%------------------------------------------------------------------------------ % File : SPASS---3.9 % Problem : KRS140+1 : TPTP v8.1.0. Released v3.1.0. % Transfm : none % Format : tptp % Command : run_spass %d %s % Computer : n028.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 600s % DateTime : Sun Jul 17 03:30:41 EDT 2022 % Result : Theorem 0.19s 0.44s % Output : Refutation 0.19s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.06/0.12 % Problem : KRS140+1 : TPTP v8.1.0. Released v3.1.0. % 0.06/0.12 % Command : run_spass %d %s % 0.12/0.33 % Computer : n028.cluster.edu % 0.12/0.33 % Model : x86_64 x86_64 % 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.12/0.33 % Memory : 8042.1875MB % 0.12/0.33 % OS : Linux 3.10.0-693.el7.x86_64 % 0.12/0.33 % CPULimit : 300 % 0.12/0.33 % WCLimit : 600 % 0.12/0.33 % DateTime : Tue Jun 7 15:15:30 EDT 2022 % 0.12/0.33 % CPUTime : % 0.19/0.44 % 0.19/0.44 SPASS V 3.9 % 0.19/0.44 SPASS beiseite: Proof found. % 0.19/0.44 % SZS status Theorem % 0.19/0.44 Problem: /export/starexec/sandbox2/benchmark/theBenchmark.p % 0.19/0.44 SPASS derived 90 clauses, backtracked 48 clauses, performed 7 splits and kept 96 clauses. % 0.19/0.44 SPASS allocated 97939 KBytes. % 0.19/0.44 SPASS spent 0:00:00.09 on the problem. % 0.19/0.44 0:00:00.03 for the input. % 0.19/0.44 0:00:00.04 for the FLOTTER CNF translation. % 0.19/0.44 0:00:00.00 for inferences. % 0.19/0.44 0:00:00.00 for the backtracking. % 0.19/0.44 0:00:00.00 for the reduction. % 0.19/0.44 % 0.19/0.44 % 0.19/0.44 Here is a proof with depth 4, length 76 : % 0.19/0.44 % SZS output start Refutation % 0.19/0.44 1[0:Inp] || -> cowlThing(u)*. % 0.19/0.44 4[0:Inp] || -> rsymProp(skc8,skc9)*. % 0.19/0.44 5[0:Inp] cowlNothing(u) || -> . % 0.19/0.44 6[0:Inp] || -> rsymProp(ia,ia)*. % 0.19/0.44 7[0:Inp] || -> rsymProp(ib,ib)*. % 0.19/0.44 8[0:Inp] || -> xsd_string(u)* xsd_integer(u). % 0.19/0.44 9[0:Inp] || xsd_integer(skc11) -> xsd_string(skc11)* SkC0. % 0.19/0.44 10[0:Inp] || xsd_string(skc11)* -> xsd_integer(skc11) SkC0. % 0.19/0.44 11[0:Inp] xsd_integer(u) xsd_string(u) || -> . % 0.19/0.44 12[0:Inp] || rsymProp(u,v)*+ -> rsymProp(v,u)*. % 0.19/0.44 13[0:Inp] || rsymProp(u,v)*+ -> equal(v,ia) equal(v,ib). % 0.19/0.44 14[0:Inp] cowlThing(u) || SkC0 rsymProp(ia,u)* cowlThing(skc6) -> rsymProp(skc10,skc8)* cowlNothing(skc7). % 0.19/0.44 15[0:Inp] cowlThing(u) || cowlThing(skc6) SkC0 rsymProp(ia,u)* rsymProp(skc10,skc9)* -> cowlNothing(skc7). % 0.19/0.44 16[0:MRR:10.0,8.1] || -> SkC0 xsd_integer(skc11)*. % 0.19/0.44 17[0:MRR:9.0,16.0] || -> SkC0 xsd_string(skc11)*. % 0.19/0.44 18[0:MRR:14.0,14.3,14.5,1.0,1.0,5.0] || SkC0 rsymProp(ia,u)* -> rsymProp(skc10,skc8)*. % 0.19/0.44 19[0:MRR:15.0,15.1,15.5,1.0,1.0,5.0] || SkC0 rsymProp(ia,u)* rsymProp(skc10,skc9)* -> . % 0.19/0.44 20[0:Res:4.0,13.0] || -> equal(skc9,ia) equal(skc9,ib)**. % 0.19/0.44 21[0:Res:4.0,12.0] || -> rsymProp(skc9,skc8)*. % 0.19/0.44 22[0:Res:6.0,18.1] || SkC0 -> rsymProp(skc10,skc8)*. % 0.19/0.44 23[0:Res:6.0,19.1] || SkC0 rsymProp(skc10,skc9)* -> . % 0.19/0.44 24[1:Spt:20.0] || -> equal(skc9,ia)**. % 0.19/0.44 25[1:Rew:24.0,21.0] || -> rsymProp(ia,skc8)*. % 0.19/0.44 26[1:Rew:24.0,4.0] || -> rsymProp(skc8,ia)*. % 