0.07/0.12 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.07/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s 0.12/0.34 % Computer : n021.cluster.edu 0.12/0.34 % Model : x86_64 x86_64 0.12/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.12/0.34 % Memory : 8042.1875MB 0.12/0.34 % OS : Linux 3.10.0-693.el7.x86_64 0.12/0.34 % CPULimit : 960 0.12/0.34 % WCLimit : 120 0.12/0.34 % DateTime : Thu Jul 2 09:14:11 EDT 2020 0.12/0.35 % CPUTime : 0.20/0.45 openjdk version "1.8.0_171" 0.20/0.45 OpenJDK Runtime Environment (build 1.8.0_171-b10) 0.20/0.45 OpenJDK 64-Bit Server VM (build 25.171-b10, mixed mode) 0.20/0.46 file=/export/starexec/sandbox/benchmark/theBenchmark.p 0.67/0.71 start to proof:theBenchmark 1.47/1.57 %------------------------------------------- 1.47/1.57 % File :CSE---1.3 1.47/1.57 % Problem :theBenchmark 1.47/1.57 % Transform :cnf 1.47/1.57 % Format :tptp:raw 1.47/1.57 % Command :java -jar mcs_scs.jar %d %s 1.47/1.57 1.47/1.57 % Result :Theorem 0.750000s 1.47/1.57 % Output :CNFRefutation 0.750000s 1.47/1.57 %------------------------------------------- 1.52/1.58 include('Axioms/GEO011+0.ax'). 1.52/1.58 fof(aSatz8_16a,axiom,( 1.52/1.58 ! [Xa,Xb,Xp,Xq,Xc] : 1.52/1.58 ( ( Xb = Xa 1.52/1.58 | Xp = Xq 1.52/1.58 | ~ perp(Xa,Xb,Xc,Xp) 1.52/1.58 | s_r(Xc,Xp,Xq) 1.52/1.58 | ~ s_col(Xa,Xb,Xq) 1.52/1.58 | ~ s_col(Xa,Xb,Xp) ) 1.52/1.58 & ( Xa = Xb 1.52/1.58 | ~ s_col(Xa,Xb,Xp) 1.52/1.58 | Xp = Xq 1.52/1.58 | ~ s_col(Xa,Xb,Xc) 1.52/1.58 | ~ perp(Xa,Xb,Xc,Xp) 1.52/1.58 | ~ s_col(Xa,Xb,Xq) ) ) )). 1.52/1.58 1.52/1.58 fof(aSatz8_12a,axiom,( 1.52/1.58 ! [Xa,Xb,Xc,Xp,Xq] : 1.52/1.58 ( perpAt(Xp,Xq,Xc,Xa,Xb) 1.52/1.58 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) )). 1.52/1.58 1.52/1.58 fof(aSatz8_14a,axiom,( 1.52/1.58 ! [Xa,Xb,Xp,Xq] : 1.52/1.58 ( ~ perp(Xa,Xb,Xp,Xq) 1.52/1.58 | ~ s_col(Xa,Xb,Xq) 1.52/1.58 | ~ s_col(Xa,Xb,Xp) ) )). 1.52/1.58 1.52/1.58 fof(aSatz6_7,axiom,( 1.52/1.58 ! [Xa,Xp,Xb,Xc] : 1.52/1.58 ( ~ sameside(Xa,Xp,Xb) 1.52/1.58 | ~ sameside(Xb,Xp,Xc) 1.52/1.58 | sameside(Xa,Xp,Xc) ) )). 1.52/1.58 1.52/1.58 fof(aSatz7_15a,axiom,( 1.52/1.58 ! [Xp,Xq,Xr,Xa] : 1.52/1.58 ( ~ s_t(Xp,Xq,Xr) 1.52/1.58 | s_t(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr)) ) )). 1.52/1.58 1.52/1.58 fof(aSatz4_14,axiom,( 1.52/1.58 ! [Xa,Xb,Xc,Xa1,Xb1] : 1.52/1.58 ( ~ s_col(Xa,Xb,Xc) 1.52/1.58 | s_e3(Xa,Xb,Xc,Xa1,Xb1,insert5(Xa,Xb,Xc,Xa1,Xb1)) 1.52/1.58 | ~ s_e(Xa,Xb,Xa1,Xb1) ) )). 1.52/1.58 1.52/1.58 fof(aSatz3_5a,axiom,( 1.52/1.58 ! [Xa,Xb,Xd,Xc] : 1.52/1.58 ( ~ s_t(Xb,Xc,Xd) 1.52/1.58 | s_t(Xa,Xb,Xc) 1.52/1.58 | ~ s_t(Xa,Xb,Xd) ) )). 1.52/1.58 1.52/1.58 fof(aSatz6_21,axiom,( 1.52/1.58 ! [Xa,Xb,Xp,Xq,Xc,Xd,Xe] : 1.52/1.58 ( ~ s_col(Xa,Xb,Xc) 1.52/1.58 | ~ s_col(Xp,Xq,Xc) 1.52/1.58 | ~ s_col(Xp,Xq,Xd) 1.52/1.58 | Xc = Xd 1.52/1.58 | s_col(Xp,Xq,Xe) 1.52/1.58 | ~ s_col(Xa,Xb,Xe) 1.52/1.58 | ~ s_col(Xa,Xb,Xd) 1.52/1.58 | Xp = Xq 1.52/1.58 | Xb = Xa ) )). 1.52/1.58 1.52/1.58 fof(aSatz5_6,axiom,( 1.52/1.58 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 1.52/1.58 ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.58 | ~ s_e(Xc,Xd,Xc1,Xd1) 1.52/1.58 | le(Xa1,Xb1,Xc1,Xd1) 1.52/1.58 | ~ s_e(Xa,Xb,Xa1,Xb1) ) )). 1.52/1.58 1.52/1.58 fof(d_Defn4_10,axiom,( 1.52/1.58 ! [Xa,Xb,Xc] : 1.52/1.58 ( ( ~ s_col(Xa,Xb,Xc) 1.52/1.58 | s_t(Xa,Xb,Xc) 1.52/1.58 | s_t(Xc,Xa,Xb) 1.52/1.58 | s_t(Xb,Xc,Xa) ) 1.52/1.58 & ( s_col(Xa,Xb,Xc) 1.52/1.58 | ~ s_t(Xb,Xc,Xa) ) 1.52/1.58 & ( s_col(Xa,Xb,Xc) 1.52/1.58 | ~ s_t(Xc,Xa,Xb) ) 1.52/1.58 & ( ~ s_t(Xa,Xb,Xc) 1.52/1.58 | s_col(Xa,Xb,Xc) ) ) )). 1.52/1.58 1.52/1.58 fof(aSatz3_5b,axiom,( 1.52/1.58 ! [Xa,Xb,Xd,Xc] : 1.52/1.58 ( ~ s_t(Xb,Xc,Xd) 1.52/1.58 | s_t(Xa,Xc,Xd) 1.52/1.58 | ~ s_t(Xa,Xb,Xd) ) )). 1.52/1.58 1.52/1.58 fof(aSatz6_6,axiom,( 1.52/1.58 ! [Xa,Xp,Xb] : 1.52/1.58 ( ~ sameside(Xa,Xp,Xb) 1.52/1.58 | sameside(Xb,Xp,Xa) ) )). 1.52/1.58 1.52/1.58 fof(aSatz7_16a,axiom,( 1.52/1.58 ! [Xp,Xq,Xr,Xcs,Xa] : 1.52/1.58 ( ~ s_e(Xp,Xq,Xr,Xcs) 1.52/1.58 | s_e(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr),s(Xa,Xcs)) ) )). 1.52/1.58 1.52/1.58 fof(aSatz5_7,axiom,( 1.52/1.58 ! [Xa,Xb] : le(Xa,Xb,Xa,Xb) )). 1.52/1.58 1.52/1.58 fof(aSatz7_20,axiom,( 1.52/1.58 ! [Xa,Xm,Xb] : 1.52/1.58 ( ~ s_e(Xm,Xa,Xm,Xb) 1.52/1.58 | s_m(Xa,Xm,Xb) 1.52/1.59 | Xa = Xb 1.52/1.59 | ~ s_col(Xa,Xm,Xb) ) )). 1.52/1.59 1.52/1.59 fof(aSatz5_11,axiom,( 1.52/1.59 ! [Xa,Xc,Xd] : le(Xa,Xa,Xc,Xd) )). 1.52/1.59 1.52/1.59 fof(aSatz8_6,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xa1] : 1.52/1.59 ( ~ s_t(Xa,Xc,Xa1) 1.52/1.59 | Xb = Xc 1.52/1.59 | ~ s_r(Xa1,Xb,Xc) 1.52/1.59 | ~ s_r(Xa,Xb,Xc) ) )). 1.52/1.59 1.52/1.59 fof(aSatz7_22b,axiom,( 1.52/1.59 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 1.52/1.59 ( s_t(Xm1,Xc,Xm2) 1.52/1.59 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) )). 1.52/1.59 1.52/1.59 fof(aSatz4_11d,axiom,( 1.52/1.59 ! [Xa,Xb,Xc] : 1.52/1.59 ( s_col(Xb,Xa,Xc) 1.52/1.59 | ~ s_col(Xa,Xb,Xc) ) )). 1.52/1.59 1.52/1.59 fof(d_Defn2_10,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd] : 1.52/1.59 ( ( ~ s_t(Za,Zb,Zc) 1.52/1.59 | ~ s_e(Xb,Xc,Zb,Zc) 1.52/1.59 | ~ s_e(Xa,Xd,Za,Zd) 1.52/1.59 | s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | ~ s_e(Xb,Xd,Zb,Zd) 1.52/1.59 | ~ s_e(Xa,Xb,Za,Zb) 1.52/1.59 | ~ s_t(Xa,Xb,Xc) ) 1.52/1.59 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_e(Xb,Xd,Zb,Zd) ) 1.52/1.59 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_e(Xa,Xd,Za,Zd) ) 1.52/1.59 & ( s_e(Xb,Xc,Zb,Zc) 1.52/1.59 | ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 1.52/1.59 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_e(Xa,Xb,Za,Zb) ) 1.52/1.59 & ( s_t(Za,Zb,Zc) 1.52/1.59 | ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 1.52/1.59 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_t(Xa,Xb,Xc) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz2_14,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd] : 1.52/1.59 ( ~ s_e(Xa,Xb,Xc,Xd) 1.52/1.59 | s_e(Xb,Xa,Xd,Xc) ) )). 1.52/1.59 1.52/1.59 fof(d_Defn4_1,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd] : 1.52/1.59 ( ( s_t(Xa,Xb,Xc) 1.52/1.59 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 1.52/1.59 & ( s_e(Xa,Xc,Za,Zc) 1.52/1.59 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 1.52/1.59 & ( ~ s_t(Za,Zb,Zc) 1.52/1.59 | ~ s_e(Xa,Xc,Za,Zc) 1.52/1.59 | ~ s_e(Xb,Xc,Zb,Zc) 1.52/1.59 | s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | ~ s_e(Xc,Xd,Zc,Zd) 1.52/1.59 | ~ s_e(Xa,Xd,Za,Zd) 1.52/1.59 | ~ s_t(Xa,Xb,Xc) ) 1.52/1.59 & ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_e(Xc,Xd,Zc,Zd) ) 1.52/1.59 & ( s_e(Xa,Xd,Za,Zd) 1.52/1.59 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 1.52/1.59 & ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 1.52/1.59 | s_e(Xb,Xc,Zb,Zc) ) 1.52/1.59 & ( s_t(Za,Zb,Zc) 1.52/1.59 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz8_13a,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xp,Xq] : 1.52/1.59 ( ( Xb != Xa 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 1.52/1.59 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 1.52/1.59 | s_col(Xa,Xb,f813(Xa,Xb,Xp,Xq,Xc)) ) 1.52/1.59 & ( Xc != f813(Xa,Xb,Xp,Xq,Xc) 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 1.52/1.59 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 1.52/1.59 | s_r(f813(Xa,Xb,Xp,Xq,Xc),Xc,g813(Xa,Xb,Xp,Xq,Xc)) ) 1.52/1.59 & ( Xc != g813(Xa,Xb,Xp,Xq,Xc) 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 1.52/1.59 & ( s_col(Xp,Xq,g813(Xa,Xb,Xp,Xq,Xc)) 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 1.52/1.59 & ( s_col(Xa,Xb,Xc) 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 1.52/1.59 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 1.52/1.59 | s_col(Xp,Xq,Xc) ) 1.52/1.59 & ( Xp != Xq 1.52/1.59 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz3_13b,axiom,( 1.52/1.59 gamma != beta )). 1.52/1.59 1.52/1.59 fof(d_Defn7_1,axiom,( 1.52/1.59 ! [Xa,Xm,Xb] : 1.52/1.59 ( ( s_t(Xa,Xm,Xb) 1.52/1.59 | ~ s_m(Xa,Xm,Xb) ) 1.52/1.59 & ( s_e(Xm,Xa,Xm,Xb) 1.52/1.59 | ~ s_m(Xa,Xm,Xb) ) 1.52/1.59 & ( ~ s_t(Xa,Xm,Xb) 1.52/1.59 | s_m(Xa,Xm,Xb) 1.52/1.59 | ~ s_e(Xm,Xa,Xm,Xb) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz5_9,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd] : 1.52/1.59 ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.59 | s_e(Xa,Xb,Xc,Xd) 1.52/1.59 | ~ le(Xc,Xd,Xa,Xb) ) )). 1.52/1.59 1.52/1.59 fof(d_Defn4_4,axiom,( 1.52/1.59 ! [Xa1,Xa2,Xa3,Xb1,Xb2,Xb3] : 1.52/1.59 ( ( ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) 1.52/1.59 | s_e(Xa1,Xa2,Xb1,Xb2) ) 1.52/1.59 & ( ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) 1.52/1.59 | s_e(Xa1,Xa3,Xb1,Xb3) ) 1.52/1.59 & ( ~ s_e(Xa2,Xa3,Xb2,Xb3) 1.52/1.59 | s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) 1.52/1.59 | ~ s_e(Xa1,Xa3,Xb1,Xb3) 1.52/1.59 | ~ s_e(Xa1,Xa2,Xb1,Xb2) ) 1.52/1.59 & ( s_e(Xa2,Xa3,Xb2,Xb3) 1.52/1.59 | ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) ) ) )). 1.52/1.59 1.52/1.59 fof(d_Defn8_11b,axiom,( 1.52/1.59 ! [Xp,Xq,Xp1,Xq1,X] : 1.52/1.59 ( ( perpAt(Xp,Xq,il(Xp,Xq,Xp1,Xq1),Xp1,Xq1) 1.52/1.59 | ~ perp(Xp,Xq,Xp1,Xq1) ) 1.52/1.59 & ( ~ perpAt(Xp,Xq,X,Xp1,Xq1) 1.52/1.59 | perp(Xp,Xq,Xp1,Xq1) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz4_11e,axiom,( 1.52/1.59 ! [Xa,Xb,Xc] : 1.52/1.59 ( ~ s_col(Xa,Xb,Xc) 1.52/1.59 | s_col(Xa,Xc,Xb) ) )). 1.52/1.59 1.52/1.59 fof(aSatz7_16b,axiom,( 1.52/1.59 ! [Xp,Xq,Xr,Xcs,Xa] : 1.52/1.59 ( ~ s_e(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr),s(Xa,Xcs)) 1.52/1.59 | s_e(Xp,Xq,Xr,Xcs) ) )). 1.52/1.59 1.52/1.59 fof(aSatz7_3b,axiom,( 1.52/1.59 ! [Xa,Xm] : 1.52/1.59 ( s_m(Xa,Xm,Xa) 1.52/1.59 | Xm != Xa ) )). 1.52/1.59 1.52/1.59 fof(aSatz7_22,axiom,( 1.52/1.59 ! [Xa1,Xc,Xa2,Xb1,Xb2,Xm1,Xm2] : 1.52/1.59 ( ~ s_t(Xa1,Xc,Xa2) 1.52/1.59 | ~ s_e(Xc,Xa1,Xc,Xb1) 1.52/1.59 | ~ s_m(Xa1,Xm1,Xb1) 1.52/1.59 | ~ s_m(Xa2,Xm2,Xb2) 1.52/1.59 | s_t(Xm1,Xc,Xm2) 1.52/1.59 | ~ s_e(Xc,Xa2,Xc,Xb2) 1.52/1.59 | ~ s_t(Xb1,Xc,Xb2) ) )). 1.52/1.59 1.52/1.59 fof(aSatz6_4a,axiom,( 1.52/1.59 ! [Xa,Xp,Xb] : 1.52/1.59 ( ( ~ sameside(Xa,Xp,Xb) 1.52/1.59 | ~ s_t(Xa,Xp,Xb) ) 1.52/1.59 & ( s_col(Xa,Xp,Xb) 1.52/1.59 | ~ sameside(Xa,Xp,Xb) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz6_11b,axiom,( 1.52/1.59 ! [Xr,Xa,Xb,Xc,Xp,Xq] : 1.52/1.59 ( Xc = Xb 1.52/1.59 | ~ sameside(Xq,Xa,Xr) 1.52/1.59 | Xq = Xp 1.52/1.59 | ~ s_e(Xa,Xq,Xb,Xc) 1.52/1.59 | ~ s_e(Xa,Xp,Xb,Xc) 1.52/1.59 | ~ sameside(Xp,Xa,Xr) 1.52/1.59 | Xr = Xa ) )). 1.52/1.59 1.52/1.59 fof(aSatz2_1,axiom,( 1.52/1.59 ! [Xa,Xb] : s_e(Xa,Xb,Xa,Xb) )). 1.52/1.59 1.52/1.59 fof(aSatz8_22b,axiom,( 1.52/1.59 ! [Xa,Xp,Xb,Xq,Xt] : 1.52/1.59 ( ~ le(Xa,Xp,Xb,Xq) 1.52/1.59 | ~ perp(Xa,Xb,Xb,Xq) 1.52/1.59 | ~ s_t(Xp,Xt,Xq) 1.52/1.59 | ~ s_col(Xa,Xb,Xt) 1.52/1.59 | s_m(Xa,midpointAux(Xa,Xb,Xp,Xq,Xt),Xb) 1.52/1.59 | ~ perp(Xa,Xb,Xa,Xp) ) )). 1.52/1.59 1.52/1.59 fof(aSatz5_3,axiom,( 1.52/1.59 ! [Xa,Xb,Xd,Xc] : 1.52/1.59 ( s_t(Xa,Xc,Xb) 1.52/1.59 | s_t(Xa,Xb,Xc) 1.52/1.59 | ~ s_t(Xa,Xc,Xd) 1.52/1.59 | ~ s_t(Xa,Xb,Xd) ) )). 1.52/1.59 1.52/1.59 fof(aSatz8_22,axiom,( 1.52/1.59 ! [Xa,Xb] : s_m(Xa,midpoint(Xa,Xb),Xb) )). 1.52/1.59 1.52/1.59 fof(d_Defn8_1,axiom,( 1.52/1.59 ! [Xa,Xb,Xc] : 1.52/1.59 ( ( ~ s_e(Xa,Xc,Xa,s(Xb,Xc)) 1.52/1.59 | s_r(Xa,Xb,Xc) ) 1.52/1.59 & ( s_e(Xa,Xc,Xa,s(Xb,Xc)) 1.52/1.59 | ~ s_r(Xa,Xb,Xc) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz6_2b,axiom,( 1.52/1.59 ! [Xa,Xp,Xb,Xc] : 1.52/1.59 ( Xb = Xp 1.52/1.59 | ~ sameside(Xa,Xp,Xb) 1.52/1.59 | s_t(Xb,Xp,Xc) 1.52/1.59 | ~ s_t(Xa,Xp,Xc) 1.52/1.59 | Xp = Xc 1.52/1.59 | Xp = Xa ) )). 1.52/1.59 1.52/1.59 fof(aSatz5_2,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd] : 1.52/1.59 ( Xb = Xa 1.52/1.59 | ~ s_t(Xa,Xb,Xd) 1.52/1.59 | s_t(Xb,Xd,Xc) 1.52/1.59 | s_t(Xb,Xc,Xd) 1.52/1.59 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.59 1.52/1.59 fof(aSatz6_13b,axiom,( 1.52/1.59 ! [Xa,Xp,Xb] : 1.52/1.59 ( ~ sameside(Xa,Xp,Xb) 1.52/1.59 | le(Xp,Xa,Xp,Xb) 1.52/1.59 | ~ s_t(Xp,Xa,Xb) ) )). 1.52/1.59 1.52/1.59 fof(aSatz3_17,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xa1,Xb1,Xp] : 1.52/1.59 ( ( ~ s_t(Xa,Xb,Xc) 1.52/1.59 | ~ s_t(Xa,Xp,Xa1) 1.52/1.59 | s_t(Xp,crossbar(Xa,Xb,Xc,Xa1,Xb1,Xp),Xc) 1.52/1.59 | ~ s_t(Xa1,Xb1,Xc) ) 1.52/1.59 & ( ~ s_t(Xa,Xb,Xc) 1.52/1.59 | ~ s_t(Xa1,Xb1,Xc) 1.52/1.59 | ~ s_t(Xa,Xp,Xa1) 1.52/1.59 | s_t(Xb,crossbar(Xa,Xb,Xc,Xa1,Xb1,Xp),Xb1) ) ) )). 1.52/1.59 1.52/1.59 fof(aSatz4_16,axiom,( 1.52/1.59 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 1.52/1.59 ( ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.59 | s_e(Xc,Xd,Xc1,Xd1) 1.52/1.59 | Xb = Xa ) )). 1.52/1.59 1.52/1.59 fof(aSatz8_9,axiom,( 1.52/1.59 ! [Xa,Xb,Xc] : 1.52/1.59 ( ~ s_r(Xa,Xb,Xc) 1.52/1.59 | Xa = Xb 1.52/1.59 | Xc = Xb 1.52/1.59 | ~ s_col(Xa,Xb,Xc) ) )). 1.52/1.59 1.52/1.59 fof(aSatz8_4,axiom,( 1.52/1.59 ! [Xa,Xb,Xc] : 1.52/1.59 ( s_r(Xa,Xb,s(Xb,Xc)) 1.52/1.59 | ~ s_r(Xa,Xb,Xc) ) )). 1.52/1.59 1.52/1.59 fof(aSatz8_24b,axiom,( 1.52/1.59 ! [Xp,Xa,Xb,Xq,Xt,Xr,Xcx] : 1.52/1.59 ( ~ s_col(Xa,Xb,Xt) 1.52/1.59 | ~ s_t(Xb,Xr,Xq) 1.52/1.59 | ~ s_e(Xa,Xp,Xb,Xr) 1.52/1.59 | ip(Xp,Xt,Xq,Xb,Xr) != Xcx 1.52/1.59 | s_m(Xp,Xcx,Xr) 1.52/1.59 | ~ s_t(Xp,Xt,Xq) 1.52/1.59 | ~ perp(Xq,Xb,Xa,Xb) 1.52/1.59 | ~ perp(Xp,Xa,Xa,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_6,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.60 ( ~ s_t(Xa,Xb,Xc) 1.52/1.60 | s_t(Xa1,Xb1,Xc1) 1.52/1.60 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_6,axiom,( 1.52/1.60 ! [Xp,Xa,Xq] : 1.52/1.60 ( ~ s_m(Xp,Xa,Xq) 1.52/1.60 | s(Xa,Xp) = Xq ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_16b,axiom,( 1.52/1.60 ! [Xp,Xq,Xcs,Xr] : 1.52/1.60 ( ~ s_col(Xp,Xq,Xcs) 1.52/1.60 | s_col(Xp,Xcs,Xr) 1.52/1.60 | ~ s_col(Xp,Xq,Xr) 1.52/1.60 | Xp = Xcs 1.52/1.60 | Xp = Xq ) )). 