TSTP Solution File: PRO005+4 by SPASS---3.9
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%------------------------------------------------------------------------------
% File : SPASS---3.9
% Problem : PRO005+4 : TPTP v8.1.0. Released v4.0.0.
% Transfm : none
% Format : tptp
% Command : run_spass %d %s
% Computer : n012.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 : Mon Jul 18 17:53:44 EDT 2022
% Result : Theorem 2.18s 2.35s
% Output : Refutation 2.18s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.12 % Problem : PRO005+4 : TPTP v8.1.0. Released v4.0.0.
% 0.06/0.13 % Command : run_spass %d %s
% 0.14/0.34 % Computer : n012.cluster.edu
% 0.14/0.34 % Model : x86_64 x86_64
% 0.14/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.14/0.34 % Memory : 8042.1875MB
% 0.14/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.14/0.34 % CPULimit : 300
% 0.14/0.34 % WCLimit : 600
% 0.14/0.34 % DateTime : Mon Jun 13 02:39:11 EDT 2022
% 0.14/0.34 % CPUTime :
% 2.18/2.35
% 2.18/2.35 SPASS V 3.9
% 2.18/2.35 SPASS beiseite: Proof found.
% 2.18/2.35 % SZS status Theorem
% 2.18/2.35 Problem: /export/starexec/sandbox2/benchmark/theBenchmark.p
% 2.18/2.35 SPASS derived 6202 clauses, backtracked 233 clauses, performed 32 splits and kept 2581 clauses.
% 2.18/2.35 SPASS allocated 104840 KBytes.
% 2.18/2.35 SPASS spent 0:00:02.00 on the problem.
% 2.18/2.35 0:00:00.03 for the input.
% 2.18/2.35 0:00:00.09 for the FLOTTER CNF translation.
% 2.18/2.35 0:00:00.11 for inferences.
% 2.18/2.35 0:00:00.03 for the backtracking.
% 2.18/2.35 0:00:01.67 for the reduction.
% 2.18/2.35
% 2.18/2.35
% 2.18/2.35 Here is a proof with depth 15, length 152 :
% 2.18/2.35 % SZS output start Refutation
% 2.18/2.35 2[0:Inp] || -> atomic(tptp4)*.
% 2.18/2.35 3[0:Inp] || -> atomic(tptp3)*.
% 2.18/2.35 4[0:Inp] || -> atomic(tptp2)*.
% 2.18/2.35 5[0:Inp] || -> atomic(tptp1)*.
% 2.18/2.35 6[0:Inp] || -> occurrence_of(skc1,tptp0)*.
% 2.18/2.35 8[0:Inp] || atomic(tptp0)* -> .
% 2.18/2.35 10[0:Inp] || -> occurrence_of(skf28(u),tptp4)*.
% 2.18/2.35 14[0:Inp] || equal(tptp1,tptp3)** -> .
% 2.18/2.35 15[0:Inp] || equal(tptp1,tptp2)** -> .
% 2.18/2.35 18[0:Inp] || occurrence_of(u,v)* -> activity(v).
% 2.18/2.35 19[0:Inp] || occurrence_of(u,v)* -> activity_occurrence(u).
% 2.18/2.35 22[0:Inp] || root(u,v)* -> legal(u).
% 2.18/2.35 23[0:Inp] || precedes(u,v)* -> legal(v).
% 2.18/2.35 24[0:Inp] activity_occurrence(u) || -> occurrence_of(u,skf19(u))*.
% 2.18/2.35 25[0:Inp] || leaf_occ(u,v)* -> subactivity_occurrence(u,v).
% 2.18/2.35 26[0:Inp] || root_occ(u,v)* -> subactivity_occurrence(u,v).
% 2.18/2.35 31[0:Inp] || min_precedes(u,v,w)* -> precedes(u,v).
% 2.18/2.35 32[0:Inp] || -> occurrence_of(skf27(u),tptp2)* occurrence_of(skf27(u),tptp3).
% 2.18/2.35 33[0:Inp] || occurrence_of(u,tptp0) -> root_occ(skf28(u),u)*.
% 2.18/2.35 34[0:Inp] || occurrence_of(u,tptp0) -> leaf_occ(skf27(u),u)*.
% 2.18/2.35 39[0:Inp] || leaf(u,v) min_precedes(u,w,v)* -> .
