0.00/0.03 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.00/0.04 % Command : java -jar mcs_scs.jar %d %s 0.02/0.23 % Computer : n005.star.cs.uiowa.edu 0.02/0.23 % Model : x86_64 x86_64 0.02/0.23 % CPU : Intel(R) Xeon(R) CPU E5-2609 0 @ 2.40GHz 0.02/0.23 % Memory : 32218.625MB 0.02/0.23 % OS : Linux 3.10.0-693.2.2.el7.x86_64 0.02/0.23 % CPULimit : 300 0.02/0.23 % DateTime : Sat Jul 14 05:38:25 CDT 2018 0.02/0.23 % CPUTime : 0.06/0.30 openjdk version "1.8.0_144" 0.06/0.30 OpenJDK Runtime Environment (build 1.8.0_144-b01) 0.06/0.30 OpenJDK 64-Bit Server VM (build 25.144-b01, mixed mode) 0.15/0.49 start to proof:theBenchmark 51.86/52.11 %------------------------------------------- 51.86/52.11 % File :CSE---1.0 51.86/52.11 % Problem :theBenchmark 51.86/52.11 % Transform :cnf 51.86/52.11 % Format :tptp:raw 51.86/52.11 % Command :java -jar mcs_scs.jar %d %s 51.86/52.11 51.86/52.11 % Result :Theorem 51.000000s 51.86/52.11 % Output :CNFRefutation 51.000000s 51.86/52.11 %------------------------------------------- 51.86/52.12 include('Axioms/GEO011+0.ax'). 51.86/52.12 fof(aExtPerp4,axiom,( 51.86/52.12 ! [Xa,Xb,Xp,Xq] : 51.86/52.12 ( ~ perp(Xa,Xb,Xp,Xq) 51.86/52.12 | perp(Xa,Xb,Xq,Xp) ) )). 51.86/52.12 51.86/52.12 fof(aSatz9_16,axiom,( 51.86/52.12 ! [Xa,Xb,Xp,Xq,Xr] : 51.86/52.12 ( ~ sameside(Xa,Xq,Xr) 51.86/52.12 | samesideline(Xr,Xb,Xp,Xq) 51.86/52.12 | ~ samesideline(Xa,Xb,Xp,Xq) ) )). 51.86/52.12 51.86/52.12 fof(aSatz8_24b,axiom,( 51.86/52.12 ! [Xp,Xa,Xb,Xq,Xt,Xr,Xcx] : 51.86/52.12 ( ~ perp(Xp,Xa,Xa,Xb) 51.86/52.12 | ~ perp(Xq,Xb,Xa,Xb) 51.86/52.12 | ~ s_t(Xp,Xt,Xq) 51.86/52.12 | ~ s_t(Xb,Xr,Xq) 51.86/52.12 | ~ s_e(Xa,Xp,Xb,Xr) 51.86/52.12 | ip(Xp,Xt,Xq,Xb,Xr) != Xcx 51.86/52.12 | s_m(Xp,Xcx,Xr) 51.86/52.12 | ~ s_col(Xa,Xb,Xt) ) )). 51.86/52.12 51.86/52.12 fof(aSatz8_16a,axiom,( 51.86/52.12 ! [Xa,Xb,Xp,Xq,Xc] : 51.86/52.12 ( ( Xq = Xp 51.86/52.12 | s_r(Xc,Xp,Xq) 51.86/52.12 | ~ perp(Xa,Xb,Xc,Xp) 51.86/52.12 | ~ s_col(Xa,Xb,Xq) 51.86/52.12 | ~ s_col(Xa,Xb,Xp) 51.86/52.12 | Xa = Xb ) 51.86/52.12 & ( Xb = Xa 51.86/52.12 | ~ s_col(Xa,Xb,Xq) 51.86/52.12 | ~ s_col(Xa,Xb,Xc) 51.86/52.12 | ~ perp(Xa,Xb,Xc,Xp) 51.86/52.12 | Xp = Xq 51.86/52.12 | ~ s_col(Xa,Xb,Xp) ) ) )). 51.86/52.12 51.86/52.12 fof(aSatz2_12,axiom,( 51.86/52.12 ! [Xq,Xa,Xd,Xb,Xc] : 51.86/52.12 ( Xa = Xq 51.86/52.12 | Xd = ext(Xq,Xa,Xb,Xc) 51.86/52.12 | ~ s_e(Xa,Xd,Xb,Xc) 51.86/52.12 | ~ s_t(Xq,Xa,Xd) ) )). 51.86/52.12 51.86/52.12 fof(aSatz6_11a,axiom,( 51.86/52.12 ! [Xr,Xa,Xb,Xc] : 51.86/52.12 ( ( Xa = Xr 51.86/52.12 | sameside(insert(Xb,Xc,Xa,Xr),Xa,Xr) 51.86/52.12 | Xc = Xb ) 51.86/52.12 & ( Xc = Xb 51.86/52.12 | s_e(Xa,insert(Xb,Xc,Xa,Xr),Xb,Xc) 51.86/52.12 | Xa = Xr ) ) )). 51.86/52.12 51.86/52.12 fof(aLemma9_13g,axiom,( 51.86/52.12 ! [Xp,Xq,Xc,Xa,Xb] : 51.86/52.12 ( s_col(Xc,Xa,Xb) 51.86/52.12 | Xc = Xa 51.86/52.12 | ~ perpAt(Xp,Xq,Xc,Xb,Xc) 51.86/52.12 | ~ perpAt(Xp,Xq,Xc,Xa,Xc) 51.86/52.12 | Xp = Xq ) )). 51.86/52.12 51.86/52.12 fof(aSatz7_3a,axiom,( 51.86/52.12 ! [Xa,Xm] : 51.86/52.12 ( Xa = Xm 51.86/52.12 | ~ s_m(Xa,Xm,Xa) ) )). 51.86/52.12 51.86/52.12 fof(aSatz7_7,axiom,( 51.86/52.12 ! [Xa,Xp] : Xp = s(Xa,s(Xa,Xp)) )). 51.86/52.12 51.86/52.12 fof(d_Defn4_1,axiom,( 51.86/52.12 ! [Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd] : 51.86/52.12 ( ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.12 | s_t(Xa,Xb,Xc) ) 51.86/52.12 & ( s_e(Xa,Xc,Za,Zc) 51.86/52.12 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 51.86/52.12 & ( ~ s_t(Xa,Xb,Xc) 51.86/52.12 | ~ s_t(Za,Zb,Zc) 51.86/52.12 | s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.12 | ~ s_e(Xc,Xd,Zc,Zd) 51.86/52.12 | ~ s_e(Xa,Xd,Za,Zd) 51.86/52.12 | ~ s_e(Xb,Xc,Zb,Zc) 51.86/52.12 | ~ s_e(Xa,Xc,Za,Zc) ) 51.86/52.12 & ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.12 | s_e(Xc,Xd,Zc,Zd) ) 51.86/52.12 & ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.12 | s_e(Xa,Xd,Za,Zd) ) 51.86/52.12 & ( ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.12 | s_e(Xb,Xc,Zb,Zc) ) 51.86/52.12 & ( s_t(Za,Zb,Zc) 51.86/52.12 | ~ s_ifs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) ) )). 51.86/52.12 51.86/52.12 fof(aSatz6_2a,axiom,( 51.86/52.12 ! [Xa,Xp,Xb,Xc] : 51.86/52.12 ( Xp = Xb 51.86/52.12 | Xp = Xc 51.86/52.12 | ~ s_t(Xa,Xp,Xc) 51.86/52.12 | ~ s_t(Xb,Xp,Xc) 51.86/52.12 | sameside(Xa,Xp,Xb) 51.86/52.12 | Xa = Xp ) )). 51.86/52.12 51.86/52.12 fof(aSatz7_2,axiom,( 51.86/52.12 ! [Xa,Xm,Xb] : 51.86/52.12 ( ~ s_m(Xa,Xm,Xb) 51.86/52.12 | s_m(Xb,Xm,Xa) ) )). 51.86/52.12 51.86/52.12 fof(aSatz9_4c,axiom,( 51.86/52.12 ! [Xa,Xp,Xq,Xc,Xcs,Xr,Xm,U,V] : 51.86/52.12 ( ~ opposite(Xa,Xp,Xq,Xc) 51.86/52.12 | Xq = Xp 51.86/52.12 | ~ s_col(Xp,Xq,Xr) 51.86/52.12 | ~ perp(Xp,Xq,Xa,Xr) 51.86/52.12 | ~ s_m(Xr,Xm,Xcs) 51.86/52.12 | opposite(U,Xp,Xq,V) 51.86/52.12 | ~ sameside(V,Xcs,Xc) 51.86/52.12 | ~ sameside(U,Xr,Xa) 51.86/52.12 | ~ perp(Xp,Xq,Xc,Xcs) 51.86/52.12 | ~ s_col(Xp,Xq,Xcs) ) )). 51.86/52.12 51.86/52.12 fof(aSatz5_7,axiom,( 51.86/52.12 ! [Xa,Xb] : le(Xa,Xb,Xa,Xb) )). 51.86/52.12 51.86/52.12 fof(aSatz4_17,axiom,( 51.86/52.12 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.12 ( ~ s_e(Xa,Xp,Xa,Xq) 51.86/52.12 | s_e(Xc,Xp,Xc,Xq) 51.86/52.12 | ~ s_e(Xb,Xp,Xb,Xq) 51.86/52.12 | ~ s_col(Xa,Xb,Xc) 51.86/52.12 | Xa = Xb ) )). 51.86/52.12 51.86/52.12 fof(aSatz6_3b,axiom,( 51.86/52.12 ! [Xa,Xp,Xb,Xc] : 51.86/52.12 ( sameside(Xa,Xp,Xb) 51.86/52.12 | Xa = Xp 51.86/52.12 | Xc = Xp 51.86/52.12 | ~ s_t(Xa,Xp,Xc) 51.86/52.12 | ~ s_t(Xb,Xp,Xc) 51.86/52.12 | Xb = Xp ) )). 51.86/52.12 51.86/52.12 fof(aSatz6_25,axiom,( 51.86/52.12 ! [Xa,Xb] : 51.86/52.12 ( Xa = Xb 51.86/52.12 | ~ s_col(Xa,Xb,pointOffLine(Xa,Xb)) ) )). 51.86/52.12 51.86/52.12 fof(aSatz8_4,axiom,( 51.86/52.12 ! [Xa,Xb,Xc] : 51.86/52.12 ( s_r(Xa,Xb,s(Xb,Xc)) 51.86/52.12 | ~ s_r(Xa,Xb,Xc) ) )). 51.86/52.12 51.86/52.12 fof(aSatz5_10,axiom,( 51.86/52.12 ! [Xa,Xb,Xc,Xd] : 51.86/52.12 ( le(Xa,Xb,Xc,Xd) 51.86/52.12 | le(Xc,Xd,Xa,Xb) ) )). 51.86/52.12 51.86/52.12 fof(aSatz8_24a,axiom,( 51.86/52.12 ! [Xp,Xa,Xb,Xq,Xt,Xr,Xcx] : 51.86/52.12 ( ~ perp(Xp,Xa,Xa,Xb) 51.86/52.12 | ~ s_t(Xp,Xt,Xq) 51.86/52.12 | ~ s_t(Xb,Xr,Xq) 51.86/52.12 | ~ s_e(Xa,Xp,Xb,Xr) 51.86/52.12 | s_m(Xa,Xcx,Xb) 51.86/52.12 | Xcx != ip(Xp,Xt,Xq,Xb,Xr) 51.86/52.12 | ~ s_col(Xa,Xb,Xt) 51.86/52.12 | ~ perp(Xq,Xb,Xa,Xb) ) )). 