ((g @ c1) @ c3)) | (~spl0_4 | ~spl0_222)), 28.87/4.05 inference(trivial_inequality_removal,[],[f5925])). 28.87/4.05 thf(f5925,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ c1) @ c3)) | (~spl0_4 | ~spl0_222)), 28.87/4.05 inference(superposition,[],[f144,f5869])). 28.87/4.05 thf(f5869,plain,( 28.87/4.05 (c4 = ((g @ c1) @ c4)) | ~spl0_222), 28.87/4.05 inference(avatar_component_clause,[],[f5867])). 28.87/4.05 thf(f5915,plain,( 28.87/4.05 spl0_22 | spl0_66 | ~spl0_221), 28.87/4.05 inference(avatar_split_clause,[],[f5914,f5863,f585,f229])). 28.87/4.05 thf(f5914,plain,( 28.87/4.05 (c8 = c1) | (c1 = c4) | ~spl0_221), 28.87/4.05 inference(trivial_inequality_removal,[],[f5906])). 28.87/4.05 thf(f5906,plain,( 28.87/4.05 (c5 != c5) | (c8 = c1) | (c1 = c4) | ~spl0_221), 28.87/4.05 inference(superposition,[],[f10,f5865])). 28.87/4.05 thf(f5865,plain,( 28.87/4.05 (c5 = ((g @ c1) @ c4)) | ~spl0_221), 28.87/4.05 inference(avatar_component_clause,[],[f5863])). 28.87/4.05 thf(f5898,plain,( 28.87/4.05 ~spl0_220), 28.87/4.05 inference(avatar_contradiction_clause,[],[f5897])). 28.87/4.05 thf(f5897,plain,( 28.87/4.05 $false | ~spl0_220), 28.87/4.05 inference(trivial_inequality_removal,[],[f5888])). 28.87/4.05 thf(f5888,plain,( 28.87/4.05 (c3 != c3) | ~spl0_220), 28.87/4.05 inference(superposition,[],[f19,f5861])). 28.87/4.05 thf(f5861,plain,( 28.87/4.05 (c3 = ((g @ c1) @ c4)) | ~spl0_220), 28.87/4.05 inference(avatar_component_clause,[],[f5859])). 28.87/4.05 thf(f5720,plain,( 28.87/4.05 (c2 != ((g @ c3) @ c3)) | (c1 != ((g @ c3) @ c3)) | (c1 = c2)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f5587,plain,( 28.87/4.05 (c2 != ((g @ c3) @ c3)) | (c1 != ((g @ c3) @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c4 != ((g @ c3) @ c4)) | (c4 != (s @ c3)) | (c3 != (s @ c2)) | (c3 = ((g @ c3) @ c4))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f5585,plain,( 28.87/4.05 (c2 != ((g @ c3) @ c3)) | (c1 != ((g @ c3) @ c3)) | (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c4 != ((g @ c3) @ c4)) | (c4 != (s @ c3)) | (c2 != (s @ c1)) | (c2 = ((g @ c3) @ c4))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f5556,plain,( 28.87/4.05 spl0_22 | spl0_69 | ~spl0_208), 28.87/4.05 inference(avatar_split_clause,[],[f5555,f5505,f679,f229])). 28.87/4.05 thf(f5555,plain,( 28.87/4.05 (c8 = c3) | (c1 = c4) | ~spl0_208), 28.87/4.05 inference(trivial_inequality_removal,[],[f5545])). 28.87/4.05 thf(f5545,plain,( 28.87/4.05 (c5 != c5) | (c8 = c3) | (c1 = c4) | ~spl0_208), 28.87/4.05 inference(superposition,[],[f10,f5507])). 28.87/4.05 thf(f5507,plain,( 28.87/4.05 (c5 = ((g @ c3) @ c4)) | ~spl0_208), 28.87/4.05 inference(avatar_component_clause,[],[f5505])). 28.87/4.05 thf(f5439,plain,( 28.87/4.05 spl0_39 | ~spl0_5 | ~spl0_165 | ~spl0_179), 28.87/4.05 inference(avatar_split_clause,[],[f5438,f3688,f3311,f56,f338])). 28.87/4.05 thf(f5438,plain,( 28.87/4.05 (c2 = c3) | (~spl0_5 | ~spl0_165 | ~spl0_179)), 28.87/4.05 inference(forward_demodulation,[],[f5437,f3690])). 28.87/4.05 thf(f3690,plain,( 28.87/4.05 (c3 = ((g @ c4) @ c2)) | ~spl0_179), 28.87/4.05 inference(avatar_component_clause,[],[f3688])). 28.87/4.05 thf(f5437,plain,( 28.87/4.05 (c2 = ((g @ c4) @ c2)) | (~spl0_5 | ~spl0_165)), 28.87/4.05 inference(trivial_inequality_removal,[],[f5429])). 28.87/4.05 thf(f5429,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ c4) @ c2)) | (~spl0_5 | ~spl0_165)), 28.87/4.05 inference(superposition,[],[f145,f3313])). 28.87/4.05 thf(f5194,plain,( 28.87/4.05 (c4 != ((g @ c4) @ c5)) | (c1 != ((g @ c4) @ c5)) | (c1 = c4)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f5064,plain,( 28.87/4.05 spl0_39 | ~spl0_4 | ~spl0_163 | ~spl0_203), 28.87/4.05 inference(avatar_split_clause,[],[f5063,f4968,f3303,f51,f338])). 28.87/4.05 thf(f5063,plain,( 28.87/4.05 (c2 = c3) | (~spl0_4 | ~spl0_163 | ~spl0_203)), 28.87/4.05 inference(forward_demodulation,[],[f5062,f3305])). 28.87/4.05 thf(f5062,plain,( 28.87/4.05 (c2 = ((g @ c4) @ c3)) | (~spl0_4 | ~spl0_203)), 28.87/4.05 inference(trivial_inequality_removal,[],[f5054])). 28.87/4.05 thf(f5043,plain,( 28.87/4.05 spl0_22 | spl0_16 | ~spl0_202), 28.87/4.05 inference(avatar_split_clause,[],[f5036,f4964,f129,f229])). 