% 2.18/2.35 40[0:Inp] arboreal(u) || occurrence_of(u,v)* -> atomic(v).
% 2.18/2.35 41[0:Inp] atomic(u) || occurrence_of(v,u)* -> arboreal(v).
% 2.18/2.35 42[0:Inp] || leaf_occ(u,v) -> occurrence_of(v,skf23(u,v))*.
% 2.18/2.35 43[0:Inp] || leaf_occ(u,v)*+ -> leaf(u,skf23(u,w))*.
% 2.18/2.35 45[0:Inp] || root_occ(u,v)*+ -> root(u,skf24(u,w))*.
% 2.18/2.35 47[0:Inp] || next_subocc(u,v,w)* -> min_precedes(u,v,w).
% 2.18/2.35 50[0:Inp] || occurrence_of(u,tptp0) -> next_subocc(skf28(u),skf27(u),tptp0)*.
% 2.18/2.35 53[0:Inp] || min_precedes(u,v,w) -> occurrence_of(skf17(v,u,w),w)*.
% 2.18/2.35 55[0:Inp] || min_precedes(u,v,w)*+ -> subactivity_occurrence(v,skf17(v,x,y))*.
% 2.18/2.35 56[0:Inp] || leaf(u,v) -> atomic(v) occurrence_of(skf18(u,v),v)*.
% 2.18/2.35 57[0:Inp] || leaf(u,v)*+ -> atomic(v) leaf_occ(u,skf18(u,w))*.
% 2.18/2.35 58[0:Inp] || occurrence_of(u,v)*+ occurrence_of(u,w)* -> equal(w,v)*.
% 2.18/2.35 59[0:Inp] || min_precedes(u,v,w)*+ -> min_precedes(skf25(w,v),v,w)*.
% 2.18/2.35 61[0:Inp] || leaf_occ(u,v)* occurrence_of(v,w)* min_precedes(u,x,w)*+ -> .
% 2.18/2.35 62[0:Inp] || root_occ(u,v)* occurrence_of(v,w)* min_precedes(x,u,w)*+ -> .
% 2.18/2.35 66[0:Inp] || min_precedes(u,v,w)*+ -> leaf(v,w) min_precedes(v,skf22(w,v),w)*.
% 2.18/2.35 75[0:Inp] arboreal(u) || subactivity_occurrence(u,v) occurrence_of(v,tptp0) -> root_occ(u,v) leaf_occ(u,v)*.
% 2.18/2.35 77[0:Inp] arboreal(u) || subactivity_occurrence(u,v)+ occurrence_of(v,tptp0) -> leaf_occ(u,v)* occurrence_of(skf29(w),tptp1)*.
% 2.18/2.35 78[0:Inp] arboreal(u) || subactivity_occurrence(u,v)+ occurrence_of(v,tptp0) -> leaf_occ(u,v)* next_subocc(u,skf29(u),tptp0)*.
% 2.18/2.35 79[0:Inp] arboreal(u) || occurrence_of(v,w)*+ subactivity_occurrence(u,v)* leaf_occ(x,v)* -> equal(x,u) min_precedes(u,x,w)*.
% 2.18/2.35 86[0:Res:6.0,61.0] || leaf_occ(u,skc1) min_precedes(u,v,tptp0)* -> .
% 2.18/2.35 91[0:Res:6.0,40.1] arboreal(skc1) || -> atomic(tptp0)*.
% 2.18/2.35 93[0:Res:6.0,19.0] || -> activity_occurrence(skc1)*.
% 2.18/2.35 94[0:Res:6.0,50.0] || -> next_subocc(skf28(skc1),skf27(skc1),tptp0)*.
% 2.18/2.35 95[0:Res:6.0,33.0] || -> root_occ(skf28(skc1),skc1)*.
% 2.18/2.35 98[0:Res:6.0,41.1] atomic(tptp0) || -> arboreal(skc1)*.
% 2.18/2.35 107[0:MRR:91.1,8.0] arboreal(skc1) || -> .
% 2.18/2.35 108[0:MRR:98.1,107.0] atomic(tptp0) || -> .
% 2.18/2.35 113[1:Spt:77.0,77.1,77.2,77.3] arboreal(u) || subactivity_occurrence(u,v) occurrence_of(v,tptp0) -> leaf_occ(u,v)*.