0.19/0.44 27[1:Rew:24.0,23.1] || SkC0 rsymProp(skc10,ia)* -> . % 0.19/0.44 29[2:Spt:16.0] || -> SkC0*. % 0.19/0.44 30[2:MRR:22.0,29.0] || -> rsymProp(skc10,skc8)*. % 0.19/0.44 31[2:MRR:27.0,29.0] || rsymProp(skc10,ia)* -> . % 0.19/0.44 36[2:Res:30.0,12.0] || -> rsymProp(skc8,skc10)*. % 0.19/0.44 40[1:Res:25.0,13.0] || -> equal(skc8,ia) equal(skc8,ib)**. % 0.19/0.44 42[2:Res:36.0,13.0] || -> equal(skc10,ia) equal(skc10,ib)**. % 0.19/0.44 44[3:Spt:40.0] || -> equal(skc8,ia)**. % 0.19/0.44 47[3:Rew:44.0,30.0] || -> rsymProp(skc10,ia)*. % 0.19/0.44 49[3:MRR:47.0,31.0] || -> . % 0.19/0.44 50[3:Spt:49.0,40.0,44.0] || equal(skc8,ia)** -> . % 0.19/0.44 51[3:Spt:49.0,40.1] || -> equal(skc8,ib)**. % 0.19/0.44 54[3:Rew:51.0,26.0] || -> rsymProp(ib,ia)*. % 0.19/0.44 66[4:Spt:42.0] || -> equal(skc10,ia)**. % 0.19/0.44 67[4:Rew:66.0,31.0] || rsymProp(ia,ia)* -> . % 0.19/0.44 70[4:MRR:67.0,6.0] || -> . % 0.19/0.44 71[4:Spt:70.0,42.0,66.0] || equal(skc10,ia)** -> . % 0.19/0.44 72[4:Spt:70.0,42.1] || -> equal(skc10,ib)**. % 0.19/0.44 75[4:Rew:72.0,31.0] || rsymProp(ib,ia)* -> . % 0.19/0.44 76[4:MRR:75.0,54.0] || -> . % 0.19/0.44 78[2:Spt:76.0,16.0,29.0] || SkC0*+ -> . % 0.19/0.44 79[2:Spt:76.0,16.1] || -> xsd_integer(skc11)*. % 0.19/0.44 80[2:MRR:17.0,78.0] || -> xsd_string(skc11)*. % 0.19/0.44 82[2:EmS:11.0,11.1,79.0,80.0] || -> . % 0.19/0.44 83[1:Spt:82.0,20.0,24.0] || equal(skc9,ia)** -> . % 0.19/0.44 84[1:Spt:82.0,20.1] || -> equal(skc9,ib)**. % 0.19/0.44 85[1:Rew:84.0,4.0] || -> rsymProp(skc8,ib)*. % 0.19/0.44 86[1:Rew:84.0,21.0] || -> rsymProp(ib,skc8)*. % 0.19/0.44 88[1:Rew:84.0,23.1] || SkC0 rsymProp(skc10,ib)* -> . % 0.19/0.44 90[2:Spt:17.0] || -> SkC0*. % 0.19/0.44 91[2:MRR:22.0,90.0] || -> rsymProp(skc10,skc8)*. % 0.19/0.44 92[2:MRR:88.0,90.0] || rsymProp(skc10,ib)* -> . % 0.19/0.44 95[1:Res:86.0,13.0] || -> equal(skc8,ia) equal(skc8,ib)**. % 0.19/0.44 98[2:Res:91.0,12.0] || -> rsymProp(skc8,skc10)*. % 0.19/0.44 99[2:Res:98.0,13.0] || -> equal(skc10,ia) equal(skc10,ib)**. % 0.19/0.44 101[3:Spt:95.0] || -> equal(skc8,ia)**. % 0.19/0.44 102[3:Rew:101.0,85.0] || -> rsymProp(ia,ib)*. % 0.19/0.44 115[4:Spt:99.0] || -> equal(skc10,ia)**. % 0.19/0.44 116[4:Rew:115.0,92.0] || rsymProp(ia,ib)* -> . % 0.19/0.44 119[4:MRR:116.0,102.0] || -> . % 0.19/0.44 120[4:Spt:119.0,99.0,115.0] || equal(skc10,ia)** -> . % 0.19/0.44 121[4:Spt:119.0,99.1] || -> equal(skc10,ib)**. % 0.19/0.44 124[4:Rew:121.0,92.0] || rsymProp(ib,ib)* -> . % 0.19/0.44 125[4:MRR:124.0,7.0] || -> . % 0.19/0.44 127[3:Spt:125.0,95.0,101.0] || equal(skc8,ia)** -> . % 0.19/0.44 128[3:Spt:125.0,95.1] || -> equal(skc8,ib)**. % 0.19/0.44 130[3:Rew:128.0,91.0] || -> rsymProp(skc10,ib)*. % 0.19/0.44 133[3:MRR:92.0,130.0] || -> . % 0.19/0.44 135[2:Spt:133.0,17.0,90.0] || SkC0*+ -> . % 0.19/0.44 136[2:Spt:133.0,17.1] || -> xsd_string(skc11)*. % 0.19/0.44 137[2:MRR:16.0,135.0] || -> xsd_integer(skc11)*. % 0.19/0.44 138[2:EmS:11.0,11.1,137.0,136.0] || -> . % 0.19/0.44 % SZS output end Refutation % 0.19/0.44 Formulae used in the proof : axiom_0 the_axiom axiom_7 axiom_3 axiom_5 axiom_1 axiom_2 % 0.19/0.44 %------------------------------------------------------------------------------