28.87/4.05 thf(f129,plain,( 28.87/4.05 spl0_16 <=> (c8 = c4)), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_16])])). 28.87/4.05 thf(f5036,plain,( 28.87/4.05 (c8 = c4) | (c1 = c4) | ~spl0_202), 28.87/4.05 inference(trivial_inequality_removal,[],[f5032])). 28.87/4.05 thf(f5032,plain,( 28.87/4.05 (c5 != c5) | (c8 = c4) | (c1 = c4) | ~spl0_202), 28.87/4.05 inference(superposition,[],[f13,f4966])). 28.87/4.05 thf(f4966,plain,( 28.87/4.05 (c5 = ((g @ c4) @ c4)) | ~spl0_202), 28.87/4.05 inference(avatar_component_clause,[],[f4964])). 28.87/4.05 thf(f4933,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ c5) @ c4)) | (c3 != ((g @ c5) @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4904,plain,( 28.87/4.05 (c4 != ((g @ c5) @ c4)) | (c3 != ((g @ c5) @ c4)) | (c4 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4766,plain,( 28.87/4.05 (c1 != ((g @ c5) @ c3)) | (c2 != ((g @ c5) @ c3)) | (c1 = c2)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4763,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c3)) | (c2 != ((g @ c5) @ c3)) | (c3 != (s @ c2)) | (c2 != (s @ c1)) | (c2 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4641,plain,( 28.87/4.05 spl0_31 | ~spl0_91 | ~spl0_125), 28.87/4.05 inference(avatar_split_clause,[],[f4640,f2741,f1853,f271])). 28.87/4.05 thf(f4640,plain,( 28.87/4.05 (c1 = c3) | (~spl0_91 | ~spl0_125)), 28.87/4.05 inference(forward_demodulation,[],[f4639,f2743])). 28.87/4.05 thf(f4639,plain,( 28.87/4.05 (c1 = ((g @ (s @ c5)) @ c3)) | ~spl0_91), 28.87/4.05 inference(trivial_inequality_removal,[],[f4630])). 28.87/4.05 thf(f4630,plain,( 28.87/4.05 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ c3)) | ~spl0_91), 28.87/4.05 inference(superposition,[],[f29,f1855])). 28.87/4.05 thf(f1855,plain,( 28.87/4.05 (c3 = ((g @ (s @ (s @ c5))) @ c3)) | ~spl0_91), 28.87/4.05 inference(avatar_component_clause,[],[f1853])). 28.87/4.05 thf(f4420,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c3)) | (c4 != ((g @ c5) @ c3)) | (c5 != (s @ c4)) | (c2 != (s @ c1)) | (c5 = c2)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4413,plain,( 28.87/4.05 (c1 != ((g @ c5) @ c3)) | (c4 != ((g @ c5) @ c3)) | (c1 = c4)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4294,plain,( 28.87/4.05 (c2 != (s @ c1)) | (c1 != (s @ c8)) | (c1 != ((g @ c5) @ c4)) | (c3 != ((g @ c5) @ c4)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4283,plain,( 28.87/4.05 (c1 != ((g @ c5) @ c4)) | (c3 != ((g @ c5) @ c4)) | (c1 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4170,plain,( 28.87/4.05 spl0_84 | spl0_16 | ~spl0_101), 28.87/4.05 inference(avatar_split_clause,[],[f4163,f2022,f129,f1407])). 28.87/4.05 thf(f4163,plain,( 28.87/4.05 (c8 = c4) | (c1 = (s @ c5)) | ~spl0_101), 28.87/4.05 inference(trivial_inequality_removal,[],[f4159])). 28.87/4.05 thf(f4159,plain,( 28.87/4.05 (c5 != c5) | (c8 = c4) | (c1 = (s @ c5)) | ~spl0_101), 28.87/4.05 inference(superposition,[],[f13,f2024])). 28.87/4.05 thf(f2024,plain,( 28.87/4.05 (c5 = ((g @ (s @ c5)) @ c4)) | ~spl0_101), 28.87/4.05 inference(avatar_component_clause,[],[f2022])). 28.87/4.05 thf(f4129,plain,( 28.87/4.05 (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c2 != ((g @ (s @ (s @ c5))) @ c4)) | (c2 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f4017,plain,( 28.87/4.05 spl0_39 | ~spl0_4 | ~spl0_102 | ~spl0_125), 28.87/4.05 inference(avatar_split_clause,[],[f4016,f2741,f2026,f51,f338])). 28.87/4.05 thf(f4016,plain,( 28.87/4.05 (c2 = c3) | (~spl0_4 | ~spl0_102 | ~spl0_125)), 28.87/4.05 inference(forward_demodulation,[],[f4015,f2743])). 28.87/4.05 thf(f4015,plain,( 28.87/4.05 (c2 = ((g @ (s @ c5)) @ c3)) | (~spl0_4 | ~spl0_102)), 28.87/4.05 inference(trivial_inequality_removal,[],[f4007])). 28.87/4.05 thf(f4007,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ (s @ c5)) @ c3)) | (~spl0_4 | ~spl0_102)), 28.87/4.05 inference(superposition,[],[f144,f2028])). 28.87/4.05 thf(f3999,plain,( 28.87/4.05 spl0_95 | ~spl0_186), 28.87/4.05 inference(avatar_split_clause,[],[f3998,f3973,f1882])). 28.87/4.05 thf(f3998,plain,( 28.87/4.05 (c3 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_186), 28.87/4.05 inference(trivial_inequality_removal,[],[f3997])). 