% 2.18/2.35 117[0:Res:10.0,18.0] || -> activity(tptp4)*.
% 2.18/2.35 122[0:Res:10.0,19.0] || -> activity_occurrence(skf28(u))*.
% 2.18/2.35 131[0:Res:95.0,26.0] || -> subactivity_occurrence(skf28(skc1),skc1)*.
% 2.18/2.35 141[0:Res:32.0,19.0] || -> occurrence_of(skf27(u),tptp3)* activity_occurrence(skf27(u)).
% 2.18/2.35 143[0:MRR:141.0,19.0] || -> activity_occurrence(skf27(u))*.
% 2.18/2.35 144[0:Res:33.1,26.0] || occurrence_of(u,tptp0) -> subactivity_occurrence(skf28(u),u)*.
% 2.18/2.35 159[0:Res:10.0,41.1] atomic(tptp4) || -> arboreal(skf28(u))*.
% 2.18/2.35 161[0:Res:32.0,41.1] atomic(tptp2) || -> occurrence_of(skf27(u),tptp3)* arboreal(skf27(u)).
% 2.18/2.35 163[0:SSi:159.0,2.0,117.0] || -> arboreal(skf28(u))*.
% 2.18/2.35 165[0:SSi:161.0,4.0] || -> occurrence_of(skf27(u),tptp3)* arboreal(skf27(u)).
% 2.18/2.35 170[0:Res:165.0,41.1] atomic(tptp3) || -> arboreal(skf27(u))* arboreal(skf27(u))*.
% 2.18/2.35 171[0:Obv:170.1] atomic(tptp3) || -> arboreal(skf27(u))*.
% 2.18/2.35 172[0:SSi:171.0,3.0] || -> arboreal(skf27(u))*.
% 2.18/2.35 202[0:Res:42.1,19.0] || leaf_occ(u,v)* -> activity_occurrence(v).
% 2.18/2.35 219[0:Res:34.1,43.0] || occurrence_of(u,tptp0) -> leaf(skf27(u),skf23(skf27(u),v))*.
% 2.18/2.35 224[0:Res:95.0,45.0] || -> root(skf28(skc1),skf24(skf28(skc1),u))*.
% 2.18/2.35 228[0:Res:224.0,22.0] || -> legal(skf28(skc1))*.
% 2.18/2.35 234[0:Res:94.0,47.0] || -> min_precedes(skf28(skc1),skf27(skc1),tptp0)*.
% 2.18/2.35 238[0:Res:234.0,86.1] || leaf_occ(skf28(skc1),skc1)* -> .
% 2.18/2.35 244[1:Res:113.3,238.0] arboreal(skf28(skc1)) || subactivity_occurrence(skf28(skc1),skc1)* occurrence_of(skc1,tptp0) -> .
% 2.18/2.35 248[1:SSi:244.0,228.0,122.0,93.0,163.0,93.0] || subactivity_occurrence(skf28(skc1),skc1)* occurrence_of(skc1,tptp0) -> .
% 2.18/2.35 249[1:MRR:248.0,248.1,144.1,6.0] || -> .
% 2.18/2.35 250[1:Spt:249.0,77.4] || -> occurrence_of(skf29(u),tptp1)*.
% 2.18/2.35 252[1:Res:250.0,19.0] || -> activity_occurrence(skf29(u))*.
% 2.18/2.35 254[1:Res:250.0,41.1] atomic(tptp1) || -> arboreal(skf29(u))*.
% 2.18/2.35 255[1:SSi:254.0,5.0] || -> arboreal(skf29(u))*.
% 2.18/2.35 298[0:Res:24.1,58.0] activity_occurrence(u) || occurrence_of(u,v)* -> equal(v,skf19(u)).
% 2.18/2.35 303[1:Res:250.0,58.0] || occurrence_of(skf29(u),v)* -> equal(v,tptp1).
% 2.18/2.35 305[0:MRR:298.0,19.1] || occurrence_of(u,v)* -> equal(v,skf19(u)).
% 2.18/2.35 316[1:Res:24.1,303.0] activity_occurrence(skf29(u)) || -> equal(skf19(skf29(u)),tptp1)**.
% 2.18/2.35 321[1:SSi:316.0,252.0,255.0] || -> equal(skf19(skf29(u)),tptp1)**.
% 2.18/2.35 349[0:Res:32.0,305.0] || -> occurrence_of(skf27(u),tptp3)* equal(skf19(skf27(u)),tptp2).