51.86/52.12 51.86/52.12 fof(aSatz5_12b,axiom,( 51.86/52.12 ! [Xa,Xb,Xc] : 51.86/52.12 ( ~ s_col(Xa,Xb,Xc) 51.86/52.12 | ~ le(Xa,Xb,Xa,Xc) 51.86/52.12 | ~ le(Xb,Xc,Xa,Xc) 51.86/52.12 | s_t(Xa,Xb,Xc) ) )). 51.86/52.12 51.86/52.12 fof(aSatz10_4,axiom,( 51.86/52.12 ! [Xa,Xb,Xp,Xp1] : 51.86/52.12 ( Xb = Xa 51.86/52.12 | Xp = reflect(Xa,Xb,Xp1) 51.86/52.12 | Xp1 != reflect(Xa,Xb,Xp) ) )). 51.86/52.12 51.86/52.12 fof(aSatz8_22,axiom,( 51.86/52.12 ! [Xa,Xb] : s_m(Xa,midpoint(Xa,Xb),Xb) )). 51.86/52.12 51.86/52.12 fof(aSatz3_13a,axiom,( 51.86/52.12 beta != alpha )). 51.86/52.12 51.86/52.12 fof(aExtCol2,axiom,( 51.86/52.12 ! [Xa,Xb,Xc,Xd,Xp] : 51.86/52.12 ( Xa = Xb 51.86/52.12 | ~ s_col(Xa,Xb,Xd) 51.86/52.12 | s_col(Xa,Xb,Xp) 51.86/52.12 | ~ s_col(Xc,Xd,Xp) 51.86/52.12 | ~ s_col(Xa,Xb,Xc) 51.86/52.12 | Xd = Xc ) )). 51.86/52.12 51.86/52.12 fof(aSatz5_5a,axiom,( 51.86/52.12 ! [Xa,Xb,Xc,Xd] : 51.86/52.12 ( ( ~ le(Xa,Xb,Xc,Xd) 51.86/52.12 | s_t(Xa,Xb,ins(Xc,Xd,Xa,Xb)) ) 51.86/52.12 & ( ~ le(Xa,Xb,Xc,Xd) 51.86/52.12 | s_e(Xa,ins(Xc,Xd,Xa,Xb),Xc,Xd) ) 51.86/52.12 & ( ext(Xa,Xb,insert(Xa,Xb,Xc,Xd),Xd) = ins(Xc,Xd,Xa,Xb) 51.86/52.12 | ~ le(Xa,Xb,Xc,Xd) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_21,axiom,( 51.86/52.13 ! [Xa,Xb,Xc] : 51.86/52.13 ( ( Xb = Xa 51.86/52.13 | perp(Xa,Xb,erect(Xa,Xb,Xc),Xa) ) 51.86/52.13 & ( s_col(Xa,Xb,erectAux(Xa,Xb,Xc)) 51.86/52.13 | Xb = Xa ) 51.86/52.13 & ( s_t(Xc,erectAux(Xa,Xb,Xc),erect(Xa,Xb,Xc)) 51.86/52.13 | Xb = Xa ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_6a,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | s_t(Xb,Xc,Xd) 51.86/52.13 | ~ s_t(Xa,Xc,Xd) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_3b,axiom,( 51.86/52.13 ! [Xa,Xm] : 51.86/52.13 ( s_m(Xa,Xm,Xa) 51.86/52.13 | Xm != Xa ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_7a,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | s_t(Xa,Xc,Xd) 51.86/52.13 | Xc = Xb 51.86/52.13 | ~ s_t(Xb,Xc,Xd) ) )). 51.86/52.13 51.86/52.13 fof(aExtSameSide2,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xq] : 51.86/52.13 ( Xa = Xb 51.86/52.13 | ~ samesideline(Xp,Xq,Xa,Xb) 51.86/52.13 | samesideline(Xp,Xq,Xb,Xa) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_14b,axiom,( 51.86/52.13 ! [Xb,Xa] : ext(Xa,Xb,alpha,gamma) != Xb )). 51.86/52.13 51.86/52.13 fof(aSatz6_2b,axiom,( 51.86/52.13 ! [Xa,Xp,Xb,Xc] : 51.86/52.13 ( Xp = Xa 51.86/52.13 | ~ sameside(Xa,Xp,Xb) 51.86/52.13 | s_t(Xb,Xp,Xc) 51.86/52.13 | ~ s_t(Xa,Xp,Xc) 51.86/52.13 | Xp = Xc 51.86/52.13 | Xb = Xp ) )). 51.86/52.13 51.86/52.13 fof(d_Defn8_11b,axiom,( 51.86/52.13 ! [Xp,Xq,Xp1,Xq1,X] : 51.86/52.13 ( ( ~ perp(Xp,Xq,Xp1,Xq1) 51.86/52.13 | perpAt(Xp,Xq,il(Xp,Xq,Xp1,Xq1),Xp1,Xq1) ) 51.86/52.13 & ( ~ perpAt(Xp,Xq,X,Xp1,Xq1) 51.86/52.13 | perp(Xp,Xq,Xp1,Xq1) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz9_13,axiom,( 51.86/52.13 ! [Xp,Xq,Xa,Xb,Xc] : 51.86/52.13 ( samesideline(Xa,Xc,Xp,Xq) 51.86/52.13 | ~ samesideline(Xb,Xc,Xp,Xq) 51.86/52.13 | ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.13 | Xp = Xq ) )). 51.86/52.13 51.86/52.13 fof(d_Defn9_1,axiom,( 51.86/52.13 ! [Xp,Xq,Xa,Xb,Xt] : 51.86/52.13 ( ( Xp = Xq 51.86/52.13 | ~ s_t(Xa,Xt,Xb) 51.86/52.13 | ~ s_col(Xp,Xq,Xt) 51.86/52.13 | opposite(Xa,Xp,Xq,Xb) 51.86/52.13 | s_col(Xp,Xq,Xb) 51.86/52.13 | s_col(Xp,Xq,Xa) ) 51.86/52.13 & ( ~ s_col(Xp,Xq,Xa) 51.86/52.13 | ~ opposite(Xa,Xp,Xq,Xb) ) 51.86/52.13 & ( ~ s_col(Xp,Xq,Xb) 51.86/52.13 | ~ opposite(Xa,Xp,Xq,Xb) ) 51.86/52.13 & ( ~ opposite(Xa,Xp,Xq,Xb) 51.86/52.13 | s_t(Xa,il(Xa,Xb,Xp,Xq),Xb) ) 51.86/52.13 & ( ~ opposite(Xa,Xp,Xq,Xb) 51.86/52.13 | s_col(Xp,Xq,il(Xa,Xb,Xp,Xq)) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz9_19b,axiom,( 51.86/52.13 ! [Xc,Xd,Xp,Xa,Xb] : 51.86/52.13 ( ~ sameside(Xa,Xp,Xb) 51.86/52.13 | s_col(Xc,Xd,Xa) 51.86/52.13 | samesideline(Xa,Xb,Xc,Xd) 51.86/52.13 | ~ s_col(Xa,Xb,Xp) 51.86/52.13 | ~ s_col(Xc,Xd,Xp) 51.86/52.13 | Xd = Xc ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_8,axiom,( 51.86/52.13 ! [Xa,Xp,Xr,Xq] : 51.86/52.13 ( s(Xa,Xq) != Xr 51.86/52.13 | Xp = Xq 51.86/52.13 | s(Xa,Xp) != Xr ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_3a,axiom,( 51.86/52.13 ! [Xa,Xp,Xb] : 51.86/52.13 ( ( ~ sameside(Xa,Xp,Xb) 51.86/52.13 | Xp != c63(Xa,Xp,Xb) ) 51.86/52.13 & ( s_t(Xa,Xp,c63(Xa,Xp,Xb)) 51.86/52.13 | ~ sameside(Xa,Xp,Xb) ) 51.86/52.13 & ( s_t(Xb,Xp,c63(Xa,Xp,Xb)) 51.86/52.13 | ~ sameside(Xa,Xp,Xb) ) 51.86/52.13 & ( ~ sameside(Xa,Xp,Xb) 51.86/52.13 | Xp != Xb ) 51.86/52.13 & ( ~ sameside(Xa,Xp,Xb) 51.86/52.13 | Xp != Xa ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_6,axiom,( 51.86/52.13 ! [Xp,Xa,Xq] : 51.86/52.13 ( ~ s_m(Xp,Xa,Xq) 51.86/52.13 | s(Xa,Xp) = Xq ) )). 51.86/52.13 51.86/52.13 fof(d_Defn4_15,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 51.86/52.13 ( ( s_col(Xa,Xb,Xc) 51.86/52.13 | ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) ) 51.86/52.13 & ( s_e(Xa,Xd,Xa1,Xd1) 51.86/52.13 | ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) ) 51.86/52.13 & ( ~ s_col(Xa,Xb,Xc) 51.86/52.13 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) 51.86/52.13 | ~ s_e(Xb,Xd,Xb1,Xd1) 51.86/52.13 | s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 51.86/52.13 | ~ s_e(Xa,Xd,Xa1,Xd1) ) 51.86/52.13 & ( s_e(Xb,Xd,Xb1,Xd1) 51.86/52.13 | ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) ) 51.86/52.13 & ( s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) 51.86/52.13 | ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) ) ) )). 51.86/52.13 51.86/52.13 fof(aext1,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( ~ s_col(Xa,Xb,Xd) 51.86/52.13 | s_col(Xa,Xc,Xd) 51.86/52.13 | Xa = Xb 51.86/52.13 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_22b,axiom,( 51.86/52.13 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 51.86/52.13 ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 51.86/52.13 | s_t(Xm1,Xc,Xm2) ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_28,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.13 ( ~ sameside(Xa,Xb,Xc) 51.86/52.13 | s_e(Xa,Xc,Xa1,Xc1) 51.86/52.13 | ~ s_e(Xb,Xc,Xb1,Xc1) 51.86/52.13 | ~ s_e(Xb,Xa,Xb1,Xa1) 51.86/52.13 | ~ sameside(Xa1,Xb1,Xc1) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_10b,axiom,( 51.86/52.13 ! [Xa,Xp] : 51.86/52.13 ( Xp != Xa 51.86/52.13 | Xp = s(Xa,Xp) ) )). 