1.52/1.60 1.52/1.60 fof(d_Defn7_23,axiom,( 1.52/1.60 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 1.52/1.60 ( ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 1.52/1.60 | s_t(Xa1,Xc,Xa2) ) 1.52/1.60 & ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 1.52/1.60 | s_m(Xa2,Xm2,Xb2) ) 1.52/1.60 & ( ~ s_t(Xb1,Xc,Xb2) 1.52/1.60 | ~ s_m(Xa1,Xm1,Xb1) 1.52/1.60 | s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 1.52/1.60 | ~ s_m(Xa2,Xm2,Xb2) 1.52/1.60 | ~ s_e(Xc,Xa2,Xc,Xb2) 1.52/1.60 | ~ s_e(Xc,Xa1,Xc,Xb1) 1.52/1.60 | ~ s_t(Xa1,Xc,Xa2) ) 1.52/1.60 & ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 1.52/1.60 | s_m(Xa1,Xm1,Xb1) ) 1.52/1.60 & ( s_e(Xc,Xa2,Xc,Xb2) 1.52/1.60 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) 1.52/1.60 & ( s_e(Xc,Xa1,Xc,Xb1) 1.52/1.60 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) 1.52/1.60 & ( s_t(Xb1,Xc,Xb2) 1.52/1.60 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_15b,axiom,( 1.52/1.60 ! [Xp,Xq,Xr,Xa] : 1.52/1.60 ( ~ s_t(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr)) 1.52/1.60 | s_t(Xp,Xq,Xr) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_11c,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_col(Xa,Xb,Xc) 1.52/1.60 | s_col(Xc,Xb,Xa) ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_14b,axiom,( 1.52/1.60 ! [Xb,Xa] : ext(Xa,Xb,alpha,gamma) != Xb )). 1.52/1.60 1.52/1.60 fof(d_insert,axiom,( 1.52/1.60 ! [Xa,Xb,Xa1,Xc1] : insert(Xa,Xb,Xa1,Xc1) = ext(ext(Xc1,Xa1,alpha,gamma),Xa1,Xa,Xb) )). 1.52/1.60 1.52/1.60 fof(aSatz8_20a,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xp] : 1.52/1.60 ( ~ s_m(s(Xa,Xc),Xp,s(Xb,Xc)) 1.52/1.60 | s_r(Xb,Xa,Xp) 1.52/1.60 | ~ s_r(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_17b,axiom,( 1.52/1.60 ! [Xp,Xq,Xr] : 1.52/1.60 ( Xp = Xq 1.52/1.60 | ~ s_col(Xp,Xq,Xr) 1.52/1.60 | s_col(Xq,Xp,Xr) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_4b,axiom,( 1.52/1.60 ! [Xa,Xp,Xb] : 1.52/1.60 ( sameside(Xa,Xp,Xb) 1.52/1.60 | s_t(Xa,Xp,Xb) 1.52/1.60 | ~ s_col(Xa,Xp,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_11a,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( s_col(Xb,Xc,Xa) 1.52/1.60 | ~ s_col(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_5,axiom,( 1.52/1.60 ! [Xa,Xp] : 1.52/1.60 ( sameside(Xa,Xp,Xa) 1.52/1.60 | Xa = Xp ) )). 1.52/1.60 1.52/1.60 fof(aExtCol2,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd,Xp] : 1.52/1.60 ( Xb = Xa 1.52/1.60 | ~ s_col(Xa,Xb,Xc) 1.52/1.60 | ~ s_col(Xc,Xd,Xp) 1.52/1.60 | s_col(Xa,Xb,Xp) 1.52/1.60 | ~ s_col(Xa,Xb,Xd) 1.52/1.60 | Xd = Xc ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_4,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_t(Xa,Xb,Xc) 1.52/1.60 | Xb = Xa 1.52/1.60 | ~ s_t(Xb,Xa,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz5_1,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( Xa = Xb 1.52/1.60 | s_t(Xa,Xd,Xc) 1.52/1.60 | s_t(Xa,Xc,Xd) 1.52/1.60 | ~ s_t(Xa,Xb,Xd) 1.52/1.60 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_15,axiom,( 1.52/1.60 ! [Xa,Xb,Xd,Xc] : 1.52/1.60 ( perpAt(Xa,Xb,Xd,Xc,Xd) 1.52/1.60 | ~ perp(Xa,Xb,Xc,Xd) 1.52/1.60 | ~ s_col(Xa,Xb,Xd) 1.52/1.60 | Xa = Xb ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_6b,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( s_t(Xa,Xb,Xd) 1.52/1.60 | ~ s_t(Xa,Xc,Xd) 1.52/1.60 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_10,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.60 ( ~ s_r(Xa,Xb,Xc) 1.52/1.60 | s_r(Xa1,Xb1,Xc1) 1.52/1.60 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_16a,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( Xa = Xb 1.52/1.60 | ~ s_t(Xd,Xa,Xb) 1.52/1.60 | s_t(Xd,Xc,Xb) 1.52/1.60 | s_t(Xc,Xd,Xb) 1.52/1.60 | ~ s_t(Xc,Xa,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_15c,axiom,( 1.52/1.60 ! [Xp,Xq,Xr,Xa] : 1.52/1.60 ( s_col(Xa,Xp,Xq) 1.52/1.60 | ~ sameside(Xa,Xp,Xr) 1.52/1.60 | ~ s_t(Xq,Xp,Xr) 1.52/1.60 | Xp = Xr 1.52/1.60 | Xp = Xq ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_15b,axiom,( 1.52/1.60 ! [Xp,Xq,Xr,Xa] : 1.52/1.60 ( Xp = Xq 1.52/1.60 | Xr = Xp 1.52/1.60 | ~ s_t(Xq,Xp,Xr) 1.52/1.60 | s_col(Xa,Xp,Xq) 1.52/1.60 | ~ sameside(Xa,Xp,Xq) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_2,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_r(Xa,Xb,Xc) 1.52/1.60 | s_r(Xc,Xb,Xa) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_18,axiom,( 1.52/1.60 ! [Xa,Xb,Xp,Xq,Xr] : 1.52/1.60 ( Xq = Xp 1.52/1.60 | ~ s_col(Xp,Xq,Xa) 1.52/1.60 | s_col(Xa,Xb,Xr) 1.52/1.60 | ~ s_col(Xp,Xq,Xr) 1.52/1.60 | ~ s_col(Xp,Xq,Xb) 1.52/1.60 | Xa = Xb ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_3a,axiom,( 1.52/1.60 ! [Xa,Xm] : 1.52/1.60 ( Xa = Xm 1.52/1.60 | ~ s_m(Xa,Xm,Xa) ) )). 1.52/1.60 1.52/1.60 fof(aNarbouxLemma1,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_t(Xa,Xb,Xc) 1.52/1.60 | Xc = Xb 1.52/1.60 | ~ s_e(Xa,Xc,Xa,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_11b,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_col(Xa,Xb,Xc) 1.52/1.60 | s_col(Xc,Xa,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_11a,axiom,( 1.52/1.60 ! [Xr,Xa,Xb,Xc] : 1.52/1.60 ( ( Xa = Xr 1.52/1.60 | Xb = Xc 1.52/1.60 | s_e(Xa,insert(Xb,Xc,Xa,Xr),Xb,Xc) ) 1.52/1.60 & ( Xa = Xr 1.52/1.60 | Xb = Xc 1.52/1.60 | sameside(insert(Xb,Xc,Xa,Xr),Xa,Xr) ) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_3,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xa1] : 1.52/1.60 ( Xa = Xb 1.52/1.60 | ~ s_col(Xb,Xa,Xa1) 1.52/1.60 | s_r(Xa1,Xb,Xc) 1.52/1.60 | ~ s_r(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_20b,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xp] : 1.52/1.60 ( Xc = Xb 1.52/1.60 | Xa != Xp 1.52/1.60 | ~ s_m(s(Xa,Xc),Xp,s(Xb,Xc)) 1.52/1.60 | ~ s_r(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_8,axiom,( 1.52/1.60 ! [Xa,Xb] : 1.52/1.60 ( ~ s_r(Xa,Xb,Xa) 1.52/1.60 | Xa = Xb ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_3b,axiom,( 1.52/1.60 ! [Xa,Xp,Xb,Xc] : 1.52/1.60 ( Xb = Xp 1.52/1.60 | ~ s_t(Xa,Xp,Xc) 1.52/1.60 | ~ s_t(Xb,Xp,Xc) 1.52/1.60 | Xc = Xp 1.52/1.60 | Xa = Xp 1.52/1.60 | sameside(Xa,Xp,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_1,axiom,( 1.52/1.60 ! [Xa,Xb] : s_t(Xa,Xb,Xb) )). 1.52/1.60 1.52/1.60 fof(aSatz8_18,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ( s_col(Xa,Xb,Xc) 1.52/1.60 | perp(Xa,Xb,Xc,foot(Xa,Xb,Xc)) ) 1.52/1.60 & ( s_col(Xa,Xb,foot(Xa,Xb,Xc)) 1.52/1.60 | s_col(Xa,Xb,Xc) ) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_14b,axiom,( 1.52/1.60 ! [Xa,Xb,Xp,Xq,Xc] : 1.52/1.60 ( ~ s_col(Xa,Xb,Xc) 1.52/1.60 | ~ s_col(Xp,Xq,Xc) 1.52/1.60 | perpAt(Xa,Xb,Xc,Xp,Xq) 1.52/1.60 | ~ perp(Xa,Xb,Xp,Xq) ) )). 1.52/1.60 1.52/1.60 fof(d_Defn5_4,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd,Y] : 1.52/1.60 ( ( s_e(Xa,Xb,Xc,insert(Xa,Xb,Xc,Xd)) 1.52/1.60 | ~ le(Xa,Xb,Xc,Xd) ) 1.52/1.60 & ( ~ s_e(Xa,Xb,Xc,Y) 1.52/1.60 | le(Xa,Xb,Xc,Xd) 1.52/1.60 | ~ s_t(Xc,Y,Xd) ) 1.52/1.60 & ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.60 | s_t(Xc,insert(Xa,Xb,Xc,Xd),Xd) ) ) )). 1.52/1.60 1.52/1.60 fof(aSatz2_11,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.60 ( ~ s_t(Xa,Xb,Xc) 1.52/1.60 | ~ s_e(Xa,Xb,Xa1,Xb1) 1.52/1.60 | s_e(Xa,Xc,Xa1,Xc1) 1.52/1.60 | ~ s_e(Xb,Xc,Xb1,Xc1) 1.52/1.60 | ~ s_t(Xa1,Xb1,Xc1) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_18,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xc1] : 1.52/1.60 ( ~ s_e(Xa,Xc,Xa,Xc1) 1.52/1.60 | ~ s_e(Xb,Xc,Xb,Xc1) 1.52/1.60 | Xc = Xc1 1.52/1.60 | ~ s_col(Xa,Xb,Xc) 1.52/1.60 | Xb = Xa ) )). 1.52/1.60 1.52/1.60 fof(aSatz2_13,axiom,( 1.52/1.60 ! [Xb,Xc,Xa] : 1.52/1.60 ( Xb = Xc 1.52/1.60 | ~ s_e(Xb,Xc,Xa,Xa) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_10b,axiom,( 1.52/1.60 ! [Xa,Xp] : 1.52/1.60 ( Xp = s(Xa,Xp) 1.52/1.60 | Xa != Xp ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_4b,axiom,( 1.52/1.60 ! [Xp,Xa,Xr,Xq] : 1.52/1.60 ( Xr = Xq 1.52/1.60 | ~ s_m(Xp,Xa,Xq) 1.52/1.60 | ~ s_m(Xp,Xa,Xr) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_17,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xp,Xq] : 1.52/1.60 ( Xb = Xa 1.52/1.60 | ~ s_col(Xa,Xb,Xc) 1.52/1.60 | ~ s_e(Xb,Xp,Xb,Xq) 1.52/1.60 | s_e(Xc,Xp,Xc,Xq) 1.52/1.60 | ~ s_e(Xa,Xp,Xa,Xq) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_14c,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xp,Xq] : 1.52/1.60 ( Xc = il(Xa,Xb,Xp,Xq) 1.52/1.60 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_17,axiom,( 1.52/1.60 ! [Xp,Xa,Xq,Xb] : 1.52/1.60 ( Xa = Xb 1.52/1.60 | ~ s_m(Xp,Xb,Xq) 1.52/1.60 | ~ s_m(Xp,Xa,Xq) ) )). 1.52/1.60 1.52/1.60 fof(aSatz6_2a,axiom,( 1.52/1.60 ! [Xa,Xp,Xb,Xc] : 1.52/1.60 ( Xp = Xa 1.52/1.60 | Xp = Xc 1.52/1.60 | ~ s_t(Xb,Xp,Xc) 1.52/1.60 | sameside(Xa,Xp,Xb) 1.52/1.60 | ~ s_t(Xa,Xp,Xc) 1.52/1.60 | Xp = Xb ) )). 1.52/1.60 1.52/1.60 fof(aSatz5_12b,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_col(Xa,Xb,Xc) 1.52/1.60 | ~ le(Xa,Xb,Xa,Xc) 1.52/1.60 | ~ le(Xb,Xc,Xa,Xc) 1.52/1.60 | s_t(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_5,axiom,( 1.52/1.60 ! [Xa,Xb] : s_r(Xa,Xb,Xb) )). 1.52/1.60 1.52/1.60 fof(aSatz7_21,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd,Xp] : 1.52/1.60 ( Xd = Xb 1.52/1.60 | ~ s_col(Xb,Xp,Xd) 1.52/1.60 | s_m(Xa,Xp,Xc) 1.52/1.60 | ~ s_col(Xa,Xp,Xc) 1.52/1.60 | ~ s_e(Xb,Xc,Xd,Xa) 1.52/1.60 | ~ s_e(Xa,Xb,Xc,Xd) 1.52/1.60 | s_col(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_6a,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( s_t(Xb,Xc,Xd) 1.52/1.60 | ~ s_t(Xa,Xc,Xd) 1.52/1.60 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_13b,axiom,( 1.52/1.60 ! [Xa,Xb,Xp,Xq,Xcx,U,V] : 1.52/1.60 ( ~ s_col(Xp,Xq,V) 1.52/1.60 | U = Xcx 1.52/1.60 | ~ s_r(U,Xcx,V) 1.52/1.60 | perpAt(Xa,Xb,Xcx,Xp,Xq) 1.52/1.60 | Xcx = V 1.52/1.60 | ~ s_col(Xa,Xb,U) 1.52/1.60 | ~ s_col(Xa,Xb,Xcx) 1.52/1.60 | ~ s_col(Xp,Xq,Xcx) 1.52/1.60 | Xp = Xq 1.52/1.60 | Xa = Xb ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_18a,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xp,Xq] : 1.52/1.60 ( ~ s_col(Xa,Xb,Xp) 1.52/1.60 | ~ perp(Xa,Xb,Xc,Xp) 1.52/1.60 | Xp = Xq 1.52/1.60 | ~ perp(Xa,Xb,Xc,Xq) 1.52/1.60 | ~ s_col(Xa,Xb,Xq) 1.52/1.60 | s_col(Xa,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(d_Defn8_11a,axiom,( 1.52/1.60 ! [Y,Z,X,Y1,Z1,U,V] : 1.52/1.60 ( ( ~ perpAt(Y,Z,X,Y1,Z1) 1.52/1.60 | s_col(Y1,Z1,X) ) 1.52/1.60 & ( Z != Y 1.52/1.60 | ~ perpAt(Y,Z,X,Y1,Z1) ) 1.52/1.60 & ( ~ perpAt(Y,Z,X,Y1,Z1) 1.52/1.60 | ~ s_col(Y,Z,U) 1.52/1.60 | ~ s_col(Y1,Z1,V) 1.52/1.60 | s_r(U,X,V) ) 1.52/1.60 & ( perpAt(Y,Z,X,Y1,Z1) 1.52/1.60 | Y1 = Z1 1.52/1.60 | ~ s_col(Y1,Z1,X) 1.52/1.60 | ~ s_r(f811(Y,Z,Y1,Z1,X),X,g811(Y,Z,Y1,Z1,X)) 1.52/1.60 | ~ s_col(Y,Z,X) 1.52/1.60 | Y = Z ) 1.52/1.60 & ( perpAt(Y,Z,X,Y1,Z1) 1.52/1.60 | ~ s_col(Y,Z,X) 1.52/1.60 | s_col(Y1,Z1,g811(Y,Z,Y1,Z1,X)) 1.52/1.60 | ~ s_col(Y1,Z1,X) 1.52/1.60 | Z1 = Y1 1.52/1.60 | Y = Z ) 1.52/1.60 & ( Z = Y 1.52/1.60 | Z1 = Y1 1.52/1.60 | s_col(Y,Z,f811(Y,Z,Y1,Z1,X)) 1.52/1.60 | ~ s_col(Y1,Z1,X) 1.52/1.60 | ~ s_col(Y,Z,X) 1.52/1.60 | perpAt(Y,Z,X,Y1,Z1) ) 1.52/1.60 & ( ~ perpAt(Y,Z,X,Y1,Z1) 1.52/1.60 | Y1 != Z1 ) 1.52/1.60 & ( s_col(Y,Z,X) 1.52/1.60 | ~ perpAt(Y,Z,X,Y1,Z1) ) ) )). 1.52/1.60 1.52/1.60 fof(aSatz8_7,axiom,( 1.52/1.60 ! [Xa,Xb,Xc] : 1.52/1.60 ( ~ s_r(Xa,Xb,Xc) 1.52/1.60 | ~ s_r(Xa,Xc,Xb) 1.52/1.60 | Xb = Xc ) )). 1.52/1.60 1.52/1.60 fof(aSatz3_13c,axiom,( 1.52/1.60 gamma != alpha )). 1.52/1.60 1.52/1.60 fof(aSatz8_24,conjecture,( 1.52/1.60 ! [Xp,Xa,Xb,Xq,Xt,Xr] : 1.52/1.60 ( ~ perp(Xp,Xa,Xa,Xb) 1.52/1.60 | ~ perp(Xq,Xb,Xa,Xb) 1.52/1.60 | ~ s_col(Xa,Xb,Xt) 1.52/1.60 | ~ s_t(Xp,Xt,Xq) 1.52/1.60 | ~ s_e(Xa,Xp,Xb,Xr) 1.52/1.60 | s_m(Xp,midpoint(Xa,Xb),Xr) 1.52/1.60 | ~ s_t(Xb,Xr,Xq) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_7,axiom,( 1.52/1.60 ! [Xa,Xp] : s(Xa,s(Xa,Xp)) = Xp )). 1.52/1.60 1.52/1.60 fof(aSatz3_7b,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( ~ s_t(Xa,Xb,Xc) 1.52/1.60 | s_t(Xa,Xb,Xd) 1.52/1.60 | Xc = Xb 1.52/1.60 | ~ s_t(Xb,Xc,Xd) ) )). 1.52/1.60 1.52/1.60 fof(aSatz4_12,axiom,( 1.52/1.60 ! [Xa,Xb] : s_col(Xa,Xa,Xb) )). 1.52/1.60 1.52/1.60 fof(aSatz4_19,axiom,( 1.52/1.60 ! [Xa,Xc,Xb,Xc1] : 1.52/1.60 ( ~ s_t(Xa,Xc,Xb) 1.52/1.60 | ~ s_e(Xa,Xc,Xa,Xc1) 1.52/1.60 | Xc = Xc1 1.52/1.60 | ~ s_e(Xb,Xc,Xb,Xc1) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_2,axiom,( 1.52/1.60 ! [Xa,Xm,Xb] : 1.52/1.60 ( s_m(Xb,Xm,Xa) 1.52/1.60 | ~ s_m(Xa,Xm,Xb) ) )). 1.52/1.60 1.52/1.60 fof(aSatz7_8,axiom,( 1.52/1.60 ! [Xa,Xp,Xr,Xq] : 1.52/1.60 ( s(Xa,Xp) != Xr 1.52/1.60 | Xr != s(Xa,Xq) 1.52/1.60 | Xq = Xp ) )). 1.52/1.60 1.52/1.60 fof(aSatz2_12,axiom,( 1.52/1.60 ! [Xq,Xa,Xd,Xb,Xc] : 1.52/1.60 ( Xq = Xa 1.52/1.60 | ~ s_t(Xq,Xa,Xd) 1.52/1.60 | Xd = ext(Xq,Xa,Xb,Xc) 1.52/1.60 | ~ s_e(Xa,Xd,Xb,Xc) ) )). 1.52/1.60 1.52/1.60 fof(aSatz5_10,axiom,( 1.52/1.60 ! [Xa,Xb,Xc,Xd] : 1.52/1.60 ( le(Xc,Xd,Xa,Xb) 1.52/1.60 | le(Xa,Xb,Xc,Xd) ) )). 1.52/1.61 1.52/1.61 fof(aSatz4_12b,axiom,( 1.52/1.61 ! [Xa,Xb] : s_col(Xa,Xb,Xa) )). 1.52/1.61 1.52/1.61 fof(aSatz3_3,axiom,( 1.52/1.61 ! [Xa1,Xb1] : s_t(Xa1,Xa1,Xb1) )). 1.52/1.61 1.52/1.61 fof(aSatz5_5b,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd,Xe] : 1.52/1.61 ( ~ s_t(Xa,Xb,Xe) 1.52/1.61 | ~ s_e(Xa,Xe,Xc,Xd) 1.52/1.61 | le(Xa,Xb,Xc,Xd) ) )). 1.52/1.61 1.52/1.61 fof(aSatz3_13a,axiom,( 1.52/1.61 beta != alpha )). 1.52/1.61 1.52/1.61 fof(aSatz7_22a,axiom,( 1.52/1.61 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 1.52/1.61 ( ~ le(Xc,Xa1,Xc,Xa2) 1.52/1.61 | s_t(Xm1,Xc,Xm2) 1.52/1.61 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) )). 1.52/1.61 1.52/1.61 fof(aSatz4_2,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 1.52/1.61 ( ~ s_ifs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.61 | s_e(Xb,Xd,Xb1,Xd1) ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_10a,axiom,( 1.52/1.61 ! [Xa,Xp] : 1.52/1.61 ( Xp != s(Xa,Xp) 1.52/1.61 | Xa = Xp ) )). 