% 2.18/2.35 351[0:Res:42.1,305.0] || leaf_occ(u,v) -> equal(skf23(u,v),skf19(v))**.
% 2.18/2.35 428[0:Res:349.0,305.0] || -> equal(skf19(skf27(u)),tptp2)** equal(skf19(skf27(u)),tptp3).
% 2.18/2.35 433[0:Res:349.0,18.0] || -> equal(skf19(skf27(u)),tptp2)** activity(tptp3).
% 2.18/2.35 438[2:Spt:433.0] || -> equal(skf19(skf27(u)),tptp2)**.
% 2.18/2.35 656[0:SpR:351.1,219.1] || leaf_occ(skf27(u),v) occurrence_of(u,tptp0) -> leaf(skf27(u),skf19(v))*.
% 2.18/2.35 815[0:Res:131.0,78.1] arboreal(skf28(skc1)) || occurrence_of(skc1,tptp0) -> leaf_occ(skf28(skc1),skc1) next_subocc(skf28(skc1),skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 823[0:SSi:815.0,228.0,122.0,93.0,163.0,93.0] || occurrence_of(skc1,tptp0) -> leaf_occ(skf28(skc1),skc1) next_subocc(skf28(skc1),skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 824[0:MRR:823.0,823.1,6.0,238.0] || -> next_subocc(skf28(skc1),skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 832[0:Res:824.0,47.0] || -> min_precedes(skf28(skc1),skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 836[0:Res:832.0,66.0] || -> leaf(skf29(skf28(skc1)),tptp0) min_precedes(skf29(skf28(skc1)),skf22(tptp0,skf29(skf28(skc1))),tptp0)*.
% 2.18/2.35 837[0:Res:832.0,55.0] || -> subactivity_occurrence(skf29(skf28(skc1)),skf17(skf29(skf28(skc1)),u,v))*.
% 2.18/2.35 840[0:Res:832.0,59.0] || -> min_precedes(skf25(tptp0,skf29(skf28(skc1))),skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 842[0:Res:832.0,31.0] || -> precedes(skf28(skc1),skf29(skf28(skc1)))*.
% 2.18/2.35 849[0:Res:832.0,62.2] || root_occ(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> .
% 2.18/2.35 854[0:Res:842.0,23.0] || -> legal(skf29(skf28(skc1)))*.
% 2.18/2.35 858[0:Res:24.1,79.1] activity_occurrence(u) arboreal(v) || subactivity_occurrence(v,u) leaf_occ(w,u) -> equal(w,v) min_precedes(v,w,skf19(u))*.
% 2.18/2.35 866[0:MRR:858.0,202.1] arboreal(u) || subactivity_occurrence(u,v) leaf_occ(w,v) -> equal(w,u) min_precedes(u,w,skf19(v))*.
% 2.18/2.35 1622[0:Res:836.1,31.0] || -> leaf(skf29(skf28(skc1)),tptp0) precedes(skf29(skf28(skc1)),skf22(tptp0,skf29(skf28(skc1))))*.
% 2.18/2.35 1630[0:Res:836.1,61.2] || leaf_occ(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> leaf(skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 1646[3:Spt:1622.0] || -> leaf(skf29(skf28(skc1)),tptp0)*.
% 2.18/2.35 1654[3:Res:1646.0,57.0] || -> atomic(tptp0) leaf_occ(skf29(skf28(skc1)),skf18(skf29(skf28(skc1)),u))*.
% 2.18/2.35 1657[3:MRR:1654.0,108.0] || -> leaf_occ(skf29(skf28(skc1)),skf18(skf29(skf28(skc1)),u))*.
% 2.18/2.35 1664[3:Res:1657.0,43.0] || -> leaf(skf29(skf28(skc1)),skf23(skf29(skf28(skc1)),u))*.
% 2.18/2.40 1668[3:SpR:351.1,1664.0] || leaf_occ(skf29(skf28(skc1)),u) -> leaf(skf29(skf28(skc1)),skf19(u))*.
% 2.18/2.40 2011[0:Res:866.4,39.1] arboreal(u) || subactivity_occurrence(u,v) leaf_occ(w,v)* leaf(u,skf19(v))*+ -> equal(w,u)*.