51.86/52.13 51.86/52.13 fof(aExtPerp,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xq,Xr,Xc,Xd] : 51.86/52.13 ( ~ s_col(Xa,Xb,Xp) 51.86/52.13 | ~ s_col(Xa,Xb,Xq) 51.86/52.13 | perpAt(Xa,Xb,Xr,Xc,Xd) 51.86/52.13 | ~ perpAt(Xp,Xq,Xr,Xc,Xd) 51.86/52.13 | Xa = Xb 51.86/52.13 | Xp = Xq ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_16b,axiom,( 51.86/52.13 ! [Xp,Xq,Xcs,Xr] : 51.86/52.13 ( Xp = Xq 51.86/52.13 | ~ s_col(Xp,Xq,Xcs) 51.86/52.13 | s_col(Xp,Xcs,Xr) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | Xp = Xcs ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_13a,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.13 ( ( Xa != Xb 51.86/52.13 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | Xp != Xq ) 51.86/52.13 & ( s_col(Xa,Xb,f813(Xa,Xb,Xp,Xq,Xc)) 51.86/52.13 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | s_col(Xp,Xq,g813(Xa,Xb,Xp,Xq,Xc)) ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | f813(Xa,Xb,Xp,Xq,Xc) != Xc ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | Xc != g813(Xa,Xb,Xp,Xq,Xc) ) 51.86/52.13 & ( s_r(f813(Xa,Xb,Xp,Xq,Xc),Xc,g813(Xa,Xb,Xp,Xq,Xc)) 51.86/52.13 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | s_col(Xa,Xb,Xc) ) 51.86/52.13 & ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.13 | s_col(Xp,Xq,Xc) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_15c,axiom,( 51.86/52.13 ! [Xp,Xq,Xr,Xa] : 51.86/52.13 ( Xp = Xq 51.86/52.13 | Xp = Xr 51.86/52.13 | ~ s_t(Xq,Xp,Xr) 51.86/52.13 | ~ sameside(Xa,Xp,Xr) 51.86/52.13 | s_col(Xa,Xp,Xq) ) )). 51.86/52.13 51.86/52.13 fof(aSatz4_11b,axiom,( 51.86/52.13 ! [Xa,Xb,Xc] : 51.86/52.13 ( s_col(Xc,Xa,Xb) 51.86/52.13 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_2,axiom,( 51.86/52.13 ! [Xa,Xb,Xc] : 51.86/52.13 ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | s_t(Xc,Xb,Xa) ) )). 51.86/52.13 51.86/52.13 fof(aSatz5_1,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( Xb = Xa 51.86/52.13 | s_t(Xa,Xc,Xd) 51.86/52.13 | s_t(Xa,Xd,Xc) 51.86/52.13 | ~ s_t(Xa,Xb,Xd) 51.86/52.13 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.13 51.86/52.13 fof(aSatz10_2b,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xp1] : 51.86/52.13 ( ( ~ s_col(Xa,Xb,midpoint(Xp,Xp1)) 51.86/52.13 | ~ perp(Xa,Xb,Xp,Xp1) 51.86/52.13 | reflect(Xa,Xb,Xp) = Xp1 51.86/52.13 | Xb = Xa ) 51.86/52.13 & ( Xb = Xa 51.86/52.13 | ~ s_col(Xa,Xb,midpoint(Xp,Xp1)) 51.86/52.13 | Xp != Xp1 51.86/52.13 | Xp1 = reflect(Xa,Xb,Xp) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz9_2,axiom,( 51.86/52.13 ! [Xa,Xp,Xq,Xb] : 51.86/52.13 ( ~ opposite(Xa,Xp,Xq,Xb) 51.86/52.13 | opposite(Xb,Xp,Xq,Xa) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_13c,axiom,( 51.86/52.13 alpha != gamma )). 51.86/52.13 51.86/52.13 fof(aSatz9_4b,axiom,( 51.86/52.13 ! [Xa,Xp,Xq,Xc,Xcs,Xr,Xm,U] : 51.86/52.13 ( ~ opposite(Xa,Xp,Xq,Xc) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | ~ perp(Xp,Xq,Xc,Xcs) 51.86/52.13 | ~ s_m(Xr,Xm,Xcs) 51.86/52.13 | ~ sameside(U,Xr,Xa) 51.86/52.13 | Xcs != Xr 51.86/52.13 | sameside(s(Xm,U),Xcs,Xc) 51.86/52.13 | ~ perp(Xp,Xq,Xa,Xr) 51.86/52.13 | ~ s_col(Xp,Xq,Xcs) 51.86/52.13 | Xp = Xq ) )). 51.86/52.13 51.86/52.13 fof(aSatz4_5,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xa1,Xc1] : 51.86/52.13 ( ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | ~ s_e(Xa,Xc,Xa1,Xc1) 51.86/52.13 | s_e3(Xa,Xb,Xc,Xa1,insert(Xa,Xb,Xa1,Xc1),Xc1) ) 51.86/52.13 & ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | s_t(Xa1,insert(Xa,Xb,Xa1,Xc1),Xc1) 51.86/52.13 | ~ s_e(Xa,Xc,Xa1,Xc1) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_17,axiom,( 51.86/52.13 ! [Xp,Xa,Xq,Xb] : 51.86/52.13 ( ~ s_m(Xp,Xb,Xq) 51.86/52.13 | Xa = Xb 51.86/52.13 | ~ s_m(Xp,Xa,Xq) ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_14a,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xq] : 51.86/52.13 ( ~ perp(Xa,Xb,Xp,Xq) 51.86/52.13 | ~ s_col(Xa,Xb,Xp) 51.86/52.13 | ~ s_col(Xa,Xb,Xq) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_16a,axiom,( 51.86/52.13 ! [Xp,Xq,Xr,Xcs,Xa] : 51.86/52.13 ( ~ s_e(Xp,Xq,Xr,Xcs) 51.86/52.13 | s_e(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr),s(Xa,Xcs)) ) )). 51.86/52.13 51.86/52.13 fof(aExtPerp6,axiom, 51.86/52.13 ( ~ s_col(xa,xb,xp) 51.86/52.13 | ~ s_col(xa,xb,xq) 51.86/52.13 | xb = xa 51.86/52.13 | perp(xc,xd,xp,xq) 51.86/52.13 | ~ perp(xc,xd,xa,xb) 51.86/52.13 | xp = xq )). 51.86/52.13 51.86/52.13 fof(d_Defn5_4,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd,Y] : 51.86/52.13 ( ( ~ s_e(Xa,Xb,Xc,Y) 51.86/52.13 | le(Xa,Xb,Xc,Xd) 51.86/52.13 | ~ s_t(Xc,Y,Xd) ) 51.86/52.13 & ( ~ le(Xa,Xb,Xc,Xd) 51.86/52.13 | s_e(Xa,Xb,Xc,insert(Xa,Xb,Xc,Xd)) ) 51.86/52.13 & ( s_t(Xc,insert(Xa,Xb,Xc,Xd),Xd) 51.86/52.13 | ~ le(Xa,Xb,Xc,Xd) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_5b,axiom,( 51.86/52.13 ! [Xa,Xb,Xd,Xc] : 51.86/52.13 ( s_t(Xa,Xc,Xd) 51.86/52.13 | ~ s_t(Xb,Xc,Xd) 51.86/52.13 | ~ s_t(Xa,Xb,Xd) ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_13a,axiom,( 51.86/52.13 ! [Xa,Xp,Xb] : 51.86/52.13 ( ~ le(Xp,Xa,Xp,Xb) 51.86/52.13 | s_t(Xp,Xa,Xb) 51.86/52.13 | ~ sameside(Xa,Xp,Xb) ) )). 51.86/52.13 51.86/52.13 fof(aSatz2_8,axiom,( 51.86/52.13 ! [Xa,Xb] : s_e(Xa,Xa,Xb,Xb) )). 51.86/52.13 51.86/52.13 fof(aSatz6_15b,axiom,( 51.86/52.13 ! [Xp,Xq,Xr,Xa] : 51.86/52.13 ( ~ s_t(Xq,Xp,Xr) 51.86/52.13 | s_col(Xa,Xp,Xq) 51.86/52.13 | ~ sameside(Xa,Xp,Xq) 51.86/52.13 | Xr = Xp 51.86/52.13 | Xp = Xq ) )). 51.86/52.13 51.86/52.13 fof(d_insert,axiom,( 51.86/52.13 ! [Xa,Xb,Xa1,Xc1] : insert(Xa,Xb,Xa1,Xc1) = ext(ext(Xc1,Xa1,alpha,gamma),Xa1,Xa,Xb) )). 51.86/52.13 51.86/52.13 fof(aSatz2_3,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd,Xe,Xf] : 51.86/52.13 ( s_e(Xa,Xb,Xe,Xf) 51.86/52.13 | ~ s_e(Xc,Xd,Xe,Xf) 51.86/52.13 | ~ s_e(Xa,Xb,Xc,Xd) ) )). 51.86/52.13 51.86/52.13 fof(aSatz7_15a,axiom,( 51.86/52.13 ! [Xp,Xq,Xr,Xa] : 51.86/52.13 ( ~ s_t(Xp,Xq,Xr) 51.86/52.13 | s_t(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr)) ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_13b,axiom,( 51.86/52.13 beta != gamma )). 