1.52/1.61 1.52/1.61 fof(aSatz2_3,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd,Xe,Xf] : 1.52/1.61 ( s_e(Xa,Xb,Xe,Xf) 1.52/1.61 | ~ s_e(Xc,Xd,Xe,Xf) 1.52/1.61 | ~ s_e(Xa,Xb,Xc,Xd) ) )). 1.52/1.61 1.52/1.61 fof(aSatz4_3,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.61 ( ~ s_t(Xa,Xb,Xc) 1.52/1.61 | ~ s_t(Xa1,Xb1,Xc1) 1.52/1.61 | ~ s_e(Xb,Xc,Xb1,Xc1) 1.52/1.61 | s_e(Xa,Xb,Xa1,Xb1) 1.52/1.61 | ~ s_e(Xa,Xc,Xa1,Xc1) ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_4a,axiom,( 1.52/1.61 ! [Xp,Xa] : s_m(Xp,Xa,s(Xa,Xp)) )). 1.52/1.61 1.52/1.61 fof(aSatz6_3a,axiom,( 1.52/1.61 ! [Xa,Xp,Xb] : 1.52/1.61 ( ( ~ sameside(Xa,Xp,Xb) 1.52/1.61 | Xp != Xb ) 1.52/1.61 & ( ~ sameside(Xa,Xp,Xb) 1.52/1.61 | s_t(Xb,Xp,c63(Xa,Xp,Xb)) ) 1.52/1.61 & ( s_t(Xa,Xp,c63(Xa,Xp,Xb)) 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) 1.52/1.61 & ( Xp != c63(Xa,Xp,Xb) 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) 1.52/1.61 & ( Xp != Xa 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz4_13,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.61 ( ~ s_col(Xa,Xb,Xc) 1.52/1.61 | s_col(Xa1,Xb1,Xc1) 1.52/1.61 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) ) )). 1.52/1.61 1.52/1.61 fof(aSatz3_14a,axiom,( 1.52/1.61 ! [Xa,Xb] : s_t(Xa,Xb,ext(Xa,Xb,alpha,gamma)) )). 1.52/1.61 1.52/1.61 fof(aSatz5_12a1,axiom,( 1.52/1.61 ! [Xa,Xb,Xc] : 1.52/1.61 ( ~ s_col(Xa,Xb,Xc) 1.52/1.61 | le(Xa,Xb,Xa,Xc) 1.52/1.61 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_9,axiom,( 1.52/1.61 ! [Xa,Xp,Xq] : 1.52/1.61 ( Xp = Xq 1.52/1.61 | s(Xa,Xp) != s(Xa,Xq) ) )). 1.52/1.61 1.52/1.61 fof(aSatz8_12b,axiom,( 1.52/1.61 ! [Xa,Xb,Xp,Xq] : 1.52/1.61 ( perp(Xp,Xq,Xa,Xb) 1.52/1.61 | ~ perp(Xa,Xb,Xp,Xq) ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_25,axiom,( 1.52/1.61 ! [Xa,Xb] : 1.52/1.61 ( ~ s_col(Xa,Xb,pointOffLine(Xa,Xb)) 1.52/1.61 | Xb = Xa ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_13a,axiom,( 1.52/1.61 ! [Xa,Xp,Xb] : 1.52/1.61 ( ~ sameside(Xa,Xp,Xb) 1.52/1.61 | ~ le(Xp,Xa,Xp,Xb) 1.52/1.61 | s_t(Xp,Xa,Xb) ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_13,axiom,( 1.52/1.61 ! [Xp,Xq,Xa] : s_e(Xp,Xq,s(Xa,Xp),s(Xa,Xq)) )). 1.52/1.61 1.52/1.61 fof(aSatz2_5,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd] : 1.52/1.61 ( ~ s_e(Xa,Xb,Xc,Xd) 1.52/1.61 | s_e(Xa,Xb,Xd,Xc) ) )). 1.52/1.61 1.52/1.61 fof(aSatz2_2,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd] : 1.52/1.61 ( ~ s_e(Xa,Xb,Xc,Xd) 1.52/1.61 | s_e(Xc,Xd,Xa,Xb) ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_15a,axiom,( 1.52/1.61 ! [Xp,Xq,Xr,Xa] : 1.52/1.61 ( Xp = Xq 1.52/1.61 | ~ s_t(Xq,Xp,Xr) 1.52/1.61 | ~ s_col(Xa,Xp,Xq) 1.52/1.61 | Xp = Xa 1.52/1.61 | sameside(Xa,Xp,Xq) 1.52/1.61 | sameside(Xa,Xp,Xr) 1.52/1.61 | Xp = Xr ) )). 1.52/1.61 1.52/1.61 fof(aSatz8_21a,axiom,( 1.52/1.61 ! [Xa,Xb,Xc] : 1.52/1.61 ( ( perp(Xa,Xb,erect21a(Xa,Xb,Xc),Xa) 1.52/1.61 | s_col(Xa,Xb,Xc) 1.52/1.61 | Xb = Xa ) 1.52/1.61 & ( Xb = Xa 1.52/1.61 | s_t(Xc,erectAux21a(Xa,Xb,Xc),erect21a(Xa,Xb,Xc)) 1.52/1.61 | s_col(Xa,Xb,Xc) ) 1.52/1.61 & ( s_col(Xa,Xb,Xc) 1.52/1.61 | s_col(Xa,Xb,erectAux21a(Xa,Xb,Xc)) 1.52/1.61 | Xb = Xa ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz3_7a,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd] : 1.52/1.61 ( ~ s_t(Xb,Xc,Xd) 1.52/1.61 | s_t(Xa,Xc,Xd) 1.52/1.61 | Xb = Xc 1.52/1.61 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.61 1.52/1.61 fof(aSatz2_15,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,XA,XB,XC] : 1.52/1.61 ( ~ s_t(Xa,Xb,Xc) 1.52/1.61 | ~ s_t(XA,XB,XC) 1.52/1.61 | ~ s_e(Xa,Xb,XB,XC) 1.52/1.61 | ~ s_e(Xb,Xc,XA,XB) 1.52/1.61 | s_e(Xa,Xc,XA,XC) ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_28,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 1.52/1.61 ( ~ sameside(Xa,Xb,Xc) 1.52/1.61 | ~ sameside(Xa1,Xb1,Xc1) 1.52/1.61 | ~ s_e(Xb,Xa,Xb1,Xa1) 1.52/1.61 | ~ s_e(Xb,Xc,Xb1,Xc1) 1.52/1.61 | s_e(Xa,Xc,Xa1,Xc1) ) )). 1.52/1.61 1.52/1.61 fof(d_Defn6_1,axiom,( 1.52/1.61 ! [Xa,Xp,Xb] : 1.52/1.61 ( ( Xp = Xa 1.52/1.61 | sameside(Xa,Xp,Xb) 1.52/1.61 | Xb = Xp 1.52/1.61 | ~ s_t(Xp,Xb,Xa) ) 1.52/1.61 & ( ~ s_t(Xp,Xa,Xb) 1.52/1.61 | xb = Xp 1.52/1.61 | sameside(Xa,Xp,Xb) 1.52/1.61 | Xa = Xp ) 1.52/1.61 & ( s_t(Xp,Xa,Xb) 1.52/1.61 | s_t(Xp,Xb,Xa) 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) 1.52/1.61 & ( Xp != Xb 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) 1.52/1.61 & ( Xa != Xp 1.52/1.61 | ~ sameside(Xa,Xp,Xb) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz2_8,axiom,( 1.52/1.61 ! [Xa,Xb] : s_e(Xa,Xa,Xb,Xb) )). 1.52/1.61 1.52/1.61 fof(aSatz7_18,axiom,( 1.52/1.61 ! [Xa,Xp,Xb] : 1.52/1.61 ( s(Xa,Xp) != s(Xb,Xp) 1.52/1.61 | Xb = Xa ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_19,axiom,( 1.52/1.61 ! [Xa,Xb,Xp] : 1.52/1.61 ( s(Xa,s(Xb,Xp)) != s(Xb,s(Xa,Xp)) 1.52/1.61 | Xb = Xa ) )). 1.52/1.61 1.52/1.61 fof(aSatz4_5,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xa1,Xc1] : 1.52/1.61 ( ( ~ s_t(Xa,Xb,Xc) 1.52/1.61 | ~ s_e(Xa,Xc,Xa1,Xc1) 1.52/1.61 | s_t(Xa1,insert(Xa,Xb,Xa1,Xc1),Xc1) ) 1.52/1.61 & ( s_e3(Xa,Xb,Xc,Xa1,insert(Xa,Xb,Xa1,Xc1),Xc1) 1.52/1.61 | ~ s_e(Xa,Xc,Xa1,Xc1) 1.52/1.61 | ~ s_t(Xa,Xb,Xc) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz5_5a,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd] : 1.52/1.61 ( ( s_t(Xa,Xb,ins(Xc,Xd,Xa,Xb)) 1.52/1.61 | ~ le(Xa,Xb,Xc,Xd) ) 1.52/1.61 & ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.61 | s_e(Xa,ins(Xc,Xd,Xa,Xb),Xc,Xd) ) 1.52/1.61 & ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.61 | ext(Xa,Xb,insert(Xa,Xb,Xc,Xd),Xd) = ins(Xc,Xd,Xa,Xb) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz8_24a,axiom,( 1.52/1.61 ! [Xp,Xa,Xb,Xq,Xt,Xr,Xcx] : 1.52/1.61 ( ~ perp(Xp,Xa,Xa,Xb) 1.52/1.61 | ~ perp(Xq,Xb,Xa,Xb) 1.52/1.61 | ~ s_t(Xb,Xr,Xq) 1.52/1.61 | ~ s_e(Xa,Xp,Xb,Xr) 1.52/1.61 | s_m(Xa,Xcx,Xb) 1.52/1.61 | ip(Xp,Xt,Xq,Xb,Xr) != Xcx 1.52/1.61 | ~ s_t(Xp,Xt,Xq) 1.52/1.61 | ~ s_col(Xa,Xb,Xt) ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_15d,axiom,( 1.52/1.61 ! [Xp,Xq,Xr,Xa] : 1.52/1.61 ( Xq = Xp 1.52/1.61 | Xr = Xp 1.52/1.61 | ~ s_t(Xq,Xp,Xr) 1.52/1.61 | Xp != Xa 1.52/1.61 | s_col(Xa,Xp,Xq) ) )). 1.52/1.61 1.52/1.61 fof(aSatz7_25,axiom,( 1.52/1.61 ! [Xc,Xa,Xb] : 1.52/1.61 ( ~ s_e(Xc,Xa,Xc,Xb) 1.52/1.61 | s_m(Xa,isomidpoint(Xa,Xb,Xc),Xb) ) )). 1.52/1.61 1.52/1.61 fof(aSatz8_21,axiom,( 1.52/1.61 ! [Xa,Xb,Xc] : 1.52/1.61 ( ( Xa = Xb 1.52/1.61 | perp(Xa,Xb,erect(Xa,Xb,Xc),Xa) ) 1.52/1.61 & ( s_t(Xc,erectAux(Xa,Xb,Xc),erect(Xa,Xb,Xc)) 1.52/1.61 | Xb = Xa ) 1.52/1.61 & ( Xb = Xa 1.52/1.61 | s_col(Xa,Xb,erectAux(Xa,Xb,Xc)) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz5_12a2,axiom,( 1.52/1.61 ! [Xa,Xb,Xc] : 1.52/1.61 ( ~ s_t(Xa,Xb,Xc) 1.52/1.61 | le(Xb,Xc,Xa,Xc) 1.52/1.61 | ~ s_col(Xa,Xb,Xc) ) )). 1.52/1.61 1.52/1.61 fof(aSatz6_17a,axiom,( 1.52/1.61 ! [Xp,Xq] : 1.52/1.61 ( s_col(Xp,Xq,Xp) 1.52/1.61 | Xp = Xq ) )). 1.52/1.61 1.52/1.61 fof(aSatz3_2,axiom,( 1.52/1.61 ! [Xa,Xb,Xc] : 1.52/1.61 ( s_t(Xc,Xb,Xa) 1.52/1.61 | ~ s_t(Xa,Xb,Xc) ) )). 1.52/1.61 1.52/1.61 fof(aSatz5_8,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd,Xe,Xf] : 1.52/1.61 ( ~ le(Xa,Xb,Xc,Xd) 1.52/1.61 | le(Xa,Xb,Xe,Xf) 1.52/1.61 | ~ le(Xc,Xd,Xe,Xf) ) )). 1.52/1.61 1.52/1.61 fof(aperp1,axiom,( 1.52/1.61 ! [Xa,Xb,Xp,Xq] : 1.52/1.61 ( ~ perp(Xa,Xb,Xp,Xq) 1.52/1.61 | perp(Xb,Xa,Xp,Xq) ) )). 1.52/1.61 1.52/1.61 fof(d_Defn4_15,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 1.52/1.61 ( ( ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.61 | s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) ) 1.52/1.61 & ( ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.61 | s_e(Xa,Xd,Xa1,Xd1) ) 1.52/1.61 & ( s_e(Xb,Xd,Xb1,Xd1) 1.52/1.61 | ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) ) 1.52/1.61 & ( ~ s_e(Xb,Xd,Xb1,Xd1) 1.52/1.61 | s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.61 | ~ s_e(Xa,Xd,Xa1,Xd1) 1.52/1.61 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) 1.52/1.61 | ~ s_col(Xa,Xb,Xc) ) 1.52/1.61 & ( ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 1.52/1.61 | s_col(Xa,Xb,Xc) ) ) )). 1.52/1.61 1.52/1.61 fof(aSatz2_4,axiom,( 1.52/1.61 ! [Xa,Xb,Xc,Xd] : 1.52/1.61 ( ~ s_e(Xa,Xb,Xc,Xd) 1.52/1.61 | s_e(Xb,Xa,Xc,Xd) ) )). 1.52/1.61 1.52/1.61 fof(aSatz8_16b,axiom,( 1.52/1.61 ! [Xa,Xb,Xp,Xq,Xc] : 1.52/1.61 ( Xa = Xb 1.52/1.61 | ~ s_col(Xa,Xb,Xp) 1.52/1.61 | ~ s_col(Xa,Xb,Xq) 1.52/1.61 | Xp = Xq 1.52/1.61 | s_col(Xa,Xb,Xc) 1.52/1.61 | ~ s_r(Xc,Xp,Xq) 1.52/1.61 | perp(Xa,Xb,Xc,Xp) ) )). 1.52/1.61 1.52/1.61 %------------------------------------------- 1.52/1.61 % Proof found 1.52/1.61 % SZS status Theorem for theBenchmark 1.52/1.61 % SZS output start Proof 1.52/1.61 %ClaNum:392(EqnAxiom:152) 1.52/1.61 %VarNum:2385(SingletonVarNum:959) 1.52/1.61 %MaxLitNum:10 1.52/1.61 %MaxfuncDepth:3 1.52/1.61 %SharedTerms:24 1.52/1.61 %goalClause: 154 155 156 164 165 166 182 1.52/1.61 %singleGoalClaCount:7 1.52/1.61 [154]P1(a2,a11,a12) 1.52/1.61 [155]P1(a13,a15,a12) 1.52/1.61 [156]P2(a14,a13,a11) 1.52/1.61 [164]P9(a14,a2,a13,a15) 1.52/1.61 [165]P3(a2,a14,a14,a13) 1.52/1.61 [166]P3(a12,a13,a14,a13) 1.52/1.61 [176]~E(a4,a3) 1.52/1.61 [177]~E(a17,a3) 1.52/1.61 [178]~E(a4,a17) 1.52/1.61 [179]~P1(a3,a4,a17) 1.52/1.61 [180]~P1(a4,a17,a3) 1.52/1.61 [181]~P1(a17,a3,a4) 1.52/1.61 [182]~P8(a2,f16(a14,a13),a15) 1.52/1.61 [157]P1(x1571,x1572,x1572) 1.52/1.61 [158]P1(x1581,x1581,x1582) 1.52/1.61 [159]P7(x1591,x1592,x1592) 1.52/1.61 [160]P2(x1601,x1602,x1601) 1.52/1.61 [161]P2(x1611,x1611,x1612) 1.52/1.61 [167]P9(x1671,x1672,x1672,x1671) 1.52/1.61 [168]P9(x1681,x1682,x1681,x1682) 1.52/1.61 [169]P9(x1691,x1691,x1692,x1692) 1.52/1.61 [170]P4(x1701,x1702,x1701,x1702) 1.52/1.61 [162]P8(x1621,x1622,f1(x1622,x1621)) 1.52/1.61 [163]P8(x1631,f16(x1631,x1632),x1632) 1.52/1.61 [183]~E(f18(x1831,x1832,a3,a17),x1832) 1.52/1.61 [153]E(f1(x1531,f1(x1531,x1532)),x1532) 1.52/1.61 [171]P4(x1711,x1711,x1712,x1713) 1.52/1.61 [172]P9(x1721,x1722,f1(x1723,x1721),f1(x1723,x1722)) 1.52/1.61 [174]P1(x1741,x1742,f18(x1741,x1742,x1743,x1744)) 1.52/1.61 [175]P9(x1751,f18(x1752,x1751,x1753,x1754),x1753,x1754) 1.52/1.61 [190]P14(x1901,x1902,x1901)+E(x1901,x1902) 1.52/1.61 [191]~E(x1911,x1912)+P8(x1911,x1912,x1911) 1.52/1.61 [192]~P1(x1921,x1922,x1921)+E(x1921,x1922) 1.52/1.61 [193]~P7(x1931,x1932,x1931)+E(x1931,x1932) 1.52/1.61 [194]~P8(x1941,x1942,x1941)+E(x1941,x1942) 1.52/1.61 [184]~E(x1842,x1841)+E(f1(x1841,x1842),x1842) 1.52/1.61 [185]E(x1851,x1852)+~E(f1(x1852,x1851),x1851) 1.52/1.61 [201]E(x2011,x2012)+~P2(x2011,x2012,f29(x2011,x2012)) 1.52/1.61 [196]~E(x1961,x1962)+~P14(x1963,x1961,x1962) 1.52/1.61 [197]~E(x1971,x1972)+~P14(x1972,x1971,x1973) 1.52/1.61 [198]~E(x1981,x1982)+~P14(x1981,x1982,x1983) 1.52/1.61 [202]~P1(x2023,x2022,x2021)+P1(x2021,x2022,x2023) 1.52/1.61 [203]~P8(x2031,x2032,x2033)+P1(x2031,x2032,x2033) 1.52/1.61 [204]~P7(x2043,x2042,x2041)+P7(x2041,x2042,x2043) 1.52/1.61 [205]~P2(x2053,x2052,x2051)+P2(x2051,x2052,x2053) 1.52/1.61 [206]~P2(x2062,x2063,x2061)+P2(x2061,x2062,x2063) 1.52/1.61 [207]~P2(x2071,x2073,x2072)+P2(x2071,x2072,x2073) 1.52/1.61 [208]~P1(x2083,x2081,x2082)+P2(x2081,x2082,x2083) 1.52/1.61 [209]~P1(x2092,x2093,x2091)+P2(x2091,x2092,x2093) 1.52/1.61 [210]~P1(x2101,x2102,x2103)+P2(x2101,x2102,x2103) 1.52/1.61 [211]~P2(x2113,x2111,x2112)+P2(x2111,x2112,x2113) 1.52/1.61 [212]~P2(x2122,x2121,x2123)+P2(x2121,x2122,x2123) 1.52/1.61 [213]~P14(x2131,x2132,x2133)+P2(x2131,x2132,x2133) 1.52/1.61 [214]~P14(x2143,x2142,x2141)+P14(x2141,x2142,x2143) 1.52/1.61 [215]~P8(x2153,x2152,x2151)+P8(x2151,x2152,x2153) 1.52/1.61 [222]~P14(x2221,x2222,x2223)+~P1(x2221,x2222,x2223) 1.52/1.61 [264]~P8(x2642,x2641,x2643)+P9(x2641,x2642,x2641,x2643) 1.52/1.61 [268]~P9(x2681,x2682,x2683,x2683)+E(x2681,x2682) 1.52/1.61 [186]E(x1861,x1862)+~E(f1(x1861,x1863),f1(x1862,x1863)) 1.52/1.61 [187]E(x1871,x1872)+~E(f1(x1873,x1871),f1(x1873,x1872)) 1.52/1.61 [199]~P8(x1992,x1991,x1993)+E(f1(x1991,x1992),x1993) 1.52/1.61 [220]E(x2201,x2202)+P2(x2202,x2201,f5(x2202,x2201,x2203)) 1.52/1.61 [221]~P7(x2211,x2212,x2213)+P7(x2211,x2212,f1(x2212,x2213)) 1.52/1.61 [223]~P14(x2231,x2232,x2233)+~E(f6(x2231,x2232,x2233),x2232) 1.52/1.61 [231]P2(x2311,x2312,x2313)+P2(x2311,x2312,f19(x2311,x2312,x2313)) 1.52/1.61 [248]~P14(x2483,x2482,x2481)+P1(x2481,x2482,f6(x2483,x2482,x2481)) 1.52/1.61 [249]~P14(x2491,x2492,x2493)+P1(x2491,x2492,f6(x2491,x2492,x2493)) 1.52/1.61 [254]E(x2541,x2542)+P1(x2543,f5(x2541,x2542,x2543),f7(x2541,x2542,x2543)) 1.52/1.61 [265]E(x2651,x2652)+P3(x2651,x2652,f7(x2651,x2652,x2653),x2651) 1.52/1.61 [266]~P7(x2661,x2663,x2662)+P9(x2661,x2662,x2661,f1(x2663,x2662)) 1.52/1.61 [269]P2(x2691,x2692,x2693)+P3(x2691,x2692,x2693,f19(x2691,x2692,x2693)) 1.52/1.61 [275]P7(x2751,x2752,x2753)+~P9(x2751,x2753,x2751,f1(x2752,x2753)) 1.52/1.61 [281]~P9(x2813,x2811,x2813,x2812)+P8(x2811,f24(x2811,x2812,x2813),x2812) 1.52/1.61 [200]E(x2001,x2002)+~E(f1(x2001,f1(x2002,x2003)),f1(x2002,f1(x2001,x2003))) 1.52/1.61 [277]P4(x2773,x2774,x2771,x2772)+P4(x2771,x2772,x2773,x2774) 1.52/1.61 [285]~P9(x2853,x2854,x2851,x2852)+P9(x2851,x2852,x2853,x2854) 1.52/1.61 [286]~P9(x2862,x2861,x2864,x2863)+P9(x2861,x2862,x2863,x2864) 1.52/1.61 [287]~P9(x2872,x2871,x2873,x2874)+P9(x2871,x2872,x2873,x2874) 1.52/1.61 [288]~P9(x2881,x2882,x2884,x2883)+P9(x2881,x2882,x2883,x2884) 1.52/1.61 [289]~P3(x2892,x2891,x2893,x2894)+P3(x2891,x2892,x2893,x2894) 1.52/1.61 [290]~P3(x2903,x2904,x2901,x2902)+P3(x2901,x2902,x2903,x2904) 1.52/1.61 [233]~P1(x2332,x2333,x2334)+P1(f1(x2331,x2332),f1(x2331,x2333),f1(x2331,x2334)) 1.52/1.61 [253]P1(x2531,x2532,x2533)+~P1(f1(x2534,x2531),f1(x2534,x2532),f1(x2534,x2533)) 1.52/1.61 [300]~P4(x3001,x3002,x3003,x3004)+P1(x3001,x3002,f25(x3003,x3004,x3001,x3002)) 