% 2.18/2.40 4852[0:Res:656.2,2011.3] arboreal(skf27(u)) || leaf_occ(skf27(u),v)* occurrence_of(u,tptp0) subactivity_occurrence(skf27(u),v) leaf_occ(w,v)* -> equal(w,skf27(u))*.
% 2.18/2.40 4853[3:Res:1668.1,2011.3] arboreal(skf29(skf28(skc1))) || leaf_occ(skf29(skf28(skc1)),u)* subactivity_occurrence(skf29(skf28(skc1)),u) leaf_occ(v,u)* -> equal(v,skf29(skf28(skc1)))*.
% 2.18/2.40 4856[3:SSi:4853.0,854.0,252.0,228.0,122.0,93.0,163.0,93.0,255.0,228.0,122.0,93.0,163.0,93.0] || leaf_occ(skf29(skf28(skc1)),u)* subactivity_occurrence(skf29(skf28(skc1)),u) leaf_occ(v,u)* -> equal(v,skf29(skf28(skc1)))*.
% 2.18/2.40 4857[3:MRR:4856.1,25.1] || leaf_occ(skf29(skf28(skc1)),u)*+ leaf_occ(v,u)* -> equal(v,skf29(skf28(skc1)))*.
% 2.18/2.40 4858[0:SSi:4852.0,143.0,172.0] || leaf_occ(skf27(u),v)* occurrence_of(u,tptp0) subactivity_occurrence(skf27(u),v) leaf_occ(w,v)* -> equal(w,skf27(u))*.
% 2.18/2.40 4859[0:MRR:4858.2,25.1] || leaf_occ(skf27(u),v)*+ occurrence_of(u,tptp0) leaf_occ(w,v)* -> equal(w,skf27(u))*.
% 2.18/2.40 4882[3:Res:1657.0,4857.0] || leaf_occ(u,skf18(skf29(skf28(skc1)),v))* -> equal(u,skf29(skf28(skc1))).
% 2.18/2.40 4902[3:Res:34.1,4882.0] || occurrence_of(skf18(skf29(skf28(skc1)),u),tptp0)* -> equal(skf27(skf18(skf29(skf28(skc1)),u)),skf29(skf28(skc1))).
% 2.18/2.40 5613[0:Res:34.1,4859.0] || occurrence_of(u,tptp0) occurrence_of(u,tptp0) leaf_occ(v,u)* -> equal(v,skf27(u)).
% 2.18/2.40 5616[0:Obv:5613.0] || occurrence_of(u,tptp0) leaf_occ(v,u)* -> equal(v,skf27(u)).
% 2.18/2.40 5801[3:Res:56.2,4902.0] || leaf(skf29(skf28(skc1)),tptp0) -> atomic(tptp0) equal(skf27(skf18(skf29(skf28(skc1)),tptp0)),skf29(skf28(skc1)))**.
% 2.18/2.40 5802[3:MRR:5801.0,5801.1,1646.0,108.0] || -> equal(skf27(skf18(skf29(skf28(skc1)),tptp0)),skf29(skf28(skc1)))**.
% 2.18/2.40 5809[3:SpR:5802.0,438.0] || -> equal(skf19(skf29(skf28(skc1))),tptp2)**.
% 2.18/2.40 5875[3:Rew:321.0,5809.0] || -> equal(tptp1,tptp2)**.
% 2.18/2.40 5876[3:MRR:5875.0,15.0] || -> .
% 2.18/2.40 5903[3:Spt:5876.0,1622.0,1646.0] || leaf(skf29(skf28(skc1)),tptp0)* -> .
% 2.18/2.40 5904[3:Spt:5876.0,1622.1] || -> precedes(skf29(skf28(skc1)),skf22(tptp0,skf29(skf28(skc1))))*.
% 2.18/2.40 5909[3:MRR:1630.2,5903.0] || leaf_occ(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> .
% 2.18/2.40 6076[3:Res:75.4,5909.0] arboreal(skf29(skf28(skc1))) || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 6080[3:Obv:6076.2] arboreal(skf29(skf28(skc1))) || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 6081[3:SSi:6080.0,854.0,252.0,228.0,122.0,93.0,163.0,93.0,255.0,228.0,122.0,93.0,163.0,93.0] || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 6082[3:MRR:6081.2,849.0] || subactivity_occurrence(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> .