51.86/52.13 51.86/52.13 fof(aSatz9_4,axiom,( 51.86/52.13 ! [Xa,Xp,Xq,Xc,Xcs,Xr,Xm,U] : 51.86/52.13 ( ~ s_col(Xp,Xq,Xcs) 51.86/52.13 | ~ perp(Xp,Xq,Xa,Xr) 51.86/52.13 | ~ perp(Xp,Xq,Xc,Xcs) 51.86/52.13 | ~ s_m(Xr,Xm,Xcs) 51.86/52.13 | sameside(s(Xm,U),Xcs,Xc) 51.86/52.13 | ~ sameside(U,Xr,Xa) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | Xp = Xq 51.86/52.13 | ~ opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.13 51.86/52.13 fof(d_Defn7_1,axiom,( 51.86/52.13 ! [Xa,Xm,Xb] : 51.86/52.13 ( ( ~ s_e(Xm,Xa,Xm,Xb) 51.86/52.13 | s_m(Xa,Xm,Xb) 51.86/52.13 | ~ s_t(Xa,Xm,Xb) ) 51.86/52.13 & ( ~ s_m(Xa,Xm,Xb) 51.86/52.13 | s_e(Xm,Xa,Xm,Xb) ) 51.86/52.13 & ( ~ s_m(Xa,Xm,Xb) 51.86/52.13 | s_t(Xa,Xm,Xb) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_13b,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xq,Xcx,U,V] : 51.86/52.13 ( ~ s_col(Xa,Xb,Xcx) 51.86/52.13 | ~ s_r(U,Xcx,V) 51.86/52.13 | perpAt(Xa,Xb,Xcx,Xp,Xq) 51.86/52.13 | Xcx = V 51.86/52.13 | Xcx = U 51.86/52.13 | ~ s_col(Xp,Xq,V) 51.86/52.13 | ~ s_col(Xa,Xb,U) 51.86/52.13 | ~ s_col(Xp,Xq,Xcx) 51.86/52.13 | Xp = Xq 51.86/52.13 | Xa = Xb ) )). 51.86/52.13 51.86/52.13 fof(aExtPerp3,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( Xa = Xb 51.86/52.13 | Xa = Xc 51.86/52.13 | Xc = Xb 51.86/52.13 | ~ perp(Xb,Xa,Xa,Xc) 51.86/52.13 | ~ s_col(Xa,Xc,Xd) 51.86/52.13 | perp(Xb,Xa,Xa,Xd) 51.86/52.13 | Xd = Xa 51.86/52.13 | Xd = Xc ) )). 51.86/52.13 51.86/52.13 fof(aSatz5_5b,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd,Xe] : 51.86/52.13 ( le(Xa,Xb,Xc,Xd) 51.86/52.13 | ~ s_e(Xa,Xe,Xc,Xd) 51.86/52.13 | ~ s_t(Xa,Xb,Xe) ) )). 51.86/52.13 51.86/52.13 fof(d_Defn2_10,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd] : 51.86/52.13 ( ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | s_e(Xb,Xd,Zb,Zd) ) 51.86/52.13 & ( ~ s_t(Xa,Xb,Xc) 51.86/52.13 | ~ s_e(Xb,Xc,Zb,Zc) 51.86/52.13 | ~ s_e(Xa,Xd,Za,Zd) 51.86/52.13 | ~ s_e(Xb,Xd,Zb,Zd) 51.86/52.13 | s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | ~ s_e(Xa,Xb,Za,Zb) 51.86/52.13 | ~ s_t(Za,Zb,Zc) ) 51.86/52.13 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | s_e(Xa,Xd,Za,Zd) ) 51.86/52.13 & ( s_e(Xb,Xc,Zb,Zc) 51.86/52.13 | ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) ) 51.86/52.13 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | s_e(Xa,Xb,Za,Zb) ) 51.86/52.13 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | s_t(Za,Zb,Zc) ) 51.86/52.13 & ( ~ s_afs(Xa,Xb,Xc,Xd,Za,Zb,Zc,Zd) 51.86/52.13 | s_t(Xa,Xb,Xc) ) ) )). 51.86/52.13 51.86/52.13 fof(aSatz9_3,axiom,( 51.86/52.13 ! [Xa,Xp,Xq,Xc,Xm,Xr,Xb] : 51.86/52.13 ( ~ opposite(Xa,Xp,Xq,Xc) 51.86/52.13 | ~ s_col(Xp,Xq,Xm) 51.86/52.13 | ~ s_m(Xa,Xm,Xc) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | opposite(Xb,Xp,Xq,Xc) 51.86/52.13 | ~ sameside(Xa,Xr,Xb) ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_15a,axiom,( 51.86/52.13 ! [Xp,Xq,Xr,Xa] : 51.86/52.13 ( Xp = Xq 51.86/52.13 | Xr = Xp 51.86/52.13 | ~ s_t(Xq,Xp,Xr) 51.86/52.13 | ~ s_col(Xa,Xp,Xq) 51.86/52.13 | sameside(Xa,Xp,Xr) 51.86/52.13 | sameside(Xa,Xp,Xq) 51.86/52.13 | Xp = Xa ) )). 51.86/52.13 51.86/52.13 fof(aSatz2_14,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xd] : 51.86/52.13 ( ~ s_e(Xa,Xb,Xc,Xd) 51.86/52.13 | s_e(Xb,Xa,Xd,Xc) ) )). 51.86/52.13 51.86/52.13 fof(aSatz4_12b,axiom,( 51.86/52.13 ! [Xa,Xb] : s_col(Xa,Xb,Xa) )). 51.86/52.13 51.86/52.13 fof(aSatz6_11b,axiom,( 51.86/52.13 ! [Xr,Xa,Xb,Xc,Xp,Xq] : 51.86/52.13 ( ~ s_e(Xa,Xp,Xb,Xc) 51.86/52.13 | ~ sameside(Xq,Xa,Xr) 51.86/52.13 | ~ s_e(Xa,Xq,Xb,Xc) 51.86/52.13 | Xp = Xq 51.86/52.13 | ~ sameside(Xp,Xa,Xr) 51.86/52.13 | Xb = Xc 51.86/52.13 | Xr = Xa ) )). 51.86/52.13 51.86/52.13 fof(aSatz4_19,axiom,( 51.86/52.13 ! [Xa,Xc,Xb,Xc1] : 51.86/52.13 ( ~ s_t(Xa,Xc,Xb) 51.86/52.13 | ~ s_e(Xa,Xc,Xa,Xc1) 51.86/52.13 | Xc1 = Xc 51.86/52.13 | ~ s_e(Xb,Xc,Xb,Xc1) ) )). 51.86/52.13 51.86/52.13 fof(aSatz6_17b,axiom,( 51.86/52.13 ! [Xp,Xq,Xr] : 51.86/52.13 ( s_col(Xq,Xp,Xr) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | Xp = Xq ) )). 51.86/52.13 51.86/52.13 fof(aSatz3_1,axiom,( 51.86/52.13 ! [Xa,Xb] : s_t(Xa,Xb,Xb) )). 51.86/52.13 51.86/52.13 fof(aSatz7_20,axiom,( 51.86/52.13 ! [Xa,Xm,Xb] : 51.86/52.13 ( ~ s_col(Xa,Xm,Xb) 51.86/52.13 | Xa = Xb 51.86/52.13 | s_m(Xa,Xm,Xb) 51.86/52.13 | ~ s_e(Xm,Xa,Xm,Xb) ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_16b,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xq,Xc] : 51.86/52.13 ( ~ s_col(Xa,Xb,Xp) 51.86/52.13 | perp(Xa,Xb,Xc,Xp) 51.86/52.13 | s_col(Xa,Xb,Xc) 51.86/52.13 | ~ s_r(Xc,Xp,Xq) 51.86/52.13 | Xq = Xp 51.86/52.13 | ~ s_col(Xa,Xb,Xq) 51.86/52.13 | Xa = Xb ) )). 51.86/52.13 51.86/52.13 fof(aSatz9_4a2,axiom,( 51.86/52.13 ! [Xa,Xp,Xq,Xc,Xcs,Xr,Xm,U] : 51.86/52.13 ( ~ opposite(Xa,Xp,Xq,Xc) 51.86/52.13 | ~ perp(Xp,Xq,Xa,Xr) 51.86/52.13 | ~ perp(Xp,Xq,Xc,Xcs) 51.86/52.13 | sameside(U,Xr,Xa) 51.86/52.13 | ~ sameside(s(Xm,U),Xcs,Xc) 51.86/52.13 | Xr = Xcs 51.86/52.13 | ~ le(Xcs,Xc,Xr,Xa) 51.86/52.13 | ~ s_m(Xr,Xm,Xcs) 51.86/52.13 | ~ s_col(Xp,Xq,Xr) 51.86/52.13 | ~ s_col(Xp,Xq,Xcs) 51.86/52.13 | Xq = Xp ) )). 51.86/52.13 51.86/52.13 fof(aSatz4_13,axiom,( 51.86/52.13 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.13 ( ~ s_col(Xa,Xb,Xc) 51.86/52.13 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) 51.86/52.13 | s_col(Xa1,Xb1,Xc1) ) )). 51.86/52.13 51.86/52.13 fof(aSatz5_3,axiom,( 51.86/52.13 ! [Xa,Xb,Xd,Xc] : 51.86/52.13 ( ~ s_t(Xa,Xc,Xd) 51.86/52.13 | s_t(Xa,Xb,Xc) 51.86/52.13 | s_t(Xa,Xc,Xb) 51.86/52.13 | ~ s_t(Xa,Xb,Xd) ) )). 51.86/52.13 51.86/52.13 fof(aSatz10_6,axiom,( 51.86/52.13 ! [Xa,Xb,Xp,Xp1] : 51.86/52.13 ( Xp1 != reflect(Xa,Xb,Xp) 51.86/52.13 | reflect(Xa,Xb,Xp1) = Xp 51.86/52.13 | Xa = Xb ) )). 