1.52/1.61 [309]~P4(x3091,x3094,x3092,x3093)+P9(x3091,f25(x3092,x3093,x3091,x3094),x3092,x3093) 1.52/1.61 [332]~P3(x3321,x3322,x3323,x3324)+P5(x3321,x3322,f26(x3321,x3322,x3323,x3324),x3323,x3324) 1.52/1.61 [325]~P4(x3253,x3254,x3251,x3252)+P1(x3251,f18(f18(x3252,x3251,a3,a17),x3251,x3253,x3254),x3252) 1.52/1.61 [333]~P4(x3331,x3332,x3333,x3334)+P9(x3331,x3332,x3333,f18(f18(x3334,x3333,a3,a17),x3333,x3331,x3332)) 1.52/1.61 [337]~P4(x3371,x3372,x3374,x3373)+E(f18(x3371,x3372,f18(f18(x3373,x3374,a3,a17),x3374,x3371,x3372),x3373),f25(x3374,x3373,x3371,x3372)) 1.52/1.61 [322]~E(x3221,x3222)+~P5(x3223,x3224,x3225,x3221,x3222) 1.52/1.61 [324]~E(x3241,x3242)+~P5(x3242,x3241,x3243,x3244,x3245) 1.52/1.61 [327]P2(x3271,x3272,x3273)+~P5(x3274,x3275,x3273,x3271,x3272) 1.52/1.61 [329]P2(x3291,x3292,x3293)+~P5(x3291,x3292,x3293,x3294,x3295) 1.52/1.61 [335]P3(x3351,x3352,x3353,x3354)+~P5(x3351,x3352,x3355,x3353,x3354) 1.52/1.61 [340]~P5(x3404,x3405,x3403,x3401,x3402)+P5(x3401,x3402,x3403,x3404,x3405) 1.52/1.61 [295]~P9(x2952,x2953,x2954,x2955)+P9(f1(x2951,x2952),f1(x2951,x2953),f1(x2951,x2954),f1(x2951,x2955)) 1.52/1.61 [296]P9(x2961,x2962,x2963,x2964)+~P9(f1(x2965,x2961),f1(x2965,x2962),f1(x2965,x2963),f1(x2965,x2964)) 1.52/1.61 [336]~P5(x3362,x3363,x3361,x3364,x3365)+E(x3361,f26(x3362,x3363,x3364,x3365)) 1.52/1.61 [343]~P5(x3431,x3432,x3435,x3433,x3434)+~E(f20(x3431,x3432,x3433,x3434,x3435),x3435) 1.52/1.61 [344]~P5(x3441,x3442,x3445,x3443,x3444)+~E(f22(x3441,x3442,x3443,x3444,x3445),x3445) 1.52/1.61 [348]~P5(x3481,x3482,x3485,x3483,x3484)+P2(x3481,x3482,f20(x3481,x3482,x3483,x3484,x3485)) 1.52/1.61 [349]~P5(x3493,x3494,x3495,x3491,x3492)+P2(x3491,x3492,f22(x3493,x3494,x3491,x3492,x3495)) 1.52/1.61 [350]~P5(x3501,x3502,x3505,x3503,x3504)+P7(f20(x3501,x3502,x3503,x3504,x3505),x3505,f22(x3501,x3502,x3503,x3504,x3505)) 1.52/1.61 [358]P9(x3581,x3582,x3583,x3584)+~P10(x3581,x3585,x3582,x3583,x3586,x3584) 1.52/1.61 [359]P9(x3591,x3592,x3593,x3594)+~P10(x3591,x3592,x3595,x3593,x3594,x3596) 1.52/1.61 [360]P9(x3601,x3602,x3603,x3604)+~P10(x3605,x3601,x3602,x3606,x3603,x3604) 1.52/1.61 [364]P1(x3641,x3642,x3643)+~P11(x3641,x3644,x3645,x3642,x3646,x3647,x3643) 1.52/1.61 [365]P1(x3651,x3652,x3653)+~P11(x3654,x3655,x3651,x3652,x3653,x3656,x3657) 1.52/1.61 [366]P1(x3661,x3662,x3663)+~P11(x3664,x3661,x3665,x3662,x3666,x3663,x3667) 1.52/1.61 [367]P8(x3671,x3672,x3673)+~P11(x3674,x3675,x3676,x3677,x3673,x3672,x3671) 1.52/1.61 [368]P8(x3681,x3682,x3683)+~P11(x3681,x3682,x3683,x3684,x3685,x3686,x3687) 1.52/1.61 [369]P9(x3691,x3692,x3691,x3693)+~P11(x3694,x3695,x3696,x3691,x3693,x3697,x3692) 1.52/1.61 [370]P9(x3701,x3702,x3701,x3703)+~P11(x3702,x3704,x3703,x3701,x3705,x3706,x3707) 1.52/1.61 [375]P1(x3751,x3752,x3753)+~P6(x3754,x3755,x3756,x3757,x3751,x3752,x3753,x3758) 1.52/1.61 [376]P1(x3761,x3762,x3763)+~P6(x3761,x3762,x3763,x3764,x3765,x3766,x3767,x3768) 1.52/1.61 [377]P1(x3771,x3772,x3773)+~P12(x3774,x3775,x3776,x3777,x3771,x3772,x3773,x3778) 1.52/1.61 [378]P1(x3781,x3782,x3783)+~P12(x3781,x3782,x3783,x3784,x3785,x3786,x3787,x3788) 1.52/1.61 [379]P2(x3791,x3792,x3793)+~P13(x3791,x3792,x3793,x3794,x3795,x3796,x3797,x3798) 1.52/1.61 [380]P9(x3801,x3802,x3803,x3804)+~P12(x3805,x3806,x3801,x3802,x3807,x3808,x3803,x3804) 1.52/1.61 [381]P9(x3811,x3812,x3813,x3814)+~P6(x3815,x3811,x3816,x3812,x3817,x3813,x3818,x3814) 1.52/1.61 [382]P9(x3821,x3822,x3823,x3824)+~P12(x3825,x3821,x3826,x3822,x3827,x3823,x3828,x3824) 1.52/1.61 [383]P9(x3831,x3832,x3833,x3834)+~P12(x3835,x3831,x3832,x3836,x3837,x3833,x3834,x3838) 1.52/1.61 [384]P9(x3841,x3842,x3843,x3844)+~P6(x3841,x3845,x3846,x3842,x3843,x3847,x3848,x3844) 1.52/1.61 [385]P9(x3851,x3852,x3853,x3854)+~P13(x3851,x3855,x3856,x3852,x3853,x3857,x3858,x3854) 1.52/1.61 [386]P9(x3861,x3862,x3863,x3864)+~P6(x3861,x3862,x3865,x3866,x3863,x3864,x3867,x3868) 1.52/1.61 [387]P9(x3871,x3872,x3873,x3874)+~P6(x3875,x3871,x3872,x3876,x3877,x3873,x3874,x3878) 1.52/1.61 [388]P9(x3881,x3882,x3883,x3884)+~P12(x3881,x3885,x3886,x3882,x3883,x3887,x3888,x3884) 1.52/1.61 [389]P9(x3891,x3892,x3893,x3894)+~P12(x3891,x3895,x3892,x3896,x3893,x3897,x3894,x3898) 1.52/1.61 [390]P9(x3901,x3902,x3903,x3904)+~P13(x3905,x3901,x3906,x3902,x3907,x3903,x3908,x3904) 1.52/1.61 [392]P10(x3921,x3922,x3923,x3924,x3925,x3926)+~P13(x3921,x3922,x3923,x3927,x3924,x3925,x3926,x3928) 1.52/1.61 [224]~P7(x2243,x2241,x2242)+E(x2241,x2242)+~P7(x2243,x2242,x2241) 1.52/1.61 [225]~P1(x2251,x2252,x2253)+E(x2251,x2252)+~P1(x2252,x2251,x2253) 1.52/1.61 [229]P1(x2291,x2293,x2292)+~P14(x2293,x2291,x2292)+P1(x2291,x2292,x2293) 1.52/1.61 [230]P14(x2301,x2302,x2303)+~P2(x2301,x2302,x2303)+P1(x2301,x2302,x2303) 1.52/1.61 [271]~P1(x2713,x2711,x2712)+~P2(x2713,x2711,x2712)+P4(x2711,x2712,x2713,x2712) 1.52/1.61 [272]~P1(x2721,x2722,x2723)+~P14(x2722,x2721,x2723)+P4(x2721,x2722,x2721,x2723) 1.52/1.61 [273]~P1(x2731,x2732,x2733)+~P2(x2731,x2732,x2733)+P4(x2731,x2732,x2731,x2733) 1.52/1.61 [274]~P9(x2743,x2742,x2743,x2741)+E(x2741,x2742)+~P1(x2743,x2741,x2742) 1.52/1.61 [278]~P14(x2782,x2781,x2783)+~P4(x2781,x2782,x2781,x2783)+P1(x2781,x2782,x2783) 1.52/1.61 [279]~P1(x2791,x2792,x2793)+~P9(x2792,x2791,x2792,x2793)+P8(x2791,x2792,x2793) 1.52/1.61 [232]E(x2321,x2322)+P2(x2321,x2322,x2323)+P2(x2321,x2322,f10(x2321,x2322,x2323)) 1.52/1.61 [263]E(x2631,x2632)+P2(x2632,x2631,x2633)+P1(x2633,f10(x2632,x2631,x2633),f9(x2632,x2631,x2633)) 1.52/1.61 [270]E(x2701,x2702)+P2(x2701,x2702,x2703)+P3(x2701,x2702,f9(x2701,x2702,x2703),x2701) 1.52/1.61 [226]~P8(x2263,x2264,x2261)+E(x2261,x2262)+~P8(x2263,x2264,x2262) 1.52/1.61 [227]~P8(x2273,x2271,x2274)+E(x2271,x2272)+~P8(x2273,x2272,x2274) 1.52/1.61 [234]~P1(x2344,x2342,x2343)+P1(x2341,x2342,x2343)+~P1(x2341,x2344,x2343) 1.52/1.61 [235]~P1(x2352,x2353,x2354)+P1(x2351,x2352,x2353)+~P1(x2351,x2352,x2354) 1.52/1.61 [236]~P1(x2364,x2361,x2362)+P1(x2361,x2362,x2363)+~P1(x2364,x2362,x2363) 1.52/1.61 [237]~P1(x2371,x2372,x2374)+P1(x2371,x2372,x2373)+~P1(x2371,x2374,x2373) 1.52/1.61 [238]~P14(x2381,x2382,x2384)+P14(x2381,x2382,x2383)+~P14(x2384,x2382,x2383) 1.52/1.61 [282]~P3(x2821,x2822,x2824,x2823)+~P2(x2821,x2822,x2823)+~P2(x2821,x2822,x2824) 1.52/1.61 [305]~P4(x3053,x3054,x3051,x3052)+~P4(x3051,x3052,x3053,x3054)+P9(x3051,x3052,x3053,x3054) 1.52/1.61 [188]E(x1881,x1882)+~E(f1(x1884,x1881),x1883)+~E(x1883,f1(x1884,x1882)) 1.52/1.61 [260]P7(x2601,x2602,x2603)+~P7(x2602,x2601,x2604)+~P8(f1(x2602,x2604),x2603,f1(x2601,x2604)) 1.52/1.61 [316]E(x3161,x3162)+E(x3163,x3164)+P14(f18(f18(x3164,x3163,a3,a17),x3163,x3161,x3162),x3163,x3164) 1.52/1.61 [292]~P9(x2921,x2925,x2923,x2924)+P4(x2921,x2922,x2923,x2924)+~P1(x2921,x2922,x2925) 1.52/1.61 [293]~P9(x2931,x2932,x2933,x2935)+P4(x2931,x2932,x2933,x2934)+~P1(x2933,x2935,x2934) 1.52/1.61 [338]~P1(x3385,x3381,x3384)+~P1(x3382,x3383,x3384)+P1(x3381,f27(x3382,x3383,x3384,x3385,x3381),x3382) 1.52/1.61 [339]~P1(x3394,x3395,x3393)+~P1(x3392,x3391,x3393)+P1(x3391,f27(x3392,x3391,x3393,x3394,x3395),x3394) 1.52/1.61 [353]~P2(x3531,x3532,x3533)+~P9(x3531,x3532,x3534,x3535)+P10(x3531,x3532,x3533,x3534,x3535,f28(x3531,x3532,x3533,x3534,x3535)) 1.52/1.61 [331]~P9(x3313,x3315,x3311,x3312)+~P1(x3313,x3314,x3315)+P1(x3311,f18(f18(x3312,x3311,a3,a17),x3311,x3313,x3314),x3312) 1.52/1.61 [352]~P1(x3521,x3522,x3523)+~P9(x3521,x3523,x3524,x3525)+P10(x3521,x3522,x3523,x3524,f18(f18(x3525,x3524,a3,a17),x3524,x3521,x3522),x3525) 1.52/1.61 [303]~P9(x3035,x3036,x3033,x3034)+P9(x3031,x3032,x3033,x3034)+~P9(x3035,x3036,x3031,x3032) 1.52/1.61 [304]~P9(x3041,x3042,x3045,x3046)+P9(x3041,x3042,x3043,x3044)+~P9(x3045,x3046,x3043,x3044) 1.52/1.61 [306]~P4(x3061,x3062,x3065,x3066)+P4(x3061,x3062,x3063,x3064)+~P4(x3065,x3066,x3063,x3064) 1.52/1.61 [355]~P10(x3554,x3555,x3556,x3551,x3552,x3553)+P1(x3551,x3552,x3553)+~P1(x3554,x3555,x3556) 1.52/1.61 [356]~P10(x3564,x3565,x3566,x3561,x3562,x3563)+P7(x3561,x3562,x3563)+~P7(x3564,x3565,x3566) 1.52/1.61 [357]~P10(x3574,x3575,x3576,x3571,x3572,x3573)+P2(x3571,x3572,x3573)+~P2(x3574,x3575,x3576) 1.52/1.61 [391]E(x3911,x3912)+~P13(x3911,x3912,x3913,x3914,x3917,x3918,x3915,x3916)+P9(x3913,x3914,x3915,x3916) 1.52/1.61 [217]~P1(x2171,x2172,x2173)+E(x2171,x2172)+P14(x2172,x2171,x2173)+E(a31,x2171) 1.52/1.61 [218]P14(x2183,x2181,x2182)+~P1(x2181,x2182,x2183)+E(x2181,x2182)+E(x2181,x2183) 1.52/1.61 [228]~P7(x2283,x2281,x2282)+~P2(x2283,x2281,x2282)+E(x2281,x2282)+E(x2283,x2281) 1.52/1.61 [250]P1(x2503,x2501,x2502)+P1(x2502,x2503,x2501)+~P2(x2502,x2503,x2501)+P1(x2501,x2502,x2503) 1.52/1.61 [280]~P2(x2801,x2803,x2802)+~P9(x2803,x2801,x2803,x2802)+E(x2801,x2802)+P8(x2801,x2803,x2802) 1.52/1.61 [299]~P2(x2991,x2992,x2993)+~P4(x2992,x2993,x2991,x2993)+~P4(x2991,x2992,x2991,x2993)+P1(x2991,x2992,x2993) 1.52/1.61 [239]~P1(x2391,x2392,x2394)+~P1(x2393,x2391,x2392)+E(x2391,x2392)+P1(x2393,x2391,x2394) 1.52/1.61 [240]~P1(x2403,x2401,x2402)+~P1(x2401,x2402,x2404)+E(x2401,x2402)+P1(x2403,x2402,x2404) 1.52/1.61 [241]~P7(x2411,x2412,x2414)+~P2(x2412,x2411,x2413)+E(x2411,x2412)+P7(x2413,x2412,x2414) 1.52/1.61 [252]~P7(x2524,x2522,x2521)+~P7(x2523,x2522,x2521)+E(x2521,x2522)+~P1(x2523,x2521,x2524) 1.52/1.61 [255]P1(x2551,x2553,x2552)+~P1(x2551,x2553,x2554)+P1(x2551,x2552,x2553)+~P1(x2551,x2552,x2554) 1.52/1.61 [297]~P9(x2974,x2971,x2974,x2972)+~P9(x2973,x2971,x2973,x2972)+E(x2971,x2972)+~P1(x2973,x2971,x2974) 1.52/1.61 [318]~P2(x3181,x3182,x3183)+~P3(x3181,x3182,x3184,x3183)+P5(x3181,x3182,x3183,x3184,x3183)+E(x3181,x3182) 1.52/1.61 [251]~P7(x2513,x2512,x2511)+E(x2511,x2512)+~E(x2513,x2514)+~P8(f1(x2513,x2511),x2514,f1(x2512,x2511)) 1.52/1.61 [320]~P2(x3204,x3205,x3203)+~P2(x3201,x3202,x3203)+~P3(x3201,x3202,x3204,x3205)+P5(x3201,x3202,x3203,x3204,x3205) 1.52/1.61 [294]~P1(x2941,x2942,x2943)+~P9(x2942,x2943,x2944,x2945)+E(x2941,x2942)+E(x2943,f18(x2941,x2942,x2944,x2945)) 1.52/1.61 [351]~P9(x3511,x3513,x3514,x3516)+~P9(x3511,x3512,x3514,x3515)+~P9(x3512,x3513,x3515,x3516)+P10(x3511,x3512,x3513,x3514,x3515,x3516) 1.52/1.61 [361]~P1(x3615,x3616,x3614)+~P1(x3612,x3611,x3615)+~P1(x3612,x3613,x3614)+P1(x3611,f8(x3612,x3613,x3614,x3615,x3616,x3611),x3614) 1.52/1.61 [362]~P1(x3624,x3625,x3623)+~P1(x3622,x3626,x3624)+~P1(x3622,x3621,x3623)+P1(x3621,f8(x3622,x3621,x3623,x3624,x3625,x3626),x3625) 1.52/1.61 [334]~P5(x3346,x3347,x3342,x3344,x3345)+P7(x3341,x3342,x3343)+~P2(x3344,x3345,x3343)+~P2(x3346,x3347,x3341) 1.52/1.61 [315]~P4(x3157,x3158,x3155,x3156)+P4(x3151,x3152,x3153,x3154)+~P9(x3155,x3156,x3153,x3154)+~P9(x3157,x3158,x3151,x3152) 1.52/1.61 [219]~E(x2191,x2194)+~P1(x2193,x2191,x2192)+E(x2191,x2192)+P2(x2194,x2191,x2193)+E(x2193,x2191) 1.52/1.61 [242]~P1(x2423,x2421,x2422)+~P14(x2424,x2421,x2422)+E(x2421,x2422)+P2(x2424,x2421,x2423)+E(x2421,x2423) 1.52/1.61 [244]~P2(x2441,x2443,x2444)+~P2(x2441,x2443,x2442)+E(x2441,x2442)+P2(x2441,x2442,x2444)+E(x2441,x2443) 1.52/1.61 [256]P1(x2564,x2563,x2562)+~P1(x2563,x2561,x2562)+~P1(x2564,x2561,x2562)+E(x2561,x2562)+P1(x2563,x2564,x2562) 1.52/1.61 [257]P1(x2571,x2574,x2573)+~P1(x2572,x2571,x2573)+~P1(x2572,x2571,x2574)+E(x2571,x2572)+P1(x2571,x2573,x2574) 1.52/1.61 [258]P1(x2581,x2584,x2583)+~P1(x2581,x2582,x2583)+~P1(x2581,x2582,x2584)+E(x2581,x2582)+P1(x2581,x2583,x2584) 1.52/1.61 [298]~P2(x2983,x2984,x2981)+~P9(x2984,x2981,x2984,x2982)+~P9(x2983,x2981,x2983,x2982)+E(x2981,x2982)+E(x2983,x2984) 1.52/1.61 [308]~P2(x3082,x3081,x3083)+~P9(x3082,x3084,x3082,x3085)+~P9(x3081,x3084,x3081,x3085)+E(x3081,x3082)+P9(x3083,x3084,x3083,x3085) 1.52/1.61 [311]~P9(x3116,x3112,x3115,x3114)+~P9(x3111,x3116,x3113,x3115)+P9(x3111,x3112,x3113,x3114)+~P1(x3113,x3115,x3114)+~P1(x3111,x3116,x3112) 1.52/1.61 [312]~P9(x3126,x3122,x3123,x3125)+~P9(x3121,x3126,x3125,x3124)+P9(x3121,x3122,x3123,x3124)+~P1(x3123,x3125,x3124)+~P1(x3121,x3126,x3122) 1.52/1.61 [313]~P9(x3136,x3132,x3135,x3134)+~P9(x3136,x3131,x3135,x3133)+P9(x3131,x3132,x3133,x3134)+~P14(x3133,x3135,x3134)+~P14(x3131,x3136,x3132) 1.52/1.61 [314]~P9(x3142,x3146,x3144,x3145)+~P9(x3141,x3146,x3143,x3145)+P9(x3141,x3142,x3143,x3144)+~P1(x3143,x3144,x3145)+~P1(x3141,x3142,x3146) 1.52/1.61 [374]~P2(x3741,x3742,x3743)+~P9(x3741,x3744,x3745,x3748)+~P9(x3742,x3744,x3746,x3748)+~P10(x3741,x3742,x3743,x3745,x3746,x3747)+P13(x3741,x3742,x3743,x3744,x3745,x3746,x3747,x3748) 1.52/1.61 [245]P1(x2454,x2451,x2452)+~P1(x2453,x2451,x2452)+~P14(x2453,x2451,x2454)+E(x2451,x2452)+E(x2451,x2453)+E(x2454,x2451) 1.52/1.61 [246]P14(x2463,x2461,x2464)+~P1(x2463,x2461,x2462)+~P1(x2464,x2461,x2462)+E(x2461,x2462)+E(x2461,x2463)+E(x2464,x2461) 1.52/1.61 [247]P14(x2474,x2471,x2472)+~P1(x2472,x2471,x2473)+~P1(x2474,x2471,x2473)+E(x2471,x2472)+E(x2471,x2473)+E(x2471,x2474) 1.52/1.61 [261]~P2(x2614,x2613,x2615)+~P2(x2614,x2613,x2612)+~P2(x2614,x2613,x2611)+E(x2611,x2612)+P2(x2611,x2612,x2615)+E(x2613,x2614) 1.52/1.61 [262]~P2(x2621,x2622,x2625)+~P2(x2624,x2623,x2622)+~P2(x2624,x2623,x2621)+E(x2621,x2622)+P2(x2624,x2623,x2625)+E(x2623,x2624) 1.52/1.61 [284]~P2(x2844,x2843,x2842)+~P2(x2844,x2843,x2841)+~P3(x2844,x2843,x2845,x2841)+E(x2841,x2842)+P7(x2845,x2841,x2842)+E(x2843,x2844) 1.52/1.61 [302]~P2(x3023,x3024,x3022)+~P2(x3023,x3024,x3021)+~P3(x3023,x3024,x3025,x3022)+~P3(x3023,x3024,x3025,x3021)+E(x3021,x3022)+P2(x3023,x3024,x3025) 1.52/1.61 [345]~P1(x3453,x3455,x3454)+~P2(x3451,x3452,x3455)+~P3(x3451,x3452,x3452,x3454)+~P3(x3451,x3452,x3451,x3453)+~P4(x3451,x3453,x3452,x3454)+P8(x3451,f30(x3451,x3452,x3453,x3454,x3455),x3452) 1.52/1.61 [346]~P2(x3461,x3462,x3465)+~P2(x3463,x3464,x3465)+E(x3461,x3462)+P5(x3463,x3464,x3465,x3461,x3462)+E(x3463,x3464)+P2(x3461,x3462,f23(x3463,x3464,x3461,x3462,x3465)) 1.52/1.61 [347]~P2(x3472,x3471,x3475)+~P2(x3474,x3473,x3475)+E(x3471,x3472)+P5(x3474,x3473,x3475,x3472,x3471)+E(x3473,x3474)+P2(x3474,x3473,f21(x3474,x3473,x3472,x3471,x3475)) 1.52/1.61 [354]~P2(x3541,x3542,x3545)+~P2(x3543,x3544,x3545)+E(x3541,x3542)+P5(x3543,x3544,x3545,x3541,x3542)+E(x3543,x3544)+~P7(f21(x3543,x3544,x3541,x3542,x3545),x3545,f23(x3543,x3544,x3541,x3542,x3545)) 1.52/1.61 [259]P14(x2592,x2591,x2593)+P14(x2592,x2591,x2594)+~P1(x2594,x2591,x2593)+~P2(x2592,x2591,x2594)+E(x2591,x2592)+E(x2591,x2593)+E(x2591,x2594) 1.52/1.61 [283]P3(x2833,x2834,x2835,x2831)+~P7(x2835,x2831,x2832)+~P2(x2833,x2834,x2832)+~P2(x2833,x2834,x2831)+E(x2831,x2832)+P2(x2833,x2834,x2835)+E(x2833,x2834) 1.52/1.61 [307]~P2(x3073,x3075,x3074)+~P2(x3072,x3075,x3071)+~P9(x3073,x3072,x3074,x3071)+~P9(x3072,x3074,x3071,x3073)+E(x3071,x3072)+P2(x3073,x3072,x3074)+P8(x3073,x3075,x3074) 1.52/1.61 [301]~P14(x3014,x3011,x3012)+~P14(x3013,x3011,x3012)+~P9(x3011,x3014,x3016,x3015)+~P9(x3011,x3013,x3016,x3015)+E(x3011,x3012)+E(x3013,x3014)+E(x3015,x3016) 1.52/1.61 [310]~P8(x3107,x3103,x3105)+~P8(x3106,x3101,x3104)+~P9(x3102,x3107,x3102,x3105)+~P9(x3102,x3106,x3102,x3104)+P1(x3101,x3102,x3103)+~P1(x3104,x3102,x3105)+~P1(x3106,x3102,x3107) 1.52/1.61 [363]~P1(x3631,x3634,x3637)+~P1(x3633,x3634,x3635)+~P8(x3637,x3636,x3635)+~P8(x3631,x3632,x3633)+~P9(x3634,x3637,x3634,x3635)+~P9(x3634,x3631,x3634,x3633)+P11(x3631,x3632,x3633,x3634,x3635,x3636,x3637) 1.52/1.61 [372]~P1(x3721,x3722,x3723)+~P1(x3725,x3726,x3727)+~P9(x3721,x3724,x3725,x3728)+~P9(x3721,x3722,x3725,x3726)+~P9(x3722,x3724,x3726,x3728)+~P9(x3722,x3723,x3726,x3727)+P6(x3721,x3722,x3723,x3724,x3725,x3726,x3727,x3728) 1.52/1.61 [373]~P1(x3731,x3732,x3733)+~P1(x3735,x3736,x3737)+~P9(x3732,x3733,x3736,x3737)+~P9(x3733,x3734,x3737,x3738)+~P9(x3731,x3734,x3735,x3738)+~P9(x3731,x3733,x3735,x3737)+P12(x3731,x3732,x3733,x3734,x3735,x3736,x3737,x3738) 1.52/1.61 [341]~P1(x3411,x3414,x3415)+~P1(x3416,x3413,x3415)+~P9(x3417,x3411,x3416,x3413)+~P3(x3411,x3417,x3417,x3416)+~P3(x3415,x3416,x3417,x3416)+P8(x3411,x3412,x3413)+~P2(x3417,x3416,x3414)+~E(f27(x3411,x3414,x3415,x3416,x3413),x3412) 1.52/1.61 [342]~P1(x3423,x3427,x3426)+~P1(x3424,x3425,x3426)+~P2(x3421,x3423,x3425)+~P9(x3421,x3424,x3423,x3427)+~P3(x3426,x3423,x3421,x3423)+~P3(x3424,x3421,x3421,x3423)+P8(x3421,x3422,x3423)+~E(f27(x3424,x3425,x3426,x3423,x3427),x3422) 1.52/1.61 [330]~P1(x3301,x3302,x3303)+~P9(x3302,x3304,x3308,x3306)+~P9(x3302,x3303,x3308,x3305)+~P9(x3301,x3304,x3307,x3306)+~P9(x3301,x3302,x3307,x3308)+E(x3301,x3302)+P9(x3303,x3304,x3305,x3306)+~P1(x3307,x3308,x3305) 1.52/1.61 [276]~P2(x2761,x2762,x2764)+~P2(x2761,x2762,x2763)+~P2(x2765,x2766,x2767)+~P2(x2765,x2766,x2764)+~P2(x2765,x2766,x2763)+E(x2761,x2762)+E(x2763,x2764)+P2(x2761,x2762,x2767)+E(x2765,x2766) 1.52/1.61 [317]P5(x3171,x3172,x3174,x3176,x3177)+~P7(x3173,x3174,x3175)+~P2(x3171,x3172,x3174)+~P2(x3171,x3172,x3173)+~P2(x3176,x3177,x3174)+~P2(x3176,x3177,x3175)+E(x3171,x3172)+E(x3173,x3174)+E(x3175,x3174)+E(x3176,x3177) 1.52/1.61 %EqnAxiom 1.52/1.61 [1]E(x11,x11) 1.52/1.61 [2]E(x22,x21)+~E(x21,x22) 1.52/1.61 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) 1.52/1.61 [4]~E(x41,x42)+E(f1(x41,x43),f1(x42,x43)) 1.52/1.61 [5]~E(x51,x52)+E(f1(x53,x51),f1(x53,x52)) 1.52/1.61 [6]~E(x61,x62)+E(f8(x61,x63,x64,x65,x66,x67),f8(x62,x63,x64,x65,x66,x67)) 1.52/1.61 [7]~E(x71,x72)+E(f8(x73,x71,x74,x75,x76,x77),f8(x73,x72,x74,x75,x76,x77)) 1.52/1.61 [8]~E(x81,x82)+E(f8(x83,x84,x81,x85,x86,x87),f8(x83,x84,x82,x85,x86,x87)) 1.52/1.61 [9]~E(x91,x92)+E(f8(x93,x94,x95,x91,x96,x97),f8(x93,x94,x95,x92,x96,x97)) 1.52/1.61 [10]~E(x101,x102)+E(f8(x103,x104,x105,x106,x101,x107),f8(x103,x104,x105,x106,x102,x107)) 1.52/1.61 [11]~E(x111,x112)+E(f8(x113,x114,x115,x116,x117,x111),f8(x113,x114,x115,x116,x117,x112)) 1.52/1.61 [12]~E(x121,x122)+E(f25(x121,x123,x124,x125),f25(x122,x123,x124,x125)) 1.52/1.61 [13]~E(x131,x132)+E(f25(x133,x131,x134,x135),f25(x133,x132,x134,x135)) 1.52/1.61 [14]~E(x141,x142)+E(f25(x143,x144,x141,x145),f25(x143,x144,x142,x145)) 1.52/1.61 [15]~E(x151,x152)+E(f25(x153,x154,x155,x151),f25(x153,x154,x155,x152)) 1.52/1.61 [16]~E(x161,x162)+E(f16(x161,x163),f16(x162,x163)) 1.52/1.61 [17]~E(x171,x172)+E(f16(x173,x171),f16(x173,x172)) 1.52/1.61 [18]~E(x181,x182)+E(f23(x181,x183,x184,x185,x186),f23(x182,x183,x184,x185,x186)) 1.52/1.61 [19]~E(x191,x192)+E(f23(x193,x191,x194,x195,x196),f23(x193,x192,x194,x195,x196)) 1.52/1.61 [20]~E(x201,x202)+E(f23(x203,x204,x201,x205,x206),f23(x203,x204,x202,x205,x206)) 1.52/1.61 [21]~E(x211,x212)+E(f23(x213,x214,x215,x211,x216),f23(x213,x214,x215,x212,x216)) 1.52/1.61 [22]~E(x221,x222)+E(f23(x223,x224,x225,x226,x221),f23(x223,x224,x225,x226,x222)) 1.52/1.61 [23]~E(x231,x232)+E(f21(x231,x233,x234,x235,x236),f21(x232,x233,x234,x235,x236)) 1.52/1.61 [24]~E(x241,x242)+E(f21(x243,x241,x244,x245,x246),f21(x243,x242,x244,x245,x246)) 1.52/1.61 [25]~E(x251,x252)+E(f21(x253,x254,x251,x255,x256),f21(x253,x254,x252,x255,x256)) 1.52/1.61 [26]~E(x261,x262)+E(f21(x263,x264,x265,x261,x266),f21(x263,x264,x265,x262,x266)) 1.52/1.61 [27]~E(x271,x272)+E(f21(x273,x274,x275,x276,x271),f21(x273,x274,x275,x276,x272)) 1.52/1.61 [28]~E(x281,x282)+E(f18(x281,x283,x284,x285),f18(x282,x283,x284,x285)) 1.52/1.61 [29]~E(x291,x292)+E(f18(x293,x291,x294,x295),f18(x293,x292,x294,x295)) 1.52/1.61 [30]~E(x301,x302)+E(f18(x303,x304,x301,x305),f18(x303,x304,x302,x305)) 1.52/1.61 [31]~E(x311,x312)+E(f18(x313,x314,x315,x311),f18(x313,x314,x315,x312)) 1.52/1.61 [32]~E(x321,x322)+E(f24(x321,x323,x324),f24(x322,x323,x324)) 1.52/1.61 [33]~E(x331,x332)+E(f24(x333,x331,x334),f24(x333,x332,x334)) 1.52/1.61 [34]~E(x341,x342)+E(f24(x343,x344,x341),f24(x343,x344,x342)) 1.52/1.61 [35]~E(x351,x352)+E(f9(x351,x353,x354),f9(x352,x353,x354)) 1.52/1.61 [36]~E(x361,x362)+E(f9(x363,x361,x364),f9(x363,x362,x364)) 1.52/1.61 [37]~E(x371,x372)+E(f9(x373,x374,x371),f9(x373,x374,x372)) 1.52/1.61 [38]~E(x381,x382)+E(f19(x381,x383,x384),f19(x382,x383,x384)) 1.52/1.61 [39]~E(x391,x392)+E(f19(x393,x391,x394),f19(x393,x392,x394)) 1.52/1.61 [40]~E(x401,x402)+E(f19(x403,x404,x401),f19(x403,x404,x402)) 1.52/1.61 [41]~E(x411,x412)+E(f7(x411,x413,x414),f7(x412,x413,x414)) 1.52/1.61 [42]~E(x421,x422)+E(f7(x423,x421,x424),f7(x423,x422,x424)) 1.52/1.61 [43]~E(x431,x432)+E(f7(x433,x434,x431),f7(x433,x434,x432)) 1.52/1.61 [44]~E(x441,x442)+E(f28(x441,x443,x444,x445,x446),f28(x442,x443,x444,x445,x446)) 1.52/1.61 [45]~E(x451,x452)+E(f28(x453,x451,x454,x455,x456),f28(x453,x452,x454,x455,x456)) 1.52/1.61 [46]~E(x461,x462)+E(f28(x463,x464,x461,x465,x466),f28(x463,x464,x462,x465,x466)) 1.52/1.61 [47]~E(x471,x472)+E(f28(x473,x474,x475,x471,x476),f28(x473,x474,x475,x472,x476)) 1.52/1.61 [48]~E(x481,x482)+E(f28(x483,x484,x485,x486,x481),f28(x483,x484,x485,x486,x482)) 1.52/1.61 [49]~E(x491,x492)+E(f26(x491,x493,x494,x495),f26(x492,x493,x494,x495)) 1.52/1.61 [50]~E(x501,x502)+E(f26(x503,x501,x504,x505),f26(x503,x502,x504,x505)) 1.52/1.61 [51]~E(x511,x512)+E(f26(x513,x514,x511,x515),f26(x513,x514,x512,x515)) 1.52/1.61 [52]~E(x521,x522)+E(f26(x523,x524,x525,x521),f26(x523,x524,x525,x522)) 1.52/1.61 [53]~E(x531,x532)+E(f10(x531,x533,x534),f10(x532,x533,x534)) 1.52/1.61 [54]~E(x541,x542)+E(f10(x543,x541,x544),f10(x543,x542,x544)) 1.52/1.61 [55]~E(x551,x552)+E(f10(x553,x554,x551),f10(x553,x554,x552)) 1.52/1.61 [56]~E(x561,x562)+E(f22(x561,x563,x564,x565,x566),f22(x562,x563,x564,x565,x566)) 1.52/1.61 [57]~E(x571,x572)+E(f22(x573,x571,x574,x575,x576),f22(x573,x572,x574,x575,x576)) 1.52/1.61 [58]~E(x581,x582)+E(f22(x583,x584,x581,x585,x586),f22(x583,x584,x582,x585,x586)) 1.52/1.61 [59]~E(x591,x592)+E(f22(x593,x594,x595,x591,x596),f22(x593,x594,x595,x592,x596)) 1.52/1.61 [60]~E(x601,x602)+E(f22(x603,x604,x605,x606,x601),f22(x603,x604,x605,x606,x602)) 1.52/1.61 [61]~E(x611,x612)+E(f20(x611,x613,x614,x615,x616),f20(x612,x613,x614,x615,x616)) 1.52/1.61 [62]~E(x621,x622)+E(f20(x623,x621,x624,x625,x626),f20(x623,x622,x624,x625,x626)) 1.52/1.61 [63]~E(x631,x632)+E(f20(x633,x634,x631,x635,x636),f20(x633,x634,x632,x635,x636)) 1.52/1.61 [64]~E(x641,x642)+E(f20(x643,x644,x645,x641,x646),f20(x643,x644,x645,x642,x646)) 1.52/1.61 [65]~E(x651,x652)+E(f20(x653,x654,x655,x656,x651),f20(x653,x654,x655,x656,x652)) 1.52/1.61 [66]~E(x661,x662)+E(f27(x661,x663,x664,x665,x666),f27(x662,x663,x664,x665,x666)) 1.52/1.61 [67]~E(x671,x672)+E(f27(x673,x671,x674,x675,x676),f27(x673,x672,x674,x675,x676)) 1.52/1.61 [68]~E(x681,x682)+E(f27(x683,x684,x681,x685,x686),f27(x683,x684,x682,x685,x686)) 1.52/1.61 [69]~E(x691,x692)+E(f27(x693,x694,x695,x691,x696),f27(x693,x694,x695,x692,x696)) 1.52/1.61 [70]~E(x701,x702)+E(f27(x703,x704,x705,x706,x701),f27(x703,x704,x705,x706,x702)) 1.52/1.61 [71]~E(x711,x712)+E(f6(x711,x713,x714),f6(x712,x713,x714)) 1.52/1.61 [72]~E(x721,x722)+E(f6(x723,x721,x724),f6(x723,x722,x724)) 1.52/1.61 [73]~E(x731,x732)+E(f6(x733,x734,x731),f6(x733,x734,x732)) 1.52/1.61 [74]~E(x741,x742)+E(f5(x741,x743,x744),f5(x742,x743,x744)) 1.52/1.61 [75]~E(x751,x752)+E(f5(x753,x751,x754),f5(x753,x752,x754)) 1.52/1.61 [76]~E(x761,x762)+E(f5(x763,x764,x761),f5(x763,x764,x762)) 1.52/1.61 [77]~E(x771,x772)+E(f29(x771,x773),f29(x772,x773)) 1.52/1.61 [78]~E(x781,x782)+E(f29(x783,x781),f29(x783,x782)) 1.52/1.61 [79]~E(x791,x792)+E(f30(x791,x793,x794,x795,x796),f30(x792,x793,x794,x795,x796)) 1.52/1.61 [80]~E(x801,x802)+E(f30(x803,x801,x804,x805,x806),f30(x803,x802,x804,x805,x806)) 1.52/1.61 [81]~E(x811,x812)+E(f30(x813,x814,x811,x815,x816),f30(x813,x814,x812,x815,x816)) 1.52/1.61 [82]~E(x821,x822)+E(f30(x823,x824,x825,x821,x826),f30(x823,x824,x825,x822,x826)) 1.52/1.61 [83]~E(x831,x832)+E(f30(x833,x834,x835,x836,x831),f30(x833,x834,x835,x836,x832)) 1.52/1.61 [84]P1(x842,x843,x844)+~E(x841,x842)+~P1(x841,x843,x844) 1.52/1.61 [85]P1(x853,x852,x854)+~E(x851,x852)+~P1(x853,x851,x854) 1.52/1.61 [86]P1(x863,x864,x862)+~E(x861,x862)+~P1(x863,x864,x861) 1.52/1.61 [87]P13(x872,x873,x874,x875,x876,x877,x878,x879)+~E(x871,x872)+~P13(x871,x873,x874,x875,x876,x877,x878,x879) 1.52/1.61 [88]P13(x883,x882,x884,x885,x886,x887,x888,x889)+~E(x881,x882)+~P13(x883,x881,x884,x885,x886,x887,x888,x889) 1.52/1.61 [89]P13(x893,x894,x892,x895,x896,x897,x898,x899)+~E(x891,x892)+~P13(x893,x894,x891,x895,x896,x897,x898,x899) 1.52/1.61 [90]P13(x903,x904,x905,x902,x906,x907,x908,x909)+~E(x901,x902)+~P13(x903,x904,x905,x901,x906,x907,x908,x909) 1.52/1.61 [91]P13(x913,x914,x915,x916,x912,x917,x918,x919)+~E(x911,x912)+~P13(x913,x914,x915,x916,x911,x917,x918,x919) 1.52/1.61 [92]P13(x923,x924,x925,x926,x927,x922,x928,x929)+~E(x921,x922)+~P13(x923,x924,x925,x926,x927,x921,x928,x929) 1.52/1.61 [93]P13(x933,x934,x935,x936,x937,x938,x932,x939)+~E(x931,x932)+~P13(x933,x934,x935,x936,x937,x938,x931,x939) 1.52/1.61 [94]P13(x943,x944,x945,x946,x947,x948,x949,x942)+~E(x941,x942)+~P13(x943,x944,x945,x946,x947,x948,x949,x941) 1.52/1.61 [95]P2(x952,x953,x954)+~E(x951,x952)+~P2(x951,x953,x954) 1.52/1.61 [96]P2(x963,x962,x964)+~E(x961,x962)+~P2(x963,x961,x964) 1.52/1.61 [97]P2(x973,x974,x972)+~E(x971,x972)+~P2(x973,x974,x971) 1.52/1.61 [98]P10(x982,x983,x984,x985,x986,x987)+~E(x981,x982)+~P10(x981,x983,x984,x985,x986,x987) 1.52/1.61 [99]P10(x993,x992,x994,x995,x996,x997)+~E(x991,x992)+~P10(x993,x991,x994,x995,x996,x997) 1.52/1.61 [100]P10(x1003,x1004,x1002,x1005,x1006,x1007)+~E(x1001,x1002)+~P10(x1003,x1004,x1001,x1005,x1006,x1007) 1.52/1.61 [101]P10(x1013,x1014,x1015,x1012,x1016,x1017)+~E(x1011,x1012)+~P10(x1013,x1014,x1015,x1011,x1016,x1017) 1.52/1.61 [102]P10(x1023,x1024,x1025,x1026,x1022,x1027)+~E(x1021,x1022)+~P10(x1023,x1024,x1025,x1026,x1021,x1027) 1.52/1.61 [103]P10(x1033,x1034,x1035,x1036,x1037,x1032)+~E(x1031,x1032)+~P10(x1033,x1034,x1035,x1036,x1037,x1031) 1.52/1.61 [104]P3(x1042,x1043,x1044,x1045)+~E(x1041,x1042)+~P3(x1041,x1043,x1044,x1045) 1.52/1.61 [105]P3(x1053,x1052,x1054,x1055)+~E(x1051,x1052)+~P3(x1053,x1051,x1054,x1055) 1.52/1.61 [106]P3(x1063,x1064,x1062,x1065)+~E(x1061,x1062)+~P3(x1063,x1064,x1061,x1065) 1.52/1.61 [107]P3(x1073,x1074,x1075,x1072)+~E(x1071,x1072)+~P3(x1073,x1074,x1075,x1071) 1.52/1.61 [108]P7(x1082,x1083,x1084)+~E(x1081,x1082)+~P7(x1081,x1083,x1084) 1.52/1.61 [109]P7(x1093,x1092,x1094)+~E(x1091,x1092)+~P7(x1093,x1091,x1094) 1.52/1.61 [110]P7(x1103,x1104,x1102)+~E(x1101,x1102)+~P7(x1103,x1104,x1101) 1.52/1.61 [111]P9(x1112,x1113,x1114,x1115)+~E(x1111,x1112)+~P9(x1111,x1113,x1114,x1115) 1.52/1.61 [112]P9(x1123,x1122,x1124,x1125)+~E(x1121,x1122)+~P9(x1123,x1121,x1124,x1125) 1.52/1.61 [113]P9(x1133,x1134,x1132,x1135)+~E(x1131,x1132)+~P9(x1133,x1134,x1131,x1135) 1.52/1.61 [114]P9(x1143,x1144,x1145,x1142)+~E(x1141,x1142)+~P9(x1143,x1144,x1145,x1141) 1.52/1.61 [115]P5(x1152,x1153,x1154,x1155,x1156)+~E(x1151,x1152)+~P5(x1151,x1153,x1154,x1155,x1156) 1.52/1.61 [116]P5(x1163,x1162,x1164,x1165,x1166)+~E(x1161,x1162)+~P5(x1163,x1161,x1164,x1165,x1166) 1.52/1.61 [117]P5(x1173,x1174,x1172,x1175,x1176)+~E(x1171,x1172)+~P5(x1173,x1174,x1171,x1175,x1176) 1.52/1.61 [118]P5(x1183,x1184,x1185,x1182,x1186)+~E(x1181,x1182)+~P5(x1183,x1184,x1185,x1181,x1186) 1.52/1.61 [119]P5(x1193,x1194,x1195,x1196,x1192)+~E(x1191,x1192)+~P5(x1193,x1194,x1195,x1196,x1191) 1.52/1.61 [120]P8(x1202,x1203,x1204)+~E(x1201,x1202)+~P8(x1201,x1203,x1204) 1.52/1.61 [121]P8(x1213,x1212,x1214)+~E(x1211,x1212)+~P8(x1213,x1211,x1214) 1.52/1.61 [122]P8(x1223,x1224,x1222)+~E(x1221,x1222)+~P8(x1223,x1224,x1221) 1.52/1.61 [123]P12(x1232,x1233,x1234,x1235,x1236,x1237,x1238,x1239)+~E(x1231,x1232)+~P12(x1231,x1233,x1234,x1235,x1236,x1237,x1238,x1239) 1.52/1.61 [124]P12(x1243,x1242,x1244,x1245,x1246,x1247,x1248,x1249)+~E(x1241,x1242)+~P12(x1243,x1241,x1244,x1245,x1246,x1247,x1248,x1249) 1.52/1.61 [125]P12(x1253,x1254,x1252,x1255,x1256,x1257,x1258,x1259)+~E(x1251,x1252)+~P12(x1253,x1254,x1251,x1255,x1256,x1257,x1258,x1259) 1.52/1.61 [126]P12(x1263,x1264,x1265,x1262,x1266,x1267,x1268,x1269)+~E(x1261,x1262)+~P12(x1263,x1264,x1265,x1261,x1266,x1267,x1268,x1269) 1.52/1.61 [127]P12(x1273,x1274,x1275,x1276,x1272,x1277,x1278,x1279)+~E(x1271,x1272)+~P12(x1273,x1274,x1275,x1276,x1271,x1277,x1278,x1279) 1.52/1.61 [128]P12(x1283,x1284,x1285,x1286,x1287,x1282,x1288,x1289)+~E(x1281,x1282)+~P12(x1283,x1284,x1285,x1286,x1287,x1281,x1288,x1289) 1.52/1.61 [129]P12(x1293,x1294,x1295,x1296,x1297,x1298,x1292,x1299)+~E(x1291,x1292)+~P12(x1293,x1294,x1295,x1296,x1297,x1298,x1291,x1299) 1.52/1.61 [130]P12(x1303,x1304,x1305,x1306,x1307,x1308,x1309,x1302)+~E(x1301,x1302)+~P12(x1303,x1304,x1305,x1306,x1307,x1308,x1309,x1301) 1.52/1.61 [131]P11(x1312,x1313,x1314,x1315,x1316,x1317,x1318)+~E(x1311,x1312)+~P11(x1311,x1313,x1314,x1315,x1316,x1317,x1318) 1.52/1.61 [132]P11(x1323,x1322,x1324,x1325,x1326,x1327,x1328)+~E(x1321,x1322)+~P11(x1323,x1321,x1324,x1325,x1326,x1327,x1328) 1.52/1.61 [133]P11(x1333,x1334,x1332,x1335,x1336,x1337,x1338)+~E(x1331,x1332)+~P11(x1333,x1334,x1331,x1335,x1336,x1337,x1338) 1.52/1.61 [134]P11(x1343,x1344,x1345,x1342,x1346,x1347,x1348)+~E(x1341,x1342)+~P11(x1343,x1344,x1345,x1341,x1346,x1347,x1348) 1.52/1.61 [135]P11(x1353,x1354,x1355,x1356,x1352,x1357,x1358)+~E(x1351,x1352)+~P11(x1353,x1354,x1355,x1356,x1351,x1357,x1358) 1.52/1.61 [136]P11(x1363,x1364,x1365,x1366,x1367,x1362,x1368)+~E(x1361,x1362)+~P11(x1363,x1364,x1365,x1366,x1367,x1361,x1368) 1.52/1.61 [137]P11(x1373,x1374,x1375,x1376,x1377,x1378,x1372)+~E(x1371,x1372)+~P11(x1373,x1374,x1375,x1376,x1377,x1378,x1371) 1.52/1.61 [138]P14(x1382,x1383,x1384)+~E(x1381,x1382)+~P14(x1381,x1383,x1384) 1.52/1.61 [139]P14(x1393,x1392,x1394)+~E(x1391,x1392)+~P14(x1393,x1391,x1394) 1.52/1.61 [140]P14(x1403,x1404,x1402)+~E(x1401,x1402)+~P14(x1403,x1404,x1401) 1.52/1.61 [141]P4(x1412,x1413,x1414,x1415)+~E(x1411,x1412)+~P4(x1411,x1413,x1414,x1415) 1.52/1.61 [142]P4(x1423,x1422,x1424,x1425)+~E(x1421,x1422)+~P4(x1423,x1421,x1424,x1425) 1.52/1.61 [143]P4(x1433,x1434,x1432,x1435)+~E(x1431,x1432)+~P4(x1433,x1434,x1431,x1435) 1.52/1.61 [144]P4(x1443,x1444,x1445,x1442)+~E(x1441,x1442)+~P4(x1443,x1444,x1445,x1441) 1.52/1.61 [145]P6(x1452,x1453,x1454,x1455,x1456,x1457,x1458,x1459)+~E(x1451,x1452)+~P6(x1451,x1453,x1454,x1455,x1456,x1457,x1458,x1459) 1.52/1.61 [146]P6(x1463,x1462,x1464,x1465,x1466,x1467,x1468,x1469)+~E(x1461,x1462)+~P6(x1463,x1461,x1464,x1465,x1466,x1467,x1468,x1469) 1.52/1.61 [147]P6(x1473,x1474,x1472,x1475,x1476,x1477,x1478,x1479)+~E(x1471,x1472)+~P6(x1473,x1474,x1471,x1475,x1476,x1477,x1478,x1479) 1.52/1.62 [148]P6(x1483,x1484,x1485,x1482,x1486,x1487,x1488,x1489)+~E(x1481,x1482)+~P6(x1483,x1484,x1485,x1481,x1486,x1487,x1488,x1489) 1.52/1.62 [149]P6(x1493,x1494,x1495,x1496,x1492,x1497,x1498,x1499)+~E(x1491,x1492)+~P6(x1493,x1494,x1495,x1496,x1491,x1497,x1498,x1499) 1.52/1.62 [150]P6(x1503,x1504,x1505,x1506,x1507,x1502,x1508,x1509)+~E(x1501,x1502)+~P6(x1503,x1504,x1505,x1506,x1507,x1501,x1508,x1509) 1.52/1.62 [151]P6(x1513,x1514,x1515,x1516,x1517,x1518,x1512,x1519)+~E(x1511,x1512)+~P6(x1513,x1514,x1515,x1516,x1517,x1518,x1511,x1519) 1.52/1.62 [152]P6(x1523,x1524,x1525,x1526,x1527,x1528,x1529,x1522)+~E(x1521,x1522)+~P6(x1523,x1524,x1525,x1526,x1527,x1528,x1529,x1521) 1.52/1.62 1.52/1.62 %------------------------------------------- 1.52/1.62 cnf(393,plain, 1.52/1.62 (E(f1(x3931,x3931),x3931)), 1.52/1.62 inference(equality_inference,[],[184])). 1.52/1.62 cnf(396,plain, 1.52/1.62 (P8(x3961,x3961,x3961)), 1.52/1.62 inference(equality_inference,[],[191])). 1.52/1.62 cnf(397,plain, 1.52/1.62 (~P14(x3972,x3971,x3971)), 1.52/1.62 inference(equality_inference,[],[196])). 1.52/1.62 cnf(398,plain, 1.52/1.62 (~P14(x3981,x3981,x3982)), 1.52/1.62 inference(equality_inference,[],[197])). 1.52/1.62 cnf(403,plain, 1.52/1.62 (~P5(x4032,x4033,x4034,x4031,x4031)), 1.52/1.62 inference(equality_inference,[],[322])). 1.52/1.62 cnf(404,plain, 1.52/1.62 (~P5(x4041,x4041,x4042,x4043,x4044)), 1.52/1.62 inference(equality_inference,[],[324])). 1.52/1.62 cnf(406,plain, 1.52/1.62 (~P9(x4061,x4062,x4063,x4064)+~P3(x4065,x4063,x4061,x4063)+~P3(x4062,x4061,x4061,x4063)+~P1(x4063,x4064,x4065)+~P1(x4062,x4066,x4065)+~P2(x4061,x4063,x4066)+P8(x4061,f27(x4062,x4066,x4065,x4063,x4064),x4063)), 1.52/1.62 inference(equality_inference,[],[342])). 1.52/1.62 cnf(407,plain, 1.52/1.62 (~P1(a17,a4,a3)), 1.52/1.62 inference(scs_inference,[],[179,202])). 1.52/1.62 cnf(413,plain, 1.52/1.62 (~P1(f18(x4131,x4132,a3,a17),x4132,f18(x4131,x4132,a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,183,179,202,222,190,192])). 1.52/1.62 cnf(419,plain, 1.52/1.62 (~P14(x4191,f1(x4192,x4192),x4192)), 1.52/1.62 inference(scs_inference,[],[154,393,183,179,202,222,190,192,193,194,196])). 1.52/1.62 cnf(423,plain, 1.52/1.62 (~P14(f1(x4231,x4231),x4231,x4232)), 1.52/1.62 inference(scs_inference,[],[154,393,183,179,202,222,190,192,193,194,196,197,198])). 1.52/1.62 cnf(441,plain, 1.52/1.62 (~P5(x4411,f1(x4411,x4411),x4412,x4413,x4414)), 1.52/1.62 inference(scs_inference,[],[154,182,393,183,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324])). 1.52/1.62 cnf(443,plain, 1.52/1.62 (~P3(x4431,x4432,x4433,x4433)), 1.52/1.62 inference(scs_inference,[],[154,182,403,393,183,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332])). 1.52/1.62 cnf(446,plain, 1.52/1.62 (~P5(x4461,x4462,f18(x4463,f26(x4461,x4462,x4464,x4465),a3,a17),x4464,x4465)), 1.52/1.62 inference(scs_inference,[],[154,182,403,393,183,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336])). 1.52/1.62 cnf(447,plain, 1.52/1.62 (~E(f18(x4471,x4472,a3,a17),x4472)), 1.52/1.62 inference(rename_variables,[],[183])). 1.52/1.62 cnf(503,plain, 1.52/1.62 (E(x5031,f1(x5031,x5031))), 1.52/1.62 inference(scs_inference,[],[154,182,403,393,183,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2])). 1.52/1.62 cnf(504,plain, 1.52/1.62 (~P1(a4,a3,a4)), 1.52/1.62 inference(scs_inference,[],[154,182,157,403,393,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225])). 1.52/1.62 cnf(505,plain, 1.52/1.62 (P1(x5051,x5052,x5052)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(508,plain, 1.52/1.62 (P1(x5081,x5082,f18(x5081,x5082,x5083,x5084))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(510,plain, 1.52/1.62 (P1(a2,a11,f18(a2,a12,x5101,x5102))), 1.52/1.62 inference(scs_inference,[],[154,182,157,403,393,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237])). 1.52/1.62 cnf(511,plain, 1.52/1.62 (P1(x5111,x5112,f18(x5111,x5112,x5113,x5114))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(516,plain, 1.52/1.62 (P8(f18(x5161,x5162,x5162,x5162),x5162,x5162)), 1.52/1.62 inference(scs_inference,[],[154,182,157,505,158,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279])). 1.52/1.62 cnf(517,plain, 1.52/1.62 (P9(x5171,f18(x5172,x5171,x5173,x5174),x5173,x5174)), 1.52/1.62 inference(rename_variables,[],[175])). 1.52/1.62 cnf(518,plain, 1.52/1.62 (P1(x5181,x5182,x5182)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(520,plain, 1.52/1.62 (~P3(a14,a13,a11,a14)), 1.52/1.62 inference(scs_inference,[],[154,156,182,157,505,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282])). 1.52/1.62 cnf(521,plain, 1.52/1.62 (P2(x5211,x5212,x5211)), 1.52/1.62 inference(rename_variables,[],[160])). 1.52/1.62 cnf(523,plain, 1.52/1.62 (P4(a2,a11,a12,a2)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,157,505,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292])). 1.52/1.62 cnf(524,plain, 1.52/1.62 (P9(x5241,x5242,x5242,x5241)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(526,plain, 1.52/1.62 (P4(a11,a2,a2,a12)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293])). 1.52/1.62 cnf(527,plain, 1.52/1.62 (P9(x5271,x5272,x5272,x5271)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(529,plain, 1.52/1.62 (~P10(a2,a11,a12,a3,a4,a17)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355])). 1.52/1.62 cnf(531,plain, 1.52/1.62 (P1(f1(a2,a2),a11,a12)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84])). 1.52/1.62 cnf(532,plain, 1.52/1.62 (~E(a17,a4)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,518,158,160,403,393,175,174,508,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85])). 1.52/1.62 cnf(533,plain, 1.52/1.62 (P1(x5331,x5332,x5332)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(534,plain, 1.52/1.62 (~E(f18(a3,a4,x5341,x5342),a17)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,518,158,160,403,393,175,174,508,511,183,176,179,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86])). 1.52/1.62 cnf(535,plain, 1.52/1.62 (P1(x5351,x5352,f18(x5351,x5352,x5353,x5354))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(536,plain, 1.52/1.62 (~E(f1(x5361,f18(x5362,x5363,a3,a17)),f1(x5364,f1(x5364,f1(x5361,x5363))))), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,518,158,160,403,393,175,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188])). 1.52/1.62 cnf(539,plain, 1.52/1.62 (E(f1(f16(x5391,x5392),x5391),x5392)), 1.52/1.62 inference(scs_inference,[],[154,156,182,167,524,157,505,518,158,160,403,393,175,162,163,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226])). 1.52/1.62 cnf(540,plain, 1.52/1.62 (P8(x5401,f16(x5401,x5402),x5402)), 1.52/1.62 inference(rename_variables,[],[163])). 1.52/1.62 cnf(541,plain, 1.52/1.62 (P8(x5411,x5412,f1(x5412,x5411))), 1.52/1.62 inference(rename_variables,[],[162])). 1.52/1.62 cnf(543,plain, 1.52/1.62 (E(x5431,f16(x5431,x5431))), 1.52/1.62 inference(scs_inference,[],[154,156,182,396,167,524,157,505,518,158,160,403,393,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227])). 1.52/1.62 cnf(547,plain, 1.52/1.62 (P8(x5471,x5471,x5471)), 1.52/1.62 inference(rename_variables,[],[396])). 1.52/1.62 cnf(548,plain, 1.52/1.62 (P7(x5481,x5482,x5482)), 1.52/1.62 inference(rename_variables,[],[159])). 1.52/1.62 cnf(550,plain, 1.52/1.62 (P9(a2,a14,a13,a15)), 1.52/1.62 inference(scs_inference,[],[154,156,164,182,396,167,524,527,157,505,518,158,159,160,403,393,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303])). 1.52/1.62 cnf(551,plain, 1.52/1.62 (P9(x5511,x5512,x5512,x5511)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(554,plain, 1.52/1.62 (P9(x5541,x5542,x5542,x5541)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(561,plain, 1.52/1.62 (~P13(f18(x5611,x5612,a3,a17),x5612,f18(x5613,f26(x5614,x5615,x5616,x5617),a3,a17),f26(x5614,x5615,x5616,x5617),x5618,x5619,f18(x5613,f26(x5614,x5615,x5616,x5617),a3,a17),f18(x5613,f26(x5614,x5615,x5616,x5617),a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,156,164,182,396,167,524,527,551,157,505,518,158,159,548,160,171,403,393,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391])). 1.52/1.62 cnf(564,plain, 1.52/1.62 (E(f1(x5641,x5641),x5641)), 1.52/1.62 inference(rename_variables,[],[393])). 1.52/1.62 cnf(565,plain, 1.52/1.62 (~E(f18(x5651,x5652,a3,a17),x5652)), 1.52/1.62 inference(rename_variables,[],[183])). 1.52/1.62 cnf(566,plain, 1.52/1.62 (P2(x5661,x5662,f1(x5661,x5661))), 1.52/1.62 inference(scs_inference,[],[154,156,164,182,396,167,524,527,551,157,505,518,158,159,548,160,521,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95])). 1.52/1.62 cnf(567,plain, 1.52/1.62 (P2(x5671,x5672,x5671)), 1.52/1.62 inference(rename_variables,[],[160])). 1.52/1.62 cnf(568,plain, 1.52/1.62 (P2(f1(x5681,x5681),x5681,x5682)), 1.52/1.62 inference(scs_inference,[],[154,156,164,182,396,167,524,527,551,157,505,518,158,159,548,160,521,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96])). 1.52/1.62 cnf(570,plain, 1.52/1.62 (P2(f1(x5701,x5701),x5702,x5701)), 1.52/1.62 inference(scs_inference,[],[154,156,164,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97])). 1.52/1.62 cnf(571,plain, 1.52/1.62 (P2(x5711,x5712,x5711)), 1.52/1.62 inference(rename_variables,[],[160])). 1.52/1.62 cnf(572,plain, 1.52/1.62 (P3(f1(a2,a2),a14,a14,a13)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104])). 1.52/1.62 cnf(573,plain, 1.52/1.62 (~E(a14,a13)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106])). 1.52/1.62 cnf(574,plain, 1.52/1.62 (P7(x5741,f1(x5741,x5741),f1(f1(x5741,x5741),f1(x5741,x5741)))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108])). 1.52/1.62 cnf(575,plain, 1.52/1.62 (P7(f1(x5751,x5751),x5751,f1(f1(x5751,x5751),f1(x5751,x5751)))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109])). 1.52/1.62 cnf(576,plain, 1.52/1.62 (~E(f26(x5761,x5762,x5763,x5764),f18(x5765,f26(x5761,x5762,x5763,x5764),a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110])). 1.52/1.62 cnf(578,plain, 1.52/1.62 (P9(x5781,x5782,f1(x5783,f1(x5781,x5781)),f1(x5783,x5782))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111])). 1.52/1.62 cnf(579,plain, 1.52/1.62 (P9(x5791,x5792,f1(x5793,x5791),f1(x5793,x5792))), 1.52/1.62 inference(rename_variables,[],[172])). 1.52/1.62 cnf(580,plain, 1.52/1.62 (P9(a14,f1(a2,a2),a13,a15)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112])). 1.52/1.62 cnf(582,plain, 1.52/1.62 (P9(x5821,x5822,f1(x5823,x5821),f1(x5823,x5822))), 1.52/1.62 inference(rename_variables,[],[172])). 1.52/1.62 cnf(585,plain, 1.52/1.62 (P8(x5851,f1(x5851,x5851),f1(x5851,x5851))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,579,582,175,162,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120])). 1.52/1.62 cnf(586,plain, 1.52/1.62 (P8(x5861,x5861,x5861)), 1.52/1.62 inference(rename_variables,[],[396])). 1.52/1.62 cnf(587,plain, 1.52/1.62 (P8(x5871,x5872,f1(f1(x5872,x5872),x5871))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,167,524,527,551,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121])). 1.52/1.62 cnf(590,plain, 1.52/1.62 (P8(x5901,x5901,x5901)), 1.52/1.62 inference(rename_variables,[],[396])). 1.52/1.62 cnf(591,plain, 1.52/1.62 (P4(x5911,x5912,f1(x5911,x5911),x5912)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141])). 1.52/1.62 cnf(592,plain, 1.52/1.62 (P4(x5921,x5922,x5921,x5922)), 1.52/1.62 inference(rename_variables,[],[170])). 