% 2.18/2.40 6086[3:Res:837.0,6082.0] || occurrence_of(skf17(skf29(skf28(skc1)),u,v),tptp0)* -> .
% 2.18/2.40 6091[3:Res:53.1,6086.0] || min_precedes(u,skf29(skf28(skc1)),tptp0)* -> .
% 2.18/2.40 6092[3:UnC:6091.0,840.0] || -> .
% 2.18/2.40 6093[2:Spt:6092.0,433.1] || -> activity(tptp3)*.
% 2.18/2.40 6293[3:Spt:1622.0] || -> leaf(skf29(skf28(skc1)),tptp0)*.
% 2.18/2.40 6306[3:Res:6293.0,57.0] || -> atomic(tptp0) leaf_occ(skf29(skf28(skc1)),skf18(skf29(skf28(skc1)),u))*.
% 2.18/2.40 6309[3:MRR:6306.0,108.0] || -> leaf_occ(skf29(skf28(skc1)),skf18(skf29(skf28(skc1)),u))*.
% 2.18/2.40 6320[3:Res:6309.0,5616.1] || occurrence_of(skf18(skf29(skf28(skc1)),u),tptp0)* -> equal(skf27(skf18(skf29(skf28(skc1)),u)),skf29(skf28(skc1))).
% 2.18/2.40 7568[3:Res:56.2,6320.0] || leaf(skf29(skf28(skc1)),tptp0) -> atomic(tptp0) equal(skf27(skf18(skf29(skf28(skc1)),tptp0)),skf29(skf28(skc1)))**.
% 2.18/2.40 7569[3:MRR:7568.0,7568.1,6293.0,108.0] || -> equal(skf27(skf18(skf29(skf28(skc1)),tptp0)),skf29(skf28(skc1)))**.
% 2.18/2.40 7602[3:SpR:7569.0,428.0] || -> equal(skf19(skf29(skf28(skc1))),tptp2) equal(skf19(skf27(skf18(skf29(skf28(skc1)),tptp0))),tptp3)**.
% 2.18/2.40 7653[3:Rew:321.0,7602.1,7569.0,7602.1,321.0,7602.0] || -> equal(tptp1,tptp2)** equal(tptp1,tptp3).
% 2.18/2.40 7654[3:MRR:7653.0,7653.1,15.0,14.0] || -> .
% 2.18/2.40 7710[3:Spt:7654.0,1622.0,6293.0] || leaf(skf29(skf28(skc1)),tptp0)* -> .
% 2.18/2.40 7711[3:Spt:7654.0,1622.1] || -> precedes(skf29(skf28(skc1)),skf22(tptp0,skf29(skf28(skc1))))*.
% 2.18/2.40 7716[3:MRR:1630.2,7710.0] || leaf_occ(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> .
% 2.18/2.40 7839[3:Res:75.4,7716.0] arboreal(skf29(skf28(skc1))) || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 7843[3:Obv:7839.2] arboreal(skf29(skf28(skc1))) || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 7844[3:SSi:7843.0,854.0,252.0,228.0,122.0,93.0,163.0,93.0,255.0,228.0,122.0,93.0,163.0,93.0] || subactivity_occurrence(skf29(skf28(skc1)),u) occurrence_of(u,tptp0) -> root_occ(skf29(skf28(skc1)),u)*.
% 2.18/2.40 7845[3:MRR:7844.2,849.0] || subactivity_occurrence(skf29(skf28(skc1)),u)* occurrence_of(u,tptp0) -> .
% 2.18/2.40 7851[3:Res:837.0,7845.0] || occurrence_of(skf17(skf29(skf28(skc1)),u,v),tptp0)* -> .
% 2.18/2.40 7857[3:Res:53.1,7851.0] || min_precedes(u,skf29(skf28(skc1)),tptp0)* -> .
% 2.18/2.40 7858[3:UnC:7857.0,840.0] || -> .
% 2.18/2.40 % SZS output end Refutation
% 2.18/2.40 Formulae used in the proof : sos_35 sos_36 sos_37 sos_38 goals sos_34 sos_32 sos_42 sos_43 sos_03 sos_17 sos_21 sos_12 sos_18 sos_19 sos_24 sos_15 sos_16 sos_26 sos_06 sos_07 sos_08 sos_23 sos_09 sos_10 sos_45 sos_46 sos_02
% 2.18/2.40
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