51.86/52.13 51.86/52.13 fof(aSatz8_21a,axiom,( 51.86/52.13 ! [Xa,Xb,Xc] : 51.86/52.13 ( ( Xb = Xa 51.86/52.13 | s_col(Xa,Xb,erectAux21a(Xa,Xb,Xc)) 51.86/52.13 | s_col(Xa,Xb,Xc) ) 51.86/52.13 & ( s_t(Xc,erectAux21a(Xa,Xb,Xc),erect21a(Xa,Xb,Xc)) 51.86/52.13 | s_col(Xa,Xb,Xc) 51.86/52.13 | Xb = Xa ) 51.86/52.13 & ( perp(Xa,Xb,erect21a(Xa,Xb,Xc),Xa) 51.86/52.14 | s_col(Xa,Xb,Xc) 51.86/52.14 | Xb = Xa ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_15b,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xa] : 51.86/52.14 ( s_t(Xp,Xq,Xr) 51.86/52.14 | ~ s_t(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr)) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_16b,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xcs,Xa] : 51.86/52.14 ( s_e(Xp,Xq,Xr,Xcs) 51.86/52.14 | ~ s_e(s(Xa,Xp),s(Xa,Xq),s(Xa,Xr),s(Xa,Xcs)) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_17,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1,Xp] : 51.86/52.14 ( ( ~ s_t(Xa1,Xb1,Xc) 51.86/52.14 | ~ s_t(Xa,Xp,Xa1) 51.86/52.14 | s_t(Xb,crossbar(Xa,Xb,Xc,Xa1,Xb1,Xp),Xb1) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) 51.86/52.14 & ( ~ s_t(Xa,Xb,Xc) 51.86/52.14 | s_t(Xp,crossbar(Xa,Xb,Xc,Xa1,Xb1,Xp),Xc) 51.86/52.14 | ~ s_t(Xa,Xp,Xa1) 51.86/52.14 | ~ s_t(Xa1,Xb1,Xc) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz10_2a,axiom,( 51.86/52.14 ! [Xa,Xb,Xp] : 51.86/52.14 ( ( s_col(Xa,Xb,midpoint(Xp,reflect(Xa,Xb,Xp))) 51.86/52.14 | Xa = Xb ) 51.86/52.14 & ( perp(Xa,Xb,Xp,reflect(Xa,Xb,Xp)) 51.86/52.14 | Xp = reflect(Xa,Xb,Xp) 51.86/52.14 | Xa = Xb ) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13f_case2,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xcs] : 51.86/52.14 ( Xp = Xq 51.86/52.14 | opposite(Xr,Xp,Xq,Xcs) 51.86/52.14 | Xp = foot(Xp,Xq,Xr) 51.86/52.14 | samesideline(Xr,Xcs,Xp,Xq) 51.86/52.14 | s_col(Xp,Xq,Xcs) 51.86/52.14 | s_col(Xp,Xq,Xr) ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_3a,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xc,Xm,Xr,Xb] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xm) 51.86/52.14 | ~ s_m(Xa,Xm,Xc) 51.86/52.14 | ~ s_col(Xp,Xq,Xr) 51.86/52.14 | ~ s_t(Xr,Xb,Xa) 51.86/52.14 | opposite(Xb,Xp,Xq,Xc) 51.86/52.14 | ~ sameside(Xa,Xr,Xb) 51.86/52.14 | ~ opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_11,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.14 ( ~ s_t(Xa,Xb,Xc) 51.86/52.14 | ~ s_e(Xb,Xc,Xb1,Xc1) 51.86/52.14 | s_e(Xa,Xc,Xa1,Xc1) 51.86/52.14 | ~ s_e(Xa,Xb,Xa1,Xb1) 51.86/52.14 | ~ s_t(Xa1,Xb1,Xc1) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_22a,axiom,( 51.86/52.14 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 51.86/52.14 ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 51.86/52.14 | s_t(Xm1,Xc,Xm2) 51.86/52.14 | ~ le(Xc,Xa1,Xc,Xa2) ) )). 51.86/52.14 51.86/52.14 fof(aSatz10_7,conjecture,( 51.86/52.14 ! [Xa,Xb,Xp,Xq] : 51.86/52.14 ( Xa = Xb 51.86/52.14 | Xp = Xq 51.86/52.14 | reflect(Xa,Xb,Xp) != reflect(Xa,Xb,Xq) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_9,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( Xa = Xb 51.86/52.14 | Xc = Xb 51.86/52.14 | ~ s_col(Xa,Xb,Xc) 51.86/52.14 | ~ s_r(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_6,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1] : 51.86/52.14 ( ~ s_r(Xa1,Xb,Xc) 51.86/52.14 | Xc = Xb 51.86/52.14 | ~ s_t(Xa,Xc,Xa1) 51.86/52.14 | ~ s_r(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn8_11a,axiom,( 51.86/52.14 ! [Y,Z,X,Y1,Z1,U,V] : 51.86/52.14 ( ( ~ perpAt(Y,Z,X,Y1,Z1) 51.86/52.14 | s_col(Y,Z,X) ) 51.86/52.14 & ( s_col(Y1,Z1,X) 51.86/52.14 | ~ perpAt(Y,Z,X,Y1,Z1) ) 51.86/52.14 & ( Y != Z 51.86/52.14 | ~ perpAt(Y,Z,X,Y1,Z1) ) 51.86/52.14 & ( ~ s_col(Y,Z,U) 51.86/52.14 | ~ s_col(Y1,Z1,V) 51.86/52.14 | s_r(U,X,V) 51.86/52.14 | ~ perpAt(Y,Z,X,Y1,Z1) ) 51.86/52.14 & ( Y = Z 51.86/52.14 | Z1 = Y1 51.86/52.14 | ~ s_col(Y,Z,X) 51.86/52.14 | ~ s_col(Y1,Z1,X) 51.86/52.14 | s_col(Y1,Z1,g811(Y,Z,Y1,Z1,X)) 51.86/52.14 | perpAt(Y,Z,X,Y1,Z1) ) 51.86/52.14 & ( perpAt(Y,Z,X,Y1,Z1) 51.86/52.14 | ~ s_col(Y,Z,X) 51.86/52.14 | ~ s_col(Y1,Z1,X) 51.86/52.14 | ~ s_r(f811(Y,Z,Y1,Z1,X),X,g811(Y,Z,Y1,Z1,X)) 51.86/52.14 | Y1 = Z1 51.86/52.14 | Z = Y ) 51.86/52.14 & ( perpAt(Y,Z,X,Y1,Z1) 51.86/52.14 | Y = Z 51.86/52.14 | ~ s_col(Y1,Z1,X) 51.86/52.14 | s_col(Y,Z,f811(Y,Z,Y1,Z1,X)) 51.86/52.14 | ~ s_col(Y,Z,X) 51.86/52.14 | Y1 = Z1 ) 51.86/52.14 & ( Y1 != Z1 51.86/52.14 | ~ perpAt(Y,Z,X,Y1,Z1) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_18,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( s(Xb,Xp) != s(Xa,Xp) 51.86/52.14 | Xa = Xb ) )). 51.86/52.14 51.86/52.14 fof(d_Defn4_10,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ( ~ s_t(Xa,Xb,Xc) 51.86/52.14 | s_col(Xa,Xb,Xc) ) 51.86/52.14 & ( s_col(Xa,Xb,Xc) 51.86/52.14 | ~ s_t(Xc,Xa,Xb) ) 51.86/52.14 & ( s_col(Xa,Xb,Xc) 51.86/52.14 | ~ s_t(Xb,Xc,Xa) ) 51.86/52.14 & ( ~ s_col(Xa,Xb,Xc) 51.86/52.14 | s_t(Xa,Xb,Xc) 51.86/52.14 | s_t(Xc,Xa,Xb) 51.86/52.14 | s_t(Xb,Xc,Xa) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_24,axiom,( 51.86/52.14 ! [Xp,Xa,Xb,Xq,Xt,Xr] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xt) 51.86/52.14 | ~ s_t(Xp,Xt,Xq) 51.86/52.14 | ~ s_t(Xb,Xr,Xq) 51.86/52.14 | s_m(Xp,midpoint(Xa,Xb),Xr) 51.86/52.14 | ~ s_e(Xa,Xp,Xb,Xr) 51.86/52.14 | ~ perp(Xq,Xb,Xa,Xb) 51.86/52.14 | ~ perp(Xp,Xa,Xa,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_11a,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xc) 51.86/52.14 | s_col(Xb,Xc,Xa) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_12a2,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( le(Xb,Xc,Xa,Xc) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13a,axiom,( 51.86/52.14 ! [Xp,Xq,Xa,Xb] : 51.86/52.14 ( ~ samesideline(Xp,Xq,Xa,Xb) 51.86/52.14 | samesideline(Xp,Xq,Xb,Xa) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_6,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.14 ( ~ s_t(Xa,Xb,Xc) 51.86/52.14 | s_t(Xa1,Xb1,Xc1) 51.86/52.14 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_5a,axiom,( 51.86/52.14 ! [Xa,Xb,Xd,Xc] : 51.86/52.14 ( ~ s_t(Xa,Xb,Xd) 51.86/52.14 | ~ s_t(Xb,Xc,Xd) 51.86/52.14 | s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSideReflect,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xm] : 51.86/52.14 ( ~ sameside(Xa,Xb,Xc) 51.86/52.14 | sameside(s(Xm,Xa),s(Xm,Xb),s(Xm,Xc)) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_6b,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( s_t(Xa,Xb,Xd) 51.86/52.14 | ~ s_t(Xa,Xc,Xd) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_5,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( ~ s_e(Xa,Xb,Xc,Xd) 51.86/52.14 | s_e(Xa,Xb,Xd,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_7,axiom,( 51.86/52.14 ! [Xa,Xp,Xb,Xc] : 51.86/52.14 ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | ~ sameside(Xb,Xp,Xc) 51.86/52.14 | sameside(Xa,Xp,Xc) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn9_7,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xu,Xc,Xv] : 51.86/52.14 ( ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | s_col(Xp,Xq,ss2(Xa,Xb,Xp,Xq)) ) 51.86/52.14 & ( s_t(Xa,ss1(Xa,Xb,Xp,Xq),ss3(Xa,Xb,Xp,Xq)) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( s_t(Xb,ss2(Xa,Xb,Xp,Xq),ss3(Xa,Xb,Xp,Xq)) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | Xa != ss1(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | Xq != Xp ) 51.86/52.14 & ( ~ s_col(Xp,Xq,Xa) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ~ s_col(Xp,Xq,Xv) 51.86/52.14 | Xc = Xv 51.86/52.14 | Xa = Xu 51.86/52.14 | Xv = Xb 51.86/52.14 | s_col(Xp,Xq,Xa) 51.86/52.14 | samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | s_col(Xp,Xq,Xb) 51.86/52.14 | Xu = Xc 51.86/52.14 | Xq = Xp 51.86/52.14 | ~ s_col(Xp,Xq,Xu) 51.86/52.14 | ~ s_t(Xb,Xv,Xc) 51.86/52.14 | ~ s_t(Xa,Xu,Xc) ) 51.86/52.14 & ( ~ s_col(Xp,Xq,Xb) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ss3(Xa,Xb,Xp,Xq) != ss2(Xa,Xb,Xp,Xq) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ss1(Xa,Xb,Xp,Xq) != ss3(Xa,Xb,Xp,Xq) 51.86/52.14 | ~ samesideline(Xa,Xb,Xp,Xq) ) 51.86/52.14 & ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | ss2(Xa,Xb,Xp,Xq) != Xb ) 51.86/52.14 & ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | s_col(Xp,Xq,ss1(Xa,Xb,Xp,Xq)) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_8,axiom,( 51.86/52.14 ! [Xa,Xb] : 51.86/52.14 ( ~ s_r(Xa,Xb,Xa) 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_11e,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xc) 51.86/52.14 | s_col(Xa,Xc,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_5,axiom,( 51.86/52.14 ! [Xa,Xp] : 51.86/52.14 ( sameside(Xa,Xp,Xa) 51.86/52.14 | Xa = Xp ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_7b,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( s_t(Xa,Xb,Xd) 51.86/52.14 | Xb = Xc 51.86/52.14 | ~ s_t(Xb,Xc,Xd) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_22b,axiom,( 51.86/52.14 ! [Xa,Xp,Xb,Xq,Xt] : 51.86/52.14 ( ~ le(Xa,Xp,Xb,Xq) 51.86/52.14 | ~ perp(Xa,Xb,Xa,Xp) 51.86/52.14 | ~ s_t(Xp,Xt,Xq) 51.86/52.14 | ~ s_col(Xa,Xb,Xt) 51.86/52.14 | s_m(Xa,midpointAux(Xa,Xb,Xp,Xq,Xt),Xb) 51.86/52.14 | ~ perp(Xa,Xb,Xb,Xq) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_5,axiom,( 51.86/52.14 ! [Xa,Xb] : s_r(Xa,Xb,Xb) )). 51.86/52.14 51.86/52.14 fof(aSatz7_9,axiom,( 51.86/52.14 ! [Xa,Xp,Xq] : 51.86/52.14 ( Xq = Xp 51.86/52.14 | s(Xa,Xq) != s(Xa,Xp) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn6_1,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | Xa != Xp ) 51.86/52.14 & ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | Xb != Xp ) 51.86/52.14 & ( ~ s_t(Xp,Xa,Xb) 51.86/52.14 | sameside(Xa,Xp,Xb) 51.86/52.14 | xb = Xp 51.86/52.14 | Xp = Xa ) 51.86/52.14 & ( Xp = Xa 51.86/52.14 | Xp = Xb 51.86/52.14 | sameside(Xa,Xp,Xb) 51.86/52.14 | ~ s_t(Xp,Xb,Xa) ) 51.86/52.14 & ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | s_t(Xp,Xb,Xa) 51.86/52.14 | s_t(Xp,Xa,Xb) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_15d,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xa] : 51.86/52.14 ( ~ s_t(Xq,Xp,Xr) 51.86/52.14 | Xa != Xp 51.86/52.14 | s_col(Xa,Xp,Xq) 51.86/52.14 | Xp = Xr 51.86/52.14 | Xp = Xq ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_22,axiom,( 51.86/52.14 ! [Xa1,Xc,Xa2,Xb1,Xb2,Xm1,Xm2] : 51.86/52.14 ( ~ s_e(Xc,Xa2,Xc,Xb2) 51.86/52.14 | ~ s_m(Xa1,Xm1,Xb1) 51.86/52.14 | ~ s_m(Xa2,Xm2,Xb2) 51.86/52.14 | s_t(Xm1,Xc,Xm2) 51.86/52.14 | ~ s_e(Xc,Xa1,Xc,Xb1) 51.86/52.14 | ~ s_t(Xb1,Xc,Xb2) 51.86/52.14 | ~ s_t(Xa1,Xc,Xa2) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_2,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( s_r(Xc,Xb,Xa) 51.86/52.14 | ~ s_r(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_20a,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp] : 51.86/52.14 ( ~ s_r(Xa,Xb,Xc) 51.86/52.14 | s_r(Xb,Xa,Xp) 51.86/52.14 | ~ s_m(s(Xa,Xc),Xp,s(Xb,Xc)) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_6,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( sameside(Xb,Xp,Xa) 51.86/52.14 | ~ sameside(Xa,Xp,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_12a,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.14 ( ~ perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.14 | perpAt(Xp,Xq,Xc,Xa,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_6,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 51.86/52.14 ( ~ le(Xa,Xb,Xc,Xd) 51.86/52.14 | ~ s_e(Xa,Xb,Xa1,Xb1) 51.86/52.14 | ~ s_e(Xc,Xd,Xc1,Xd1) 51.86/52.14 | le(Xa1,Xb1,Xc1,Xd1) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_14b,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xc] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xc) 51.86/52.14 | perpAt(Xa,Xb,Xc,Xp,Xq) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) 51.86/52.14 | ~ perp(Xa,Xb,Xp,Xq) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_4b,axiom,( 51.86/52.14 ! [Xp,Xa,Xr,Xq] : 51.86/52.14 ( ~ s_m(Xp,Xa,Xq) 51.86/52.14 | Xr = Xq 51.86/52.14 | ~ s_m(Xp,Xa,Xr) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_3,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1] : 51.86/52.14 ( s_r(Xa1,Xb,Xc) 51.86/52.14 | ~ s_col(Xb,Xa,Xa1) 51.86/52.14 | Xb = Xa 51.86/52.14 | ~ s_r(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_14a,axiom,( 51.86/52.14 ! [Xa,Xb] : s_t(Xa,Xb,ext(Xa,Xb,alpha,gamma)) )). 