28.87/4.05 thf(f3997,plain,( 28.87/4.05 (c1 != c1) | (c3 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_186), 28.87/4.05 inference(superposition,[],[f28,f3975])). 28.87/4.05 thf(f3975,plain,( 28.87/4.05 (c1 = ((g @ (s @ c5)) @ c5)) | ~spl0_186), 28.87/4.05 inference(avatar_component_clause,[],[f3973])). 28.87/4.05 thf(f3977,plain,( 28.87/4.05 spl0_186 | ~spl0_95), 28.87/4.05 inference(avatar_split_clause,[],[f3971,f1882,f3973])). 28.87/4.05 thf(f3971,plain,( 28.87/4.05 (c1 = ((g @ (s @ c5)) @ c5)) | ~spl0_95), 28.87/4.05 inference(trivial_inequality_removal,[],[f2161])). 28.87/4.05 thf(f2161,plain,( 28.87/4.05 (c3 != c3) | (c1 = ((g @ (s @ c5)) @ c5)) | ~spl0_95), 28.87/4.05 inference(superposition,[],[f29,f1884])). 28.87/4.05 thf(f3970,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f3941,plain,( 28.87/4.05 (c4 != ((g @ (s @ (s @ c5))) @ c5)) | (c3 != ((g @ (s @ (s @ c5))) @ c5)) | (c4 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f3846,plain,( 28.87/4.05 spl0_84 | spl0_79 | ~spl0_150), 28.87/4.05 inference(avatar_split_clause,[],[f3839,f2956,f1161,f1407])). 28.87/4.05 thf(f3839,plain,( 28.87/4.05 (c5 = c8) | (c1 = (s @ c5)) | ~spl0_150), 28.87/4.05 inference(trivial_inequality_removal,[],[f3835])). 28.87/4.05 thf(f3835,plain,( 28.87/4.05 (c5 != c5) | (c5 = c8) | (c1 = (s @ c5)) | ~spl0_150), 28.87/4.05 inference(superposition,[],[f13,f2958])). 28.87/4.05 thf(f2958,plain,( 28.87/4.05 (c5 = ((g @ (s @ c5)) @ c5)) | ~spl0_150), 28.87/4.05 inference(avatar_component_clause,[],[f2956])). 28.87/4.05 thf(f3604,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c1 != c2) | (c2 != (s @ c1)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f3422,plain,( 28.87/4.05 spl0_11 | spl0_79 | ~spl0_170), 28.87/4.05 inference(avatar_split_clause,[],[f3417,f3395,f1161,f90])). 28.87/4.05 thf(f3417,plain,( 28.87/4.05 (c5 = c8) | (c5 = c1) | ~spl0_170), 28.87/4.05 inference(trivial_inequality_removal,[],[f3411])). 28.87/4.05 thf(f3411,plain,( 28.87/4.05 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_170), 28.87/4.05 inference(superposition,[],[f12,f3397])). 28.87/4.05 thf(f3397,plain,( 28.87/4.05 (c5 = ((g @ c5) @ c2)) | ~spl0_170), 28.87/4.05 inference(avatar_component_clause,[],[f3395])). 28.87/4.05 thf(f3295,plain,( 28.87/4.05 spl0_11 | spl0_69 | ~spl0_159), 28.87/4.05 inference(avatar_split_clause,[],[f3288,f3248,f679,f90])). 28.87/4.05 thf(f3248,plain,( 28.87/4.05 spl0_159 <=> (c5 = ((g @ c5) @ c3))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_159])])). 28.87/4.05 thf(f3288,plain,( 28.87/4.05 (c8 = c3) | (c5 = c1) | ~spl0_159), 28.87/4.05 inference(trivial_inequality_removal,[],[f3284])). 28.87/4.05 thf(f3284,plain,( 28.87/4.05 (c5 != c5) | (c8 = c3) | (c5 = c1) | ~spl0_159), 28.87/4.05 inference(superposition,[],[f13,f3250])). 28.87/4.05 thf(f3250,plain,( 28.87/4.05 (c5 = ((g @ c5) @ c3)) | ~spl0_159), 28.87/4.05 inference(avatar_component_clause,[],[f3248])). 28.87/4.05 thf(f3203,plain,( 28.87/4.05 spl0_157 | ~spl0_2 | ~spl0_155), 28.87/4.05 inference(avatar_split_clause,[],[f3198,f3132,f41,f3200])). 28.87/4.05 thf(f3198,plain,( 28.87/4.05 (c4 = ((g @ c5) @ c2)) | (~spl0_2 | ~spl0_155)), 28.87/4.05 inference(forward_demodulation,[],[f3197,f43])). 28.87/4.05 thf(f3197,plain,( 28.87/4.05 (c4 = ((g @ c5) @ (s @ c1))) | ~spl0_155), 28.87/4.05 inference(trivial_inequality_removal,[],[f3195])). 28.87/4.05 thf(f3195,plain,( 28.87/4.05 (c2 != c2) | (c4 = ((g @ c5) @ (s @ c1))) | ~spl0_155), 28.87/4.05 inference(superposition,[],[f26,f3134])). 28.87/4.05 thf(f3134,plain,( 28.87/4.05 (c2 = ((g @ c5) @ c1)) | ~spl0_155), 28.87/4.05 inference(avatar_component_clause,[],[f3132])). 28.87/4.05 thf(f3183,plain,( 28.87/4.05 ~spl0_154), 28.87/4.05 inference(avatar_contradiction_clause,[],[f3182])). 28.87/4.05 thf(f3182,plain,( 28.87/4.05 $false | ~spl0_154), 28.87/4.05 inference(trivial_inequality_removal,[],[f3174])). 28.87/4.05 thf(f3174,plain,( 28.87/4.05 (c4 != c4) | ~spl0_154), 28.87/4.05 inference(superposition,[],[f17,f3130])). 28.87/4.05 thf(f3130,plain,( 28.87/4.05 (c4 = ((g @ c5) @ c1)) | ~spl0_154), 28.87/4.05 inference(avatar_component_clause,[],[f3128])). 