1.52/1.62 cnf(594,plain, 1.52/1.62 (P4(f1(x5941,x5941),x5942,x5941,x5942)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,158,159,548,160,521,567,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143])). 1.52/1.62 cnf(595,plain, 1.52/1.62 (P4(x5951,x5952,x5951,x5952)), 1.52/1.62 inference(rename_variables,[],[170])). 1.52/1.62 cnf(597,plain, 1.52/1.62 (P14(x5971,f18(x5972,x5971,a3,a17),x5971)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,533,158,159,548,160,521,567,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,565,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218])). 1.52/1.62 cnf(598,plain, 1.52/1.62 (P1(x5981,x5982,x5982)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(600,plain, 1.52/1.62 (~P7(f26(x6001,x6002,x6003,x6004),f18(x6005,f26(x6001,x6002,x6003,x6004),a3,a17),f26(x6001,x6002,x6003,x6004))), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,533,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,565,176,179,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228])). 1.52/1.62 cnf(602,plain, 1.52/1.62 (~E(f18(x6021,x6022,a3,a17),x6022)), 1.52/1.62 inference(rename_variables,[],[183])). 1.52/1.62 cnf(604,plain, 1.52/1.62 (~P2(a3,a4,a17)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,533,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,565,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250])). 1.52/1.62 cnf(606,plain, 1.52/1.62 (~P9(f26(x6061,x6062,x6063,x6064),f26(x6061,x6062,x6063,x6064),a3,a17)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,533,598,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,162,541,163,540,174,508,511,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294])). 1.52/1.62 cnf(608,plain, 1.52/1.62 (P1(x6081,x6082,x6082)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(610,plain, 1.52/1.62 (~P9(f18(a3,a4,a4,a17),f18(a3,a4,a4,a17),f18(a3,a4,a4,a17),a17)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,170,592,157,505,518,533,598,608,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,162,541,163,540,174,508,511,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297])). 1.52/1.62 cnf(611,plain, 1.52/1.62 (P1(x6111,x6112,x6112)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(612,plain, 1.52/1.62 (P9(x6121,f18(x6122,x6121,x6123,x6124),x6123,x6124)), 1.52/1.62 inference(rename_variables,[],[175])). 1.52/1.62 cnf(615,plain, 1.52/1.62 (P9(x6151,x6152,x6152,x6151)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(618,plain, 1.52/1.62 (P10(a14,a14,a2,a13,a13,a15)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,554,169,170,592,595,157,505,518,533,598,608,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,162,541,163,540,174,508,511,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351])). 1.52/1.62 cnf(619,plain, 1.52/1.62 (P9(x6191,x6191,x6192,x6192)), 1.52/1.62 inference(rename_variables,[],[169])). 1.52/1.62 cnf(621,plain, 1.52/1.62 (~P9(a4,f18(a4,a3,a4,a4),a4,a4)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,167,524,527,551,554,169,170,592,595,157,505,518,533,598,608,611,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314])). 1.52/1.62 cnf(622,plain, 1.52/1.62 (P1(x6221,x6222,x6222)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(626,plain, 1.52/1.62 (~P8(a4,a17,a4)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,590,167,524,527,551,554,615,168,169,170,592,595,157,505,518,533,598,608,611,622,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310])). 1.52/1.62 cnf(627,plain, 1.52/1.62 (P9(x6271,x6272,x6271,x6272)), 1.52/1.62 inference(rename_variables,[],[168])). 1.52/1.62 cnf(628,plain, 1.52/1.62 (P1(x6281,x6282,x6282)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(629,plain, 1.52/1.62 (P1(x6291,x6292,x6292)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(630,plain, 1.52/1.62 (P9(x6301,x6302,x6302,x6301)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(633,plain, 1.52/1.62 (P6(x6331,x6331,x6331,x6331,x6331,x6331,x6331,x6331)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,170,592,595,157,505,518,533,598,608,611,622,629,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372])). 1.52/1.62 cnf(637,plain, 1.52/1.62 (P1(x6371,x6372,x6372)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(640,plain, 1.52/1.62 (P12(a14,a2,a2,a2,a13,a15,a15,a15)), 1.52/1.62 inference(scs_inference,[],[154,156,164,165,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373])). 1.52/1.62 cnf(645,plain, 1.52/1.62 (P8(a14,f27(a2,a11,a12,a13,a15),a13)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406])). 1.52/1.62 cnf(647,plain, 1.52/1.62 (~P2(a17,a4,a3)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205])). 1.52/1.62 cnf(649,plain, 1.52/1.62 (~P2(a4,a17,a3)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206])). 1.52/1.62 cnf(667,plain, 1.52/1.62 (~P8(f26(x6671,x6672,x6673,x6674),f18(f18(x6675,f26(x6671,x6672,x6673,x6674),a3,a17),f26(x6671,x6672,x6673,x6674),a3,a17),f18(f18(x6675,f26(x6671,x6672,x6673,x6674),a3,a17),f26(x6671,x6672,x6673,x6674),a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206,207,208,209,211,212,186,199,213,264])). 1.52/1.62 cnf(669,plain, 1.52/1.62 (P7(x6691,x6691,x6692)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206,207,208,209,211,212,186,199,213,264,275])). 1.52/1.62 cnf(673,plain, 1.52/1.62 (~P3(a13,a14,a11,a14)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206,207,208,209,211,212,186,199,213,264,275,287,289])). 1.52/1.62 cnf(677,plain, 1.52/1.62 (P9(x6771,x6772,f1(f1(x6773,x6771),f1(x6773,x6771)),f1(x6773,x6772))), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206,207,208,209,211,212,186,199,213,264,275,287,289,290,296])). 1.52/1.62 cnf(683,plain, 1.52/1.62 (~P5(a14,a13,x6831,a11,a14)), 1.52/1.62 inference(scs_inference,[],[154,155,156,164,165,166,182,396,547,586,590,167,524,527,551,554,615,630,168,627,169,619,170,592,595,157,505,518,533,598,608,611,622,629,637,628,158,159,548,160,521,567,571,161,171,403,393,564,172,579,582,175,517,612,162,541,163,540,174,508,511,535,183,447,565,602,176,179,180,181,153,202,222,190,192,193,194,196,197,198,203,214,215,268,285,286,288,322,324,332,336,340,358,359,360,364,365,366,367,368,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,2,225,236,237,274,279,282,292,293,355,84,85,86,188,226,227,260,303,304,305,356,391,3,95,96,97,104,106,108,109,110,111,112,113,114,120,121,122,141,142,143,144,218,228,250,294,297,315,351,314,310,372,373,406,205,206,207,208,209,211,212,186,199,213,264,275,287,289,290,296,327,329,335])). 1.52/1.62 cnf(714,plain, 1.52/1.62 (~P14(x7141,x7142,f1(x7142,x7142))), 1.52/1.62 inference(scs_inference,[],[155,534,503,222,193,196])). 1.52/1.62 cnf(720,plain, 1.52/1.62 (~P8(f18(x7201,x7202,a3,a17),x7203,f1(x7204,f1(x7204,f1(x7203,x7202))))), 1.52/1.62 inference(scs_inference,[],[155,534,503,543,536,222,193,196,197,198,199])). 1.52/1.62 cnf(748,plain, 1.52/1.62 (~P3(x7481,x7481,x7482,x7483)), 1.52/1.62 inference(scs_inference,[],[407,155,520,610,606,534,647,404,503,543,536,667,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332])). 1.52/1.62 cnf(819,plain, 1.52/1.62 (E(f16(x8191,x8191),x8191)), 1.52/1.62 inference(scs_inference,[],[407,155,520,610,606,534,621,529,626,647,404,503,543,536,446,667,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2])). 1.52/1.62 cnf(823,plain, 1.52/1.62 (P4(f1(x8231,x8231),x8232,x8231,x8232)), 1.52/1.62 inference(rename_variables,[],[594])). 1.52/1.62 cnf(826,plain, 1.52/1.62 (E(x8261,f1(x8261,x8261))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(831,plain, 1.52/1.62 (E(x8311,f1(x8311,x8311))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(833,plain, 1.52/1.62 (E(x8331,f1(x8331,x8331))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(835,plain, 1.52/1.62 (E(x8351,f1(x8351,x8351))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(837,plain, 1.52/1.62 (E(x8371,f1(x8371,x8371))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(839,plain, 1.52/1.62 (E(x8391,f1(x8391,x8391))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(841,plain, 1.52/1.62 (P6(x8411,x8411,x8411,x8411,x8411,x8411,x8411,x8411)), 1.52/1.62 inference(rename_variables,[],[633])). 1.52/1.62 cnf(843,plain, 1.52/1.62 (P6(f1(x8431,x8431),f1(x8431,x8431),f1(x8431,x8431),x8431,x8431,x8431,x8431,x8431)), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147])). 1.52/1.62 cnf(844,plain, 1.52/1.62 (P6(f1(x8441,x8441),f1(x8441,x8441),x8441,f1(x8441,x8441),x8441,x8441,x8441,x8441)), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148])). 1.52/1.62 cnf(845,plain, 1.52/1.62 (P6(x8451,x8451,x8451,x8451,f1(x8451,x8451),x8451,x8451,x8451)), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,841,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149])). 1.52/1.62 cnf(847,plain, 1.52/1.62 (P6(f1(x8471,x8471),x8471,x8471,x8471,x8471,f1(x8471,x8471),x8471,x8471)), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,841,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150])). 1.52/1.62 cnf(848,plain, 1.52/1.62 (P6(f1(x8481,x8481),f1(x8481,x8481),x8481,x8481,x8481,x8481,f1(x8481,x8481),x8481)), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,841,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151])). 1.52/1.62 cnf(849,plain, 1.52/1.62 (P6(f1(x8491,x8491),f1(x8491,x8491),x8491,x8491,x8491,x8491,x8491,f1(x8491,x8491))), 1.52/1.62 inference(scs_inference,[],[407,155,166,633,841,520,610,606,534,621,523,529,626,640,647,443,404,503,826,831,833,835,837,839,543,594,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152])). 1.52/1.62 cnf(855,plain, 1.52/1.62 (~P3(a14,a13,a11,f1(a14,a14))), 1.52/1.62 inference(scs_inference,[],[407,155,166,156,633,841,597,520,610,606,534,621,523,529,626,640,647,397,398,443,404,503,826,831,833,835,837,839,543,594,566,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282])). 1.52/1.62 cnf(858,plain, 1.52/1.62 (P4(a2,a11,f1(f1(x8581,a2),f1(x8581,a2)),f1(x8581,a12))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,633,841,597,520,610,606,534,621,523,529,626,640,647,397,398,443,404,503,826,831,833,835,837,839,543,677,594,566,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292])). 1.52/1.62 cnf(859,plain, 1.52/1.62 (P9(x8591,x8592,f1(f1(x8593,x8591),f1(x8593,x8591)),f1(x8593,x8592))), 1.52/1.62 inference(rename_variables,[],[677])). 1.52/1.62 cnf(865,plain, 1.52/1.62 (~P10(a14,a13,a11,a3,a4,a17)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,597,520,610,606,534,621,523,529,604,626,640,647,397,398,443,404,503,826,831,833,835,837,839,543,677,594,566,536,446,667,618,673,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357])). 1.52/1.62 cnf(867,plain, 1.52/1.62 (~E(f1(x8671,f18(a3,a4,x8672,x8673)),f1(x8674,f1(x8674,f1(x8671,a17))))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,597,520,610,606,534,621,523,529,604,626,640,647,397,398,443,404,503,826,831,833,835,837,839,543,677,594,566,536,446,667,618,673,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188])). 1.52/1.62 cnf(871,plain, 1.52/1.62 (P7(x8711,x8711,x8712)), 1.52/1.62 inference(rename_variables,[],[669])). 1.52/1.62 cnf(873,plain, 1.52/1.62 (E(f1(f1(x8731,x8731),f1(x8731,x8731)),x8731)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,597,520,610,606,534,621,523,529,604,626,640,647,397,398,669,443,404,585,503,826,831,833,835,837,839,543,677,594,566,587,536,446,667,618,673,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227])). 1.52/1.62 cnf(874,plain, 1.52/1.62 (P8(x8741,x8742,f1(f1(x8742,x8742),x8741))), 1.52/1.62 inference(rename_variables,[],[587])). 1.52/1.62 cnf(878,plain, 1.52/1.62 (P9(x8781,x8782,f1(f1(x8783,x8781),f1(x8783,x8781)),f1(x8783,x8782))), 1.52/1.62 inference(rename_variables,[],[677])). 1.52/1.62 cnf(885,plain, 1.52/1.62 (P1(x8851,x8852,x8852)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(887,plain, 1.52/1.62 (~P9(a17,a4,a17,a17)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,600,597,520,610,606,534,621,523,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,543,677,859,594,566,587,536,446,667,618,673,157,158,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274])). 1.52/1.62 cnf(890,plain, 1.52/1.62 (E(x8901,f1(f1(x8901,x8901),f18(x8902,x8901,x8901,x8901)))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,600,597,520,610,606,534,621,523,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,543,677,859,594,566,587,874,536,446,667,618,673,157,158,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226])). 1.52/1.62 cnf(894,plain, 1.52/1.62 (P9(x8941,x8942,f1(f1(x8943,x8941),f1(x8943,x8941)),f1(x8943,x8942))), 1.52/1.62 inference(rename_variables,[],[677])). 1.52/1.62 cnf(897,plain, 1.52/1.62 (P4(x8971,x8972,f1(x8971,x8971),x8972)), 1.52/1.62 inference(rename_variables,[],[591])). 1.52/1.62 cnf(899,plain, 1.52/1.62 (P14(a4,a3,a4)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,600,597,520,610,606,534,621,504,523,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,543,677,859,878,591,594,823,566,587,874,536,446,667,618,673,157,158,160,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230])). 1.52/1.62 cnf(900,plain, 1.52/1.62 (P2(x9001,x9002,x9001)), 1.52/1.62 inference(rename_variables,[],[160])). 1.52/1.62 cnf(903,plain, 1.52/1.62 (P9(x9031,x9032,x9031,x9032)), 1.52/1.62 inference(rename_variables,[],[168])). 1.52/1.62 cnf(906,plain, 1.52/1.62 (E(x9061,f1(x9061,x9061))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(908,plain, 1.52/1.62 (E(x9081,f1(x9081,x9081))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(910,plain, 1.52/1.62 (E(x9101,f1(x9101,x9101))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(912,plain, 1.52/1.62 (E(x9121,f1(x9121,x9121))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(914,plain, 1.52/1.62 (E(x9141,f1(x9141,x9141))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(915,plain, 1.52/1.62 (P10(a14,a14,f1(a2,a2),a13,a13,a15)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,600,597,520,610,606,534,621,504,523,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,543,677,859,878,591,594,823,566,587,874,536,446,667,618,673,168,157,158,160,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100])). 