51.86/52.14 51.86/52.14 fof(aSatz4_14,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1] : 51.86/52.14 ( s_e3(Xa,Xb,Xc,Xa1,Xb1,insert5(Xa,Xb,Xc,Xa1,Xb1)) 51.86/52.14 | ~ s_e(Xa,Xb,Xa1,Xb1) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_6,axiom,( 51.86/52.14 ! [Xa,Xc,Xp,Xb,Xq] : 51.86/52.14 ( ( s_t(Xa,op(Xq,Xb,Xp,Xc,Xa),Xb) 51.86/52.14 | ~ s_t(Xb,Xq,Xc) 51.86/52.14 | ~ s_t(Xa,Xc,Xp) ) 51.86/52.14 & ( s_t(Xp,Xq,op(Xq,Xb,Xp,Xc,Xa)) 51.86/52.14 | ~ s_t(Xb,Xq,Xc) 51.86/52.14 | ~ s_t(Xa,Xc,Xp) ) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13d,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq] : 51.86/52.14 ( samesideline(Xq,Xp,Xa,Xb) 51.86/52.14 | ~ samesideline(Xp,Xq,Xa,Xb) 51.86/52.14 | Xa = Xb ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_18,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ( s_col(Xa,Xb,foot(Xa,Xb,Xc)) 51.86/52.14 | s_col(Xa,Xb,Xc) ) 51.86/52.14 & ( s_col(Xa,Xb,Xc) 51.86/52.14 | perp(Xa,Xb,Xc,foot(Xa,Xb,Xc)) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_17a,axiom,( 51.86/52.14 ! [Xp,Xq] : 51.86/52.14 ( s_col(Xp,Xq,Xp) 51.86/52.14 | Xq = Xp ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_10,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.14 ( ~ s_r(Xa,Xb,Xc) 51.86/52.14 | ~ s_e3(Xa,Xb,Xc,Xa1,Xb1,Xc1) 51.86/52.14 | s_r(Xa1,Xb1,Xc1) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_4b,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( sameside(Xa,Xp,Xb) 51.86/52.14 | ~ s_col(Xa,Xp,Xb) 51.86/52.14 | s_t(Xa,Xp,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13f_case1,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xcs] : 51.86/52.14 ( Xq = Xp 51.86/52.14 | samesideline(Xr,Xcs,Xp,Xq) 51.86/52.14 | opposite(Xr,Xp,Xq,Xcs) 51.86/52.14 | Xp != foot(Xp,Xq,Xr) 51.86/52.14 | s_col(Xp,Xq,Xcs) 51.86/52.14 | s_col(Xp,Xq,Xr) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_18a,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.14 ( s_col(Xa,Xb,Xc) 51.86/52.14 | ~ s_col(Xa,Xb,Xq) 51.86/52.14 | ~ perp(Xa,Xb,Xc,Xq) 51.86/52.14 | Xp = Xq 51.86/52.14 | ~ perp(Xa,Xb,Xc,Xp) 51.86/52.14 | ~ s_col(Xa,Xb,Xp) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_14c,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.14 ( il(Xa,Xb,Xp,Xq) = Xc 51.86/52.14 | ~ perpAt(Xa,Xb,Xc,Xp,Xq) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn8_1,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ( ~ s_r(Xa,Xb,Xc) 51.86/52.14 | s_e(Xa,Xc,Xa,s(Xb,Xc)) ) 51.86/52.14 & ( ~ s_e(Xa,Xc,Xa,s(Xb,Xc)) 51.86/52.14 | s_r(Xa,Xb,Xc) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_13,axiom,( 51.86/52.14 ! [Xb,Xc,Xa] : 51.86/52.14 ( Xb = Xc 51.86/52.14 | ~ s_e(Xb,Xc,Xa,Xa) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_11,axiom,( 51.86/52.14 ! [Xa,Xc,Xd] : le(Xa,Xa,Xc,Xd) )). 51.86/52.14 51.86/52.14 fof(aSatz4_16,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 51.86/52.14 ( ~ s_fs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 51.86/52.14 | s_e(Xc,Xd,Xc1,Xd1) 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_2,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( ~ s_e(Xa,Xb,Xc,Xd) 51.86/52.14 | s_e(Xc,Xd,Xa,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_12a1,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( le(Xa,Xb,Xa,Xc) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_4,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_t(Xa,Xb,Xc) 51.86/52.14 | Xb = Xa 51.86/52.14 | ~ s_t(Xb,Xa,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_10a,axiom,( 51.86/52.14 ! [Xa,Xp] : 51.86/52.14 ( Xa = Xp 51.86/52.14 | Xp != s(Xa,Xp) ) )). 51.86/52.14 51.86/52.14 fof(aSatz10_5,axiom,( 51.86/52.14 ! [Xa,Xb,Xp] : 51.86/52.14 ( reflect(Xa,Xb,reflect(Xa,Xb,Xp)) = Xp 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_12b,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq] : 51.86/52.14 ( perp(Xp,Xq,Xa,Xb) 51.86/52.14 | ~ perp(Xa,Xb,Xp,Xq) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_1,axiom,( 51.86/52.14 ! [Xa,Xb] : s_e(Xa,Xb,Xa,Xb) )). 51.86/52.14 51.86/52.14 fof(aSatz4_3,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xa1,Xb1,Xc1] : 51.86/52.14 ( ~ s_e(Xa,Xc,Xa1,Xc1) 51.86/52.14 | s_e(Xa,Xb,Xa1,Xb1) 51.86/52.14 | ~ s_e(Xb,Xc,Xb1,Xc1) 51.86/52.14 | ~ s_t(Xa1,Xb1,Xc1) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_4a,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xc,Xcs,Xr,Xm,U] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xcs) 51.86/52.14 | ~ perp(Xp,Xq,Xa,Xr) 51.86/52.14 | ~ perp(Xp,Xq,Xc,Xcs) 51.86/52.14 | ~ le(Xcs,Xc,Xr,Xa) 51.86/52.14 | Xcs = Xr 51.86/52.14 | sameside(s(Xm,U),Xcs,Xc) 51.86/52.14 | ~ sameside(U,Xr,Xa) 51.86/52.14 | ~ s_m(Xr,Xm,Xcs) 51.86/52.14 | ~ s_col(Xp,Xq,Xr) 51.86/52.14 | Xq = Xp 51.86/52.14 | ~ opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_2,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1] : 51.86/52.14 ( ~ s_ifs(Xa,Xb,Xc,Xd,Xa1,Xb1,Xc1,Xd1) 51.86/52.14 | s_e(Xb,Xd,Xb1,Xd1) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_21,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd,Xp] : 51.86/52.14 ( ~ s_e(Xa,Xb,Xc,Xd) 51.86/52.14 | s_m(Xa,Xp,Xc) 51.86/52.14 | ~ s_col(Xb,Xp,Xd) 51.86/52.14 | ~ s_col(Xa,Xp,Xc) 51.86/52.14 | ~ s_e(Xb,Xc,Xd,Xa) 51.86/52.14 | Xd = Xb 51.86/52.14 | s_col(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_4a,axiom,( 51.86/52.14 ! [Xp,Xa] : s_m(Xp,Xa,s(Xa,Xp)) )). 51.86/52.14 51.86/52.14 fof(aSatz6_13b,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | le(Xp,Xa,Xp,Xb) 51.86/52.14 | ~ s_t(Xp,Xa,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_20b,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp] : 51.86/52.14 ( ~ s_r(Xa,Xb,Xc) 51.86/52.14 | Xb = Xc 51.86/52.14 | Xp != Xa 51.86/52.14 | ~ s_m(s(Xa,Xc),Xp,s(Xb,Xc)) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_7,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_r(Xa,Xb,Xc) 51.86/52.14 | Xc = Xb 51.86/52.14 | ~ s_r(Xa,Xc,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13f,axiom,( 51.86/52.14 ! [Xp,Xq,Xr,Xcs] : 51.86/52.14 ( opposite(Xr,Xp,Xq,Xcs) 51.86/52.14 | samesideline(Xr,Xcs,Xp,Xq) 51.86/52.14 | s_col(Xp,Xq,Xcs) 51.86/52.14 | s_col(Xp,Xq,Xr) 51.86/52.14 | Xp = Xq ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_5,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xc,Xr,Xb] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xr) 51.86/52.14 | ~ sameside(Xa,Xr,Xb) 51.86/52.14 | opposite(Xb,Xp,Xq,Xc) 51.86/52.14 | ~ opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aNarbouxLemma1,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_e(Xa,Xc,Xa,Xb) 51.86/52.14 | Xc = Xb 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_12,axiom,( 51.86/52.14 ! [Xa,Xb] : s_col(Xa,Xa,Xb) )). 