28.87/4.05 thf(f3166,plain,( 28.87/4.05 spl0_11 | spl0_79 | ~spl0_153), 28.87/4.05 inference(avatar_split_clause,[],[f3165,f3124,f1161,f90])). 28.87/4.05 thf(f3165,plain,( 28.87/4.05 (c5 = c8) | (c5 = c1) | ~spl0_153), 28.87/4.05 inference(trivial_inequality_removal,[],[f3159])). 28.87/4.05 thf(f3159,plain,( 28.87/4.05 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_153), 28.87/4.05 inference(superposition,[],[f12,f3126])). 28.87/4.05 thf(f3126,plain,( 28.87/4.05 (c5 = ((g @ c5) @ c1)) | ~spl0_153), 28.87/4.05 inference(avatar_component_clause,[],[f3124])). 28.87/4.05 thf(f2948,plain,( 28.87/4.05 (c1 != c3) | (c4 != (s @ c3)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f2846,plain,( 28.87/4.05 spl0_133 | spl0_134 | spl0_135 | spl0_136 | spl0_31 | ~spl0_70), 28.87/4.05 inference(avatar_split_clause,[],[f2696,f782,f271,f2787,f2783,f2779,f2775])). 28.87/4.05 thf(f2696,plain,( 28.87/4.05 (c1 = c3) | (c2 = ((g @ (s @ c5)) @ c1)) | (c4 = ((g @ (s @ c5)) @ c1)) | (c5 = ((g @ (s @ c5)) @ c1)) | (c3 = ((g @ (s @ c5)) @ c1)) | ~spl0_70), 28.87/4.05 inference(superposition,[],[f784,f215])). 28.87/4.05 thf(f784,plain,( 28.87/4.05 (c1 = ((g @ (s @ (s @ c5))) @ c1)) | ~spl0_70), 28.87/4.05 inference(avatar_component_clause,[],[f782])). 28.87/4.05 thf(f2722,plain,( 28.87/4.05 spl0_34 | ~spl0_5), 28.87/4.05 inference(avatar_split_clause,[],[f2664,f56,f287])). 28.87/4.05 thf(f2664,plain,( 28.87/4.05 ( ! [X2 : $i] : ((c3 = ((g @ c3) @ X2)) | (c2 = ((g @ c2) @ X2)) | (c4 = ((g @ c2) @ X2)) | (c5 = ((g @ c2) @ X2)) | (c3 = ((g @ c2) @ X2))) ) | ~spl0_5), 28.87/4.05 inference(superposition,[],[f215,f58])). 28.87/4.05 thf(f2422,plain,( 28.87/4.05 spl0_44 | ~spl0_3 | ~spl0_89 | ~spl0_97), 28.87/4.05 inference(avatar_split_clause,[],[f2421,f1890,f1842,f46,f360])). 28.87/4.05 thf(f2421,plain,( 28.87/4.05 (c2 = c4) | (~spl0_3 | ~spl0_89 | ~spl0_97)), 28.87/4.05 inference(forward_demodulation,[],[f2420,f1844])). 28.87/4.05 thf(f2420,plain,( 28.87/4.05 (c2 = ((g @ (s @ (s @ c5))) @ c4)) | (~spl0_3 | ~spl0_97)), 28.87/4.05 inference(trivial_inequality_removal,[],[f2412])). 28.87/4.05 thf(f2412,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ (s @ (s @ c5))) @ c4)) | (~spl0_3 | ~spl0_97)), 28.87/4.05 inference(superposition,[],[f143,f1892])). 28.87/4.05 thf(f1892,plain,( 28.87/4.05 (c4 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_97), 28.87/4.05 inference(avatar_component_clause,[],[f1890])). 28.87/4.05 thf(f2395,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c5)) | (c3 != ((g @ c8) @ c5)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f2383,plain,( 28.87/4.05 (c2 != ((g @ c8) @ c5)) | (c3 != ((g @ c8) @ c5)) | (c2 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f2321,plain,( 28.87/4.05 (c8 != (s @ (s @ c5))) | (c4 != (s @ c3)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f2258,plain,( 28.87/4.05 (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c5 != c8) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f2195,plain,( 28.87/4.05 spl0_80 | spl0_81 | ~spl0_96), 28.87/4.05 inference(avatar_split_clause,[],[f2190,f1886,f1281,f1277])). 28.87/4.05 thf(f2190,plain,( 28.87/4.05 (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_96), 28.87/4.05 inference(trivial_inequality_removal,[],[f2184])). 28.87/4.05 thf(f2184,plain,( 28.87/4.05 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_96), 28.87/4.05 inference(superposition,[],[f12,f1888])). 28.87/4.05 thf(f1888,plain,( 28.87/4.05 (c5 = ((g @ (s @ (s @ c5))) @ c5)) | ~spl0_96), 28.87/4.05 inference(avatar_component_clause,[],[f1886])). 28.87/4.05 thf(f2013,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1985,plain,( 28.87/4.05 (c4 != ((g @ (s @ (s @ c5))) @ c4)) | (c3 != ((g @ (s @ (s @ c5))) @ c4)) | (c4 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1830,plain,( 28.87/4.05 spl0_62 | ~spl0_17 | ~spl0_43 | ~spl0_65), 28.87/4.05 inference(avatar_split_clause,[],[f1829,f560,f356,f161,f491])). 28.87/4.05 thf(f356,plain,( 28.87/4.05 spl0_43 <=> (c4 = ((g @ c8) @ c4))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_43])])). 28.87/4.05 thf(f1829,plain,( 28.87/4.05 (c4 = c3) | (~spl0_17 | ~spl0_43 | ~spl0_65)), 28.87/4.05 inference(forward_demodulation,[],[f1828,f358])). 