1.52/1.62 cnf(916,plain, 1.52/1.62 (E(x9161,f1(x9161,x9161))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(918,plain, 1.52/1.62 (E(x9181,f1(x9181,x9181))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(920,plain, 1.52/1.62 (E(x9201,f1(x9201,x9201))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(922,plain, 1.52/1.62 (E(x9221,f1(x9221,x9221))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(924,plain, 1.52/1.62 (P9(x9241,x9242,f1(f1(x9243,x9241),f1(x9243,x9241)),f1(x9243,x9242))), 1.52/1.62 inference(rename_variables,[],[677])). 1.52/1.62 cnf(926,plain, 1.52/1.62 (E(x9261,f1(x9261,x9261))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(928,plain, 1.52/1.62 (P8(f18(x9281,x9282,x9282,x9282),x9282,x9282)), 1.52/1.62 inference(rename_variables,[],[516])). 1.52/1.62 cnf(930,plain, 1.52/1.62 (E(x9301,f1(x9301,x9301))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(932,plain, 1.52/1.62 (E(x9321,f1(x9321,x9321))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(934,plain, 1.52/1.62 (E(x9341,f1(x9341,x9341))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(936,plain, 1.52/1.62 (E(x9361,f1(x9361,x9361))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(938,plain, 1.52/1.62 (E(x9381,f1(x9381,x9381))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(939,plain, 1.52/1.62 (P7(f1(f1(x9391,x9391),f1(x9391,x9391)),f1(x9391,x9391),f1(f1(x9391,x9391),f1(x9391,x9391)))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,600,597,520,610,606,534,645,621,504,523,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,543,677,859,878,894,591,594,823,566,575,587,874,536,446,667,618,673,168,157,158,160,153,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109])). 1.52/1.62 cnf(943,plain, 1.52/1.62 (E(x9431,f1(x9431,x9431))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(945,plain, 1.52/1.62 (E(x9451,f1(x9451,x9451))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(947,plain, 1.52/1.62 (E(x9471,f1(x9471,x9471))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(949,plain, 1.52/1.62 (E(x9491,f1(x9491,x9491))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(951,plain, 1.52/1.62 (E(x9511,f1(x9511,x9511))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(953,plain, 1.52/1.62 (E(x9531,f1(x9531,x9531))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(954,plain, 1.52/1.62 (~E(f18(x9541,f16(x9542,x9542),a3,a17),x9542)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,543,677,859,878,894,591,594,823,566,574,575,587,874,536,446,667,618,673,168,157,158,160,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3])). 1.52/1.62 cnf(957,plain, 1.52/1.62 (E(x9571,f1(x9571,x9571))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(959,plain, 1.52/1.62 (E(x9591,f1(x9591,x9591))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(961,plain, 1.52/1.62 (E(x9611,f1(x9611,x9611))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(963,plain, 1.52/1.62 (E(x9631,f1(x9631,x9631))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(964,plain, 1.52/1.62 (~P7(a17,a4,a17)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,591,594,823,566,574,575,587,874,536,446,667,618,673,168,157,885,158,160,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252])). 1.52/1.62 cnf(965,plain, 1.52/1.62 (P1(x9651,x9652,x9652)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(966,plain, 1.52/1.62 (P7(x9661,x9661,x9662)), 1.52/1.62 inference(rename_variables,[],[669])). 1.52/1.62 cnf(970,plain, 1.52/1.62 (P1(x9701,x9702,f18(x9701,x9702,x9703,x9704))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(972,plain, 1.52/1.62 (~P1(a4,f18(a17,a4,a3,a17),a3)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,591,594,823,566,574,575,587,874,536,446,413,667,576,618,673,168,157,885,158,160,174,970,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239])). 1.52/1.62 cnf(973,plain, 1.52/1.62 (P1(x9731,x9732,f18(x9731,x9732,x9733,x9734))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(975,plain, 1.52/1.62 (~P9(a4,a4,a3,a17)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,397,398,669,871,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,591,594,823,566,574,575,587,874,536,446,413,667,576,618,673,168,157,885,965,158,160,174,970,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294])). 1.52/1.62 cnf(976,plain, 1.52/1.62 (P1(x9761,x9762,x9762)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(987,plain, 1.52/1.62 (P9(x9871,x9871,x9872,x9872)), 1.52/1.62 inference(rename_variables,[],[169])). 1.52/1.62 cnf(989,plain, 1.52/1.62 (P14(a17,f18(a3,a4,x9891,x9892),a17)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,413,667,576,618,550,673,168,169,157,885,965,976,158,160,163,174,970,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218])). 1.52/1.62 cnf(990,plain, 1.52/1.62 (P1(x9901,x9902,x9902)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(992,plain, 1.52/1.62 (~P14(a3,a4,f18(a17,a4,a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,413,667,576,618,550,673,168,169,157,885,965,976,158,160,163,174,970,973,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242])). 1.52/1.62 cnf(993,plain, 1.52/1.62 (P1(x9931,x9932,f18(x9931,x9932,x9933,x9934))), 1.52/1.62 inference(rename_variables,[],[174])). 1.52/1.62 cnf(998,plain, 1.52/1.62 (P9(x9981,x9982,x9982,x9981)), 1.52/1.62 inference(rename_variables,[],[167])). 1.52/1.62 cnf(1001,plain, 1.52/1.62 (~P9(a4,f18(a4,f18(a4,a3,a4,a4),a4,a4),a4,a4)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,561,413,667,576,618,550,673,167,168,169,987,157,885,965,976,990,158,160,900,175,163,174,970,973,993,153,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242,374,314])). 1.52/1.62 cnf(1002,plain, 1.52/1.62 (P1(x10021,x10022,x10022)), 1.52/1.62 inference(rename_variables,[],[157])). 1.52/1.62 cnf(1008,plain, 1.52/1.62 (~P8(a4,a3,a4)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,156,164,633,841,516,928,600,597,520,610,606,534,531,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,561,413,667,576,618,550,580,572,673,167,998,168,903,169,987,157,885,965,976,990,1002,158,160,900,175,163,174,970,973,993,153,396,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242,374,314,406,310])). 1.52/1.62 cnf(1015,plain, 1.52/1.62 (P8(a2,f1(f27(a2,a11,a12,a13,a15),f27(a2,a11,a12,a13,a15)),a15)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,165,156,164,633,841,516,928,600,597,520,610,606,534,531,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,963,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,561,413,667,576,618,550,580,572,673,167,998,168,903,169,987,157,885,965,976,990,1002,158,160,900,175,163,174,970,973,993,153,396,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242,374,314,406,310,341])). 1.52/1.62 cnf(1016,plain, 1.52/1.62 (E(x10161,f1(x10161,x10161))), 1.52/1.62 inference(rename_variables,[],[503])). 1.52/1.62 cnf(1018,plain, 1.52/1.62 (P8(a14,f1(f27(a2,a11,a12,a13,a15),f27(a2,a11,a12,a13,a15)),a13)), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,165,156,164,633,841,516,928,600,597,520,610,606,534,531,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,963,1016,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,561,413,667,576,618,550,580,572,673,167,998,168,903,169,987,157,885,965,976,990,1002,158,160,900,175,163,174,970,973,993,153,396,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242,374,314,406,310,341,342])). 1.52/1.62 cnf(1026,plain, 1.52/1.62 (~P1(f18(x10261,f26(x10262,x10263,x10264,x10265),a3,a17),f26(x10262,x10263,x10264,x10265),f18(f26(x10262,x10263,x10264,x10265),f18(x10261,f26(x10262,x10263,x10264,x10265),a3,a17),a3,a17))), 1.52/1.62 inference(scs_inference,[],[154,407,155,166,165,156,164,633,841,516,928,600,597,520,610,606,534,531,645,621,504,523,526,529,532,604,626,640,647,178,397,398,669,871,966,443,404,585,503,826,831,833,835,837,839,906,908,910,912,914,916,918,920,922,926,930,932,934,936,938,943,945,947,949,951,953,957,959,961,963,1016,543,677,859,878,894,924,591,897,594,823,566,574,575,587,874,536,446,561,413,667,576,618,550,580,572,673,167,998,168,903,169,987,157,885,965,976,990,1002,158,160,900,175,163,174,970,973,993,153,396,183,222,193,196,197,198,199,203,213,215,264,268,285,286,288,290,322,324,327,329,332,358,359,360,364,365,366,367,368,369,370,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,392,192,194,214,287,340,335,190,2,5,306,103,105,107,123,127,128,129,130,145,146,147,148,149,150,151,152,138,139,282,292,293,355,357,188,224,227,303,356,391,225,274,226,304,305,230,279,84,95,97,98,99,100,101,102,104,112,120,122,124,125,126,85,108,109,121,141,143,96,110,142,144,3,111,113,114,86,252,240,239,294,251,315,351,218,242,374,314,406,310,341,342,29,289,336,202])). 1.52/1.62 cnf(1172,plain, 1.52/1.62 (P9(x11721,x11722,f1(x11723,f1(x11721,x11721)),f1(x11723,x11722))), 1.52/1.62 inference(rename_variables,[],[578])). 1.52/1.62 cnf(1185,plain, 1.52/1.62 (P9(x11851,x11852,f1(x11853,f1(x11851,x11851)),f1(x11853,x11852))), 1.52/1.62 inference(rename_variables,[],[578])). 1.52/1.62 cnf(1215,plain, 1.52/1.62 (~P14(x12151,f1(x12152,x12152),x12152)), 1.52/1.62 inference(rename_variables,[],[419])). 1.52/1.62 cnf(1218,plain, 1.52/1.62 (E(x12181,f1(f1(x12181,x12181),f18(x12182,x12181,x12181,x12181)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1220,plain, 1.52/1.62 (~P3(x12201,x12201,x12202,x12203)), 1.52/1.62 inference(rename_variables,[],[748])). 1.52/1.62 cnf(1222,plain, 1.52/1.62 (E(x12221,f1(f1(x12221,x12221),f18(x12222,x12221,x12221,x12221)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1224,plain, 1.52/1.62 (E(x12241,f1(f1(x12241,x12241),f18(x12242,x12241,x12241,x12241)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1226,plain, 1.52/1.62 (E(x12261,f1(f1(x12261,x12261),f18(x12262,x12261,x12261,x12261)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1228,plain, 1.52/1.62 (E(x12281,f1(f1(x12281,x12281),f18(x12282,x12281,x12281,x12281)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1230,plain, 1.52/1.62 (E(x12301,f1(f1(x12301,x12301),f18(x12302,x12301,x12301,x12301)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1232,plain, 1.52/1.62 (P6(f1(x12321,x12321),f1(x12321,x12321),f1(x12321,x12321),x12321,x12321,x12321,x12321,x12321)), 1.52/1.62 inference(rename_variables,[],[843])). 1.52/1.62 cnf(1242,plain, 1.52/1.62 (P6(f1(x12421,x12421),f1(x12421,x12421),f1(x12421,x12421),x12421,x12421,x12421,x12421,x12421)), 1.52/1.62 inference(rename_variables,[],[843])). 1.52/1.62 cnf(1252,plain, 1.52/1.62 (E(x12521,f1(f1(x12521,x12521),f18(x12522,x12521,x12521,x12521)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1254,plain, 1.52/1.62 (E(x12541,f1(f1(x12541,x12541),f18(x12542,x12541,x12541,x12541)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1256,plain, 1.52/1.62 (E(x12561,f1(f1(x12561,x12561),f18(x12562,x12561,x12561,x12561)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1258,plain, 1.52/1.62 (E(x12581,f1(f1(x12581,x12581),f18(x12582,x12581,x12581,x12581)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1260,plain, 1.52/1.62 (E(x12601,f1(f1(x12601,x12601),f18(x12602,x12601,x12601,x12601)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1262,plain, 1.52/1.62 (E(x12621,f1(f1(x12621,x12621),f18(x12622,x12621,x12621,x12621)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1264,plain, 1.52/1.62 (E(x12641,f1(f1(x12641,x12641),f18(x12642,x12641,x12641,x12641)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1266,plain, 1.52/1.62 (E(x12661,f1(f1(x12661,x12661),f18(x12662,x12661,x12661,x12661)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1268,plain, 1.52/1.62 (E(x12681,f1(f1(x12681,x12681),f18(x12682,x12681,x12681,x12681)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1270,plain, 1.52/1.62 (E(x12701,f1(f1(x12701,x12701),f18(x12702,x12701,x12701,x12701)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1272,plain, 1.52/1.62 (E(x12721,f1(f1(x12721,x12721),f18(x12722,x12721,x12721,x12721)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1274,plain, 1.52/1.62 (E(x12741,f1(f1(x12741,x12741),f18(x12742,x12741,x12741,x12741)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1276,plain, 1.52/1.62 (E(x12761,f1(f1(x12761,x12761),f18(x12762,x12761,x12761,x12761)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1278,plain, 1.52/1.62 (E(x12781,f1(f1(x12781,x12781),f18(x12782,x12781,x12781,x12781)))), 1.52/1.62 inference(rename_variables,[],[890])). 1.52/1.62 cnf(1283,plain, 1.52/1.62 ($false), 1.52/1.62 inference(scs_inference,[],[154,165,1026,182,156,164,649,510,534,865,858,1018,1015,992,989,855,972,1001,887,899,964,975,1008,532,640,177,171,539,568,578,1172,1185,419,1215,570,683,748,1220,843,1232,1242,844,848,849,847,845,819,423,714,441,939,873,890,1218,1222,1224,1226,1228,1230,1252,1254,1256,1258,1260,1262,1264,1266,1268,1270,1272,1274,1276,1278,573,867,720,954,915,669,591,162,167,157,158,163,153,193,196,199,203,264,268,285,286,290,322,332,360,364,365,366,369,370,375,376,377,378,380,381,382,383,384,385,386,387,388,389,390,392,222,197,198,213,215,288,324,327,329,358,359,367,368,379,192,194,287,336,335,289,340,214,190,202,2,5,140,306,282,292,355,357,224,227,303,356,391,293,188,226,305,225,274,304,230,103,105,123,127,128,129,130,145,149,150,151,152,146,138,147,148,139,95,97,98,99,100,101,102,120,122,124,125,126,84,85,104,112,121]), 1.52/1.62 ['proof']). 1.52/1.62 % SZS output end Proof 1.52/1.62 % Total time :0.750000s 1.52/1.63 EOF