51.86/52.14 51.86/52.14 fof(aperp1,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq] : 51.86/52.14 ( perp(Xb,Xa,Xp,Xq) 51.86/52.14 | ~ perp(Xa,Xb,Xp,Xq) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn7_23,axiom,( 51.86/52.14 ! [Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2] : 51.86/52.14 ( ( s_t(Xa1,Xc,Xa2) 51.86/52.14 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) 51.86/52.14 & ( s_t(Xb1,Xc,Xb2) 51.86/52.14 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) 51.86/52.14 & ( s_e(Xc,Xa1,Xc,Xb1) 51.86/52.14 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) 51.86/52.14 & ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 51.86/52.14 | s_e(Xc,Xa2,Xc,Xb2) ) 51.86/52.14 & ( ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 51.86/52.14 | s_m(Xa2,Xm2,Xb2) ) 51.86/52.14 & ( ~ s_t(Xb1,Xc,Xb2) 51.86/52.14 | ~ s_e(Xc,Xa1,Xc,Xb1) 51.86/52.14 | ~ s_m(Xa1,Xm1,Xb1) 51.86/52.14 | ~ s_m(Xa2,Xm2,Xb2) 51.86/52.14 | s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) 51.86/52.14 | ~ s_e(Xc,Xa2,Xc,Xb2) 51.86/52.14 | ~ s_t(Xa1,Xc,Xa2) ) 51.86/52.14 & ( s_m(Xa1,Xm1,Xb1) 51.86/52.14 | ~ s_kf(Xa1,Xm1,Xb1,Xc,Xb2,Xm2,Xa2) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_4a,axiom,( 51.86/52.14 ! [Xa,Xp,Xb] : 51.86/52.14 ( ( ~ s_t(Xa,Xp,Xb) 51.86/52.14 | ~ sameside(Xa,Xp,Xb) ) 51.86/52.14 & ( ~ sameside(Xa,Xp,Xb) 51.86/52.14 | s_col(Xa,Xp,Xb) ) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13c,axiom,( 51.86/52.14 ! [Xd,Xe,Xd1,Xa,Xb] : 51.86/52.14 ( Xd = Xe 51.86/52.14 | ~ s_t(Xe,Xd,Xd1) 51.86/52.14 | ~ samesideline(Xa,Xb,Xd1,Xe) 51.86/52.14 | samesideline(Xa,Xb,Xd,Xe) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_4,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( ~ s_e(Xa,Xb,Xc,Xd) 51.86/52.14 | s_e(Xb,Xa,Xc,Xd) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_2,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( Xb = Xa 51.86/52.14 | ~ s_t(Xa,Xb,Xc) 51.86/52.14 | ~ s_t(Xa,Xb,Xd) 51.86/52.14 | s_t(Xb,Xd,Xc) 51.86/52.14 | s_t(Xb,Xc,Xd) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_18,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xc1] : 51.86/52.14 ( Xc = Xc1 51.86/52.14 | ~ s_e(Xb,Xc,Xb,Xc1) 51.86/52.14 | ~ s_e(Xa,Xc,Xa,Xc1) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_8,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd,Xe,Xf] : 51.86/52.14 ( ~ le(Xc,Xd,Xe,Xf) 51.86/52.14 | le(Xa,Xb,Xe,Xf) 51.86/52.14 | ~ le(Xa,Xb,Xc,Xd) ) )). 51.86/52.14 51.86/52.14 fof(aSatz2_15,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,XA,XB,XC] : 51.86/52.14 ( ~ s_e(Xa,Xb,XB,XC) 51.86/52.14 | ~ s_e(Xb,Xc,XA,XB) 51.86/52.14 | s_e(Xa,Xc,XA,XC) 51.86/52.14 | ~ s_t(XA,XB,XC) 51.86/52.14 | ~ s_t(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_19,axiom,( 51.86/52.14 ! [Xa,Xb,Xp] : 51.86/52.14 ( s(Xa,s(Xb,Xp)) != s(Xb,s(Xa,Xp)) 51.86/52.14 | Xa = Xb ) )). 51.86/52.14 51.86/52.14 fof(aExtSameSide1,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xp,Xq] : 51.86/52.14 ( Xb = Xa 51.86/52.14 | ~ samesideline(Xp,Xq,Xa,Xb) 51.86/52.14 | samesideline(Xp,Xq,Xa,Xc) 51.86/52.14 | Xc = Xa 51.86/52.14 | ~ s_col(Xa,Xb,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_16a,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( Xb = Xa 51.86/52.14 | ~ s_t(Xc,Xa,Xb) 51.86/52.14 | s_t(Xd,Xc,Xb) 51.86/52.14 | s_t(Xc,Xd,Xb) 51.86/52.14 | ~ s_t(Xd,Xa,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aExtPerp2,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xc,Xd] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xp) 51.86/52.14 | ~ s_col(Xa,Xb,Xq) 51.86/52.14 | Xb = Xa 51.86/52.14 | perp(Xa,Xb,Xc,Xd) 51.86/52.14 | ~ perp(Xp,Xq,Xc,Xd) 51.86/52.14 | Xp = Xq ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13b,axiom,( 51.86/52.14 ! [Xa,Xb,U,V,W] : 51.86/52.14 ( Xb = Xa 51.86/52.14 | ~ s_m(U,V,W) 51.86/52.14 | ~ s_col(Xa,Xb,W) 51.86/52.14 | s_col(Xa,Xb,V) 51.86/52.14 | ~ s_col(Xa,Xb,U) ) )). 51.86/52.14 51.86/52.14 fof(aSatz5_9,axiom,( 51.86/52.14 ! [Xa,Xb,Xc,Xd] : 51.86/52.14 ( ~ le(Xc,Xd,Xa,Xb) 51.86/52.14 | s_e(Xa,Xb,Xc,Xd) 51.86/52.14 | ~ le(Xa,Xb,Xc,Xd) ) )). 51.86/52.14 51.86/52.14 fof(aLemma9_13e,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xb,Xc] : 51.86/52.14 ( ~ opposite(Xa,Xp,Xq,Xb) 51.86/52.14 | ~ samesideline(Xb,Xc,Xp,Xq) 51.86/52.14 | opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_11d,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xc) 51.86/52.14 | s_col(Xb,Xa,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_9,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xb] : 51.86/52.14 ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | ~ opposite(Xa,Xp,Xq,Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz7_13,axiom,( 51.86/52.14 ! [Xp,Xq,Xa] : s_e(Xp,Xq,s(Xa,Xp),s(Xa,Xq)) )). 51.86/52.14 51.86/52.14 fof(aSatz7_25,axiom,( 51.86/52.14 ! [Xc,Xa,Xb] : 51.86/52.14 ( ~ s_e(Xc,Xa,Xc,Xb) 51.86/52.14 | s_m(Xa,isomidpoint(Xa,Xb,Xc),Xb) ) )). 51.86/52.14 51.86/52.14 fof(aSatz8_15,axiom,( 51.86/52.14 ! [Xa,Xb,Xd,Xc] : 51.86/52.14 ( Xa = Xb 51.86/52.14 | ~ perp(Xa,Xb,Xc,Xd) 51.86/52.14 | perpAt(Xa,Xb,Xd,Xc,Xd) 51.86/52.14 | ~ s_col(Xa,Xb,Xd) ) )). 51.86/52.14 51.86/52.14 fof(d_Defn4_4,axiom,( 51.86/52.14 ! [Xa1,Xa2,Xa3,Xb1,Xb2,Xb3] : 51.86/52.14 ( ( s_e(Xa1,Xa2,Xb1,Xb2) 51.86/52.14 | ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) ) 51.86/52.14 & ( s_e(Xa1,Xa3,Xb1,Xb3) 51.86/52.14 | ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) ) 51.86/52.14 & ( ~ s_e(Xa1,Xa2,Xb1,Xb2) 51.86/52.14 | s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) 51.86/52.14 | ~ s_e(Xa2,Xa3,Xb2,Xb3) 51.86/52.14 | ~ s_e(Xa1,Xa3,Xb1,Xb3) ) 51.86/52.14 & ( s_e(Xa2,Xa3,Xb2,Xb3) 51.86/52.14 | ~ s_e3(Xa1,Xa2,Xa3,Xb1,Xb2,Xb3) ) ) )). 51.86/52.14 51.86/52.14 fof(aSatz4_11c,axiom,( 51.86/52.14 ! [Xa,Xb,Xc] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xc) 51.86/52.14 | s_col(Xc,Xb,Xa) ) )). 51.86/52.14 51.86/52.14 fof(aSatz9_8,axiom,( 51.86/52.14 ! [Xa,Xp,Xq,Xc,Xb] : 51.86/52.14 ( ~ samesideline(Xa,Xb,Xp,Xq) 51.86/52.14 | opposite(Xb,Xp,Xq,Xc) 51.86/52.14 | ~ opposite(Xa,Xp,Xq,Xc) ) )). 51.86/52.14 51.86/52.14 fof(aSatz3_3,axiom,( 51.86/52.14 ! [Xa1,Xb1] : s_t(Xa1,Xa1,Xb1) )). 51.86/52.14 51.86/52.14 fof(aSatz6_18,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xr] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xb) 51.86/52.14 | s_col(Xa,Xb,Xr) 51.86/52.14 | ~ s_col(Xp,Xq,Xr) 51.86/52.14 | ~ s_col(Xp,Xq,Xa) 51.86/52.14 | Xq = Xp