28.87/4.05 thf(f358,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c4)) | ~spl0_43), 28.87/4.05 inference(avatar_component_clause,[],[f356])). 28.87/4.05 thf(f1828,plain,( 28.87/4.05 (c3 = ((g @ c8) @ c4)) | (~spl0_17 | ~spl0_65)), 28.87/4.05 inference(forward_demodulation,[],[f1827,f163])). 28.87/4.05 thf(f1827,plain,( 28.87/4.05 (c3 = ((g @ (s @ (s @ (s @ c5)))) @ c4)) | ~spl0_65), 28.87/4.05 inference(trivial_inequality_removal,[],[f1826])). 28.87/4.05 thf(f1740,plain,( 28.87/4.05 spl0_64 | ~spl0_4 | ~spl0_43), 28.87/4.05 inference(avatar_split_clause,[],[f1739,f356,f51,f537])). 28.87/4.05 thf(f537,plain,( 28.87/4.05 spl0_64 <=> (c2 = ((g @ c8) @ c3))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_64])])). 28.87/4.05 thf(f1739,plain,( 28.87/4.05 (c2 = ((g @ c8) @ c3)) | (~spl0_4 | ~spl0_43)), 28.87/4.05 inference(trivial_inequality_removal,[],[f1731])). 28.87/4.05 thf(f1731,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ c8) @ c3)) | (~spl0_4 | ~spl0_43)), 28.87/4.05 inference(superposition,[],[f144,f358])). 28.87/4.05 thf(f1700,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c8 != c2) | (c2 != (s @ c1)) | (c4 = (s @ (s @ (s @ c5))))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1615,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c2)) | (c3 != ((g @ c8) @ c2)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1528,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c4 != ((g @ c8) @ c2)) | (c2 != ((g @ c8) @ c2)) | (c2 != (s @ c1)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1512,plain,( 28.87/4.05 (c4 != ((g @ c8) @ c2)) | (c2 != ((g @ c8) @ c2)) | (c2 = c4)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1483,plain,( 28.87/4.05 (c2 != c4) | (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1439,plain,( 28.87/4.05 spl0_44 | ~spl0_42 | ~spl0_76), 28.87/4.05 inference(avatar_split_clause,[],[f1438,f1099,f352,f360])). 28.87/4.05 thf(f1438,plain,( 28.87/4.05 (c2 = c4) | (~spl0_42 | ~spl0_76)), 28.87/4.05 inference(forward_demodulation,[],[f1437,f354])). 28.87/4.05 thf(f354,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c5)) | ~spl0_42), 28.87/4.05 inference(avatar_component_clause,[],[f352])). 28.87/4.05 thf(f1437,plain,( 28.87/4.05 (c2 = ((g @ c8) @ c5)) | ~spl0_76), 28.87/4.05 inference(trivial_inequality_removal,[],[f1429])). 28.87/4.05 thf(f1355,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c5 != (s @ c4)) | (c4 != (s @ c3)) | (c4 != c3) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1284,plain,( 28.87/4.05 spl0_80 | spl0_81 | ~spl0_59), 28.87/4.05 inference(avatar_split_clause,[],[f1273,f477,f1281,f1277])). 28.87/4.05 thf(f477,plain,( 28.87/4.05 spl0_59 <=> (c5 = ((g @ c8) @ (s @ (s @ c5))))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_59])])). 28.87/4.05 thf(f1273,plain,( 28.87/4.05 (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_59), 28.87/4.05 inference(trivial_inequality_removal,[],[f1266])). 28.87/4.05 thf(f1266,plain,( 28.87/4.05 (c5 != c5) | (c8 = (s @ (s @ c5))) | (c1 = (s @ (s @ c5))) | ~spl0_59), 28.87/4.05 inference(superposition,[],[f11,f479])). 28.87/4.05 thf(f479,plain,( 28.87/4.05 (c5 = ((g @ c8) @ (s @ (s @ c5)))) | ~spl0_59), 28.87/4.05 inference(avatar_component_clause,[],[f477])). 28.87/4.05 thf(f1234,plain,( 28.87/4.05 spl0_63 | ~spl0_3 | ~spl0_42), 28.87/4.05 inference(avatar_split_clause,[],[f1233,f352,f46,f512])). 28.87/4.05 thf(f512,plain,( 28.87/4.05 spl0_63 <=> (c2 = ((g @ c8) @ c4))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_63])])). 28.87/4.05 thf(f1233,plain,( 28.87/4.05 (c2 = ((g @ c8) @ c4)) | (~spl0_3 | ~spl0_42)), 28.87/4.05 inference(trivial_inequality_removal,[],[f1225])). 28.87/4.05 thf(f1225,plain,( 28.87/4.05 (c4 != c4) | (c2 = ((g @ c8) @ c4)) | (~spl0_3 | ~spl0_42)), 28.87/4.05 inference(superposition,[],[f143,f354])). 28.87/4.05 thf(f1206,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c4)) | (c3 != ((g @ c8) @ c4)) | (c4 != (s @ c3)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1194,plain,( 28.87/4.05 (c2 != ((g @ c8) @ c4)) | (c3 != ((g @ c8) @ c4)) | (c2 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f1164,plain,( 28.87/4.05 spl0_11 | spl0_79 | ~spl0_41), 28.87/4.05 inference(avatar_split_clause,[],[f1159,f348,f1161,f90])). 28.87/4.05 thf(f1159,plain,( 28.87/4.05 (c5 = c8) | (c5 = c1) | ~spl0_41), 28.87/4.05 inference(trivial_inequality_removal,[],[f1152])). 28.87/4.05 thf(f1152,plain,( 28.87/4.05 (c5 != c5) | (c5 = c8) | (c5 = c1) | ~spl0_41), 28.87/4.05 inference(superposition,[],[f11,f350])). 28.87/4.05 thf(f350,plain,( 28.87/4.05 (c5 = ((g @ c8) @ c5)) | ~spl0_41), 28.87/4.05 inference(avatar_component_clause,[],[f348])). 28.87/4.05 thf(f949,plain,( 28.87/4.05 spl0_20 | spl0_72 | ~spl0_56), 28.87/4.05 inference(avatar_split_clause,[],[f944,f462,f946,f221])). 28.87/4.05 thf(f462,plain,( 28.87/4.05 spl0_56 <=> (c5 = ((g @ c8) @ c2))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_56])])). 28.87/4.05 thf(f944,plain,( 28.87/4.05 (c8 = c2) | (c1 = c2) | ~spl0_56), 28.87/4.05 inference(trivial_inequality_removal,[],[f937])). 28.87/4.05 thf(f937,plain,( 28.87/4.05 (c5 != c5) | (c8 = c2) | (c1 = c2) | ~spl0_56), 28.87/4.05 inference(superposition,[],[f11,f464])). 28.87/4.05 thf(f464,plain,( 28.87/4.05 (c5 = ((g @ c8) @ c2)) | ~spl0_56), 28.87/4.05 inference(avatar_component_clause,[],[f462])). 28.87/4.05 thf(f901,plain,( 28.87/4.05 (c5 != (s @ c4)) | (c2 != (s @ c1)) | (c3 != (s @ c2)) | (c4 != (s @ c3)) | (c1 != (s @ c8)) | (c8 != c1) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 = (s @ (s @ (s @ c5))))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f804,plain,( 28.87/4.05 spl0_66 | ~spl0_52), 28.87/4.05 inference(avatar_split_clause,[],[f803,f399,f585])). 28.87/4.05 thf(f399,plain,( 28.87/4.05 spl0_52 <=> (c5 = ((g @ c8) @ c1))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_52])])). 28.87/4.05 thf(f803,plain,( 28.87/4.05 (c8 = c1) | ~spl0_52), 28.87/4.05 inference(trivial_inequality_removal,[],[f802])). 28.87/4.05 thf(f802,plain,( 28.87/4.05 (c5 != c5) | (c8 = c1) | ~spl0_52), 28.87/4.05 inference(duplicate_literal_removal,[],[f798])). 28.87/4.05 thf(f798,plain,( 28.87/4.05 (c5 != c5) | (c8 = c1) | (c8 = c1) | ~spl0_52), 28.87/4.05 inference(superposition,[],[f13,f401])). 28.87/4.05 thf(f401,plain,( 28.87/4.05 (c5 = ((g @ c8) @ c1)) | ~spl0_52), 28.87/4.05 inference(avatar_component_clause,[],[f399])). 28.87/4.05 thf(f764,plain,( 28.87/4.05 ~spl0_50), 28.87/4.05 inference(avatar_contradiction_clause,[],[f763])). 28.87/4.05 thf(f763,plain,( 28.87/4.05 $false | ~spl0_50), 28.87/4.05 inference(trivial_inequality_removal,[],[f754])). 28.87/4.05 thf(f754,plain,( 28.87/4.05 (c4 != c4) | ~spl0_50), 28.87/4.05 inference(superposition,[],[f17,f392])). 28.87/4.05 thf(f392,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c1)) | ~spl0_50), 28.87/4.05 inference(avatar_component_clause,[],[f390])). 28.87/4.05 thf(f390,plain,( 28.87/4.05 spl0_50 <=> (c4 = ((g @ c8) @ c1))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_50])])). 28.87/4.05 thf(f716,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c4)) | (c4 != ((g @ c8) @ c4)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c5 = c3)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f703,plain,( 28.87/4.05 (c1 != (s @ c8)) | (c2 != (s @ c1)) | (c2 != ((g @ c8) @ c4)) | (c8 != (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | (c4 != (s @ c3)) | (c4 != ((g @ c8) @ c5)) | (c4 != ((g @ c8) @ c4)) | (c5 != ((g @ c8) @ c8)) | (c5 != (s @ c4)) | (c3 != (s @ c2)) | (c3 = ((g @ c8) @ c5))), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f701,plain,( 28.87/4.05 (c2 != ((g @ c8) @ c4)) | (c4 != ((g @ c8) @ c4)) | (c2 = c4)), 28.87/4.05 introduced(theory_tautology_sat_conflict,[])). 28.87/4.05 thf(f682,plain,( 28.87/4.05 spl0_31 | spl0_69 | ~spl0_49), 28.87/4.05 inference(avatar_split_clause,[],[f677,f384,f679,f271])). 28.87/4.05 thf(f384,plain,( 28.87/4.05 spl0_49 <=> (c5 = ((g @ c8) @ c3))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_49])])). 28.87/4.05 thf(f677,plain,( 28.87/4.05 (c8 = c3) | (c1 = c3) | ~spl0_49), 28.87/4.05 inference(trivial_inequality_removal,[],[f670])). 28.87/4.05 thf(f670,plain,( 28.87/4.05 (c5 != c5) | (c8 = c3) | (c1 = c3) | ~spl0_49), 28.87/4.05 inference(superposition,[],[f11,f386])). 28.87/4.05 thf(f386,plain,( 28.87/4.05 (c5 = ((g @ c8) @ c3)) | ~spl0_49), 28.87/4.05 inference(avatar_component_clause,[],[f384])). 28.87/4.05 thf(f484,plain,( 28.87/4.05 spl0_58 | spl0_59 | spl0_60 | spl0_10 | ~spl0_8 | ~spl0_17), 28.87/4.05 inference(avatar_split_clause,[],[f471,f161,f71,f83,f481,f477,f473])). 28.87/4.05 thf(f83,plain,( 28.87/4.05 spl0_10 <=> (c5 = c4)), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_10])])). 28.87/4.05 thf(f471,plain,( 28.87/4.05 (c5 = c4) | (c4 = ((g @ c8) @ (s @ (s @ c5)))) | (c5 = ((g @ c8) @ (s @ (s @ c5)))) | (c3 = ((g @ c8) @ (s @ (s @ c5)))) | (~spl0_8 | ~spl0_17)), 28.87/4.05 inference(forward_demodulation,[],[f440,f73])). 28.87/4.05 thf(f440,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c8)) | (c4 = ((g @ c8) @ (s @ (s @ c5)))) | (c5 = ((g @ c8) @ (s @ (s @ c5)))) | (c3 = ((g @ c8) @ (s @ (s @ c5)))) | ~spl0_17), 28.87/4.05 inference(superposition,[],[f333,f163])). 28.87/4.05 thf(f470,plain,( 28.87/4.05 spl0_51 | spl0_52 | spl0_50 | spl0_57 | ~spl0_2), 28.87/4.05 inference(avatar_split_clause,[],[f438,f41,f466,f390,f399,f395])). 28.87/4.05 thf(f438,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c2)) | (c4 = ((g @ c8) @ c1)) | (c5 = ((g @ c8) @ c1)) | (c3 = ((g @ c8) @ c1)) | ~spl0_2), 28.87/4.05 inference(superposition,[],[f333,f43])). 28.87/4.05 thf(f456,plain,( 28.87/4.05 spl0_48 | spl0_49 | spl0_47 | spl0_43 | ~spl0_4), 28.87/4.05 inference(avatar_split_clause,[],[f436,f51,f356,f374,f384,f380])). 28.87/4.05 thf(f436,plain,( 28.87/4.05 (c4 = ((g @ c8) @ c4)) | (c4 = ((g @ c8) @ c3)) | (c5 = ((g @ c8) @ c3)) | (c3 = ((g @ c8) @ c3)) | ~spl0_4), 28.87/4.05 inference(superposition,[],[f333,f53])). 28.87/4.05 thf(f164,plain,( 28.87/4.05 spl0_17 | ~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6), 28.87/4.05 inference(avatar_split_clause,[],[f159,f61,f56,f51,f46,f41,f36,f161])). 28.87/4.05 thf(f36,plain,( 28.87/4.05 spl0_1 <=> (c1 = (s @ c8))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_1])])). 28.87/4.05 thf(f61,plain,( 28.87/4.05 spl0_6 <=> (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_6])])). 28.87/4.05 thf(f159,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ c5)))) | (~spl0_1 | ~spl0_2 | ~spl0_3 | ~spl0_4 | ~spl0_5 | ~spl0_6)), 28.87/4.05 inference(forward_demodulation,[],[f158,f48])). 28.87/4.05 thf(f158,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ c4))))) | (~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_5 | ~spl0_6)), 28.87/4.05 inference(forward_demodulation,[],[f157,f53])). 28.87/4.05 thf(f157,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ (s @ c3)))))) | (~spl0_1 | ~spl0_2 | ~spl0_5 | ~spl0_6)), 28.87/4.05 inference(forward_demodulation,[],[f156,f58])). 28.87/4.05 thf(f156,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ c2))))))) | (~spl0_1 | ~spl0_2 | ~spl0_6)), 28.87/4.05 inference(forward_demodulation,[],[f155,f43])). 28.87/4.05 thf(f155,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ c1)))))))) | (~spl0_1 | ~spl0_6)), 28.87/4.05 inference(forward_demodulation,[],[f63,f38])). 28.87/4.05 thf(f38,plain,( 28.87/4.05 (c1 = (s @ c8)) | ~spl0_1), 28.87/4.05 inference(avatar_component_clause,[],[f36])). 28.87/4.05 thf(f63,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8))))))))) | ~spl0_6), 28.87/4.05 inference(avatar_component_clause,[],[f61])). 28.87/4.05 thf(f132,plain,( 28.87/4.05 ~spl0_16 | ~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_5), 28.87/4.05 inference(avatar_split_clause,[],[f127,f56,f51,f41,f36,f129])). 28.87/4.05 thf(f127,plain,( 28.87/4.05 (c8 != c4) | (~spl0_1 | ~spl0_2 | ~spl0_4 | ~spl0_5)), 28.87/4.05 inference(forward_demodulation,[],[f126,f53])). 28.87/4.05 thf(f126,plain,( 28.87/4.05 (c8 != (s @ c3)) | (~spl0_1 | ~spl0_2 | ~spl0_5)), 28.87/4.05 inference(forward_demodulation,[],[f125,f58])). 28.87/4.05 thf(f125,plain,( 28.87/4.05 (c8 != (s @ (s @ c2))) | (~spl0_1 | ~spl0_2)), 28.87/4.05 inference(forward_demodulation,[],[f103,f43])). 28.87/4.05 thf(f103,plain,( 28.87/4.05 (c8 != (s @ (s @ (s @ c1)))) | ~spl0_1), 28.87/4.05 inference(superposition,[],[f9,f38])). 28.87/4.05 thf(f9,plain,( 28.87/4.05 ( ! [X10 : $i] : (((s @ (s @ (s @ (s @ X10)))) != X10)) )), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f108,plain,( 28.87/4.05 ~spl0_13 | ~spl0_3), 28.87/4.05 inference(avatar_split_clause,[],[f99,f46,f105])). 28.87/4.05 thf(f105,plain,( 28.87/4.05 spl0_13 <=> (c4 = (s @ (s @ (s @ c5))))), 28.87/4.05 introduced(avatar_definition,[new_symbols(naming,[spl0_13])])). 28.87/4.05 thf(f99,plain,( 28.87/4.05 (c4 != (s @ (s @ (s @ c5)))) | ~spl0_3), 28.87/4.05 inference(superposition,[],[f9,f48])). 28.87/4.05 thf(f98,plain,( 28.87/4.05 ~spl0_12 | ~spl0_8), 28.87/4.05 inference(avatar_split_clause,[],[f88,f71,f95])). 28.87/4.05 thf(f88,plain,( 28.87/4.05 (c5 != c2) | ~spl0_8), 28.87/4.05 inference(superposition,[],[f16,f73])). 28.87/4.05 thf(f93,plain,( 28.87/4.05 ~spl0_11 | ~spl0_8), 28.87/4.05 inference(avatar_split_clause,[],[f87,f71,f90])). 28.87/4.05 thf(f87,plain,( 28.87/4.05 (c5 != c1) | ~spl0_8), 28.87/4.05 inference(superposition,[],[f18,f73])). 28.87/4.05 thf(f86,plain,( 28.87/4.05 ~spl0_10 | ~spl0_7), 28.87/4.05 inference(avatar_split_clause,[],[f76,f66,f83])). 28.87/4.05 thf(f76,plain,( 28.87/4.05 (c5 != c4) | ~spl0_7), 28.87/4.05 inference(superposition,[],[f17,f68])). 28.87/4.05 thf(f81,plain,( 28.87/4.05 ~spl0_9 | ~spl0_7), 28.87/4.05 inference(avatar_split_clause,[],[f75,f66,f78])). 28.87/4.05 thf(f75,plain,( 28.87/4.05 (c5 != c3) | ~spl0_7), 28.87/4.05 inference(superposition,[],[f19,f68])). 28.87/4.05 thf(f74,plain,( 28.87/4.05 spl0_8), 28.87/4.05 inference(avatar_split_clause,[],[f34,f71])). 28.87/4.05 thf(f34,plain,( 28.87/4.05 (c5 = ((g @ c8) @ c8))), 28.87/4.05 inference(equality_resolution,[],[f33])). 28.87/4.05 thf(f33,plain,( 28.87/4.05 ( ! [X8 : $i] : ((c5 = ((g @ X8) @ c8)) | (c8 != X8)) )), 28.87/4.05 inference(equality_resolution,[],[f14])). 28.87/4.05 thf(f14,plain,( 28.87/4.05 ( ! [X8 : $i,X9 : $i] : ((c5 = ((g @ X8) @ X9)) | (c8 != X9) | (c8 != X8)) )), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f69,plain,( 28.87/4.05 spl0_7), 28.87/4.05 inference(avatar_split_clause,[],[f32,f66])). 28.87/4.05 thf(f32,plain,( 28.87/4.05 (c5 = ((g @ c1) @ c1))), 28.87/4.05 inference(equality_resolution,[],[f31])). 28.87/4.05 thf(f31,plain,( 28.87/4.05 ( ! [X9 : $i] : ((c5 = ((g @ c1) @ X9)) | (c1 != X9)) )), 28.87/4.05 inference(equality_resolution,[],[f15])). 28.87/4.05 thf(f15,plain,( 28.87/4.05 ( ! [X8 : $i,X9 : $i] : ((c5 = ((g @ X8) @ X9)) | (c1 != X8) | (c1 != X9)) )), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f64,plain,( 28.87/4.05 spl0_6), 28.87/4.05 inference(avatar_split_clause,[],[f30,f61])). 28.87/4.05 thf(f30,plain,( 28.87/4.05 (c8 = (s @ (s @ (s @ (s @ (s @ (s @ (s @ (s @ c8)))))))))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f59,plain,( 28.87/4.05 spl0_5), 28.87/4.05 inference(avatar_split_clause,[],[f20,f56])). 28.87/4.05 thf(f20,plain,( 28.87/4.05 (c3 = (s @ c2))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f54,plain,( 28.87/4.05 spl0_4), 28.87/4.05 inference(avatar_split_clause,[],[f21,f51])). 28.87/4.05 thf(f21,plain,( 28.87/4.05 (c4 = (s @ c3))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f49,plain,( 28.87/4.05 spl0_3), 28.87/4.05 inference(avatar_split_clause,[],[f22,f46])). 28.87/4.05 thf(f22,plain,( 28.87/4.05 (c5 = (s @ c4))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f44,plain,( 28.87/4.05 spl0_2), 28.87/4.05 inference(avatar_split_clause,[],[f24,f41])). 28.87/4.05 thf(f24,plain,( 28.87/4.05 (c2 = (s @ c1))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 thf(f39,plain,( 28.87/4.05 spl0_1), 28.87/4.05 inference(avatar_split_clause,[],[f25,f36])). 28.87/4.05 thf(f25,plain,( 28.87/4.05 (c1 = (s @ c8))), 28.87/4.05 inference(cnf_transformation,[],[f8])). 28.87/4.05 % SZS output end Proof for theBenchmark 28.87/4.05 % (30268)------------------------------ 28.87/4.05 % (30268)Version: Vampire 4.6.0 (commit 0afb7ed4a on 2021-06-23 15:27:21 +0100) 28.87/4.05 % (30268)Termination reason: Refutation 28.87/4.05 28.87/4.05 % (30268)Memory used [KB]: 50276 28.87/4.05 % (30268)Time elapsed: 2.725 s 28.87/4.05 % (30268)------------------------------ 28.87/4.05 % (30268)------------------------------ 28.87/4.05 % (30257)Success in time 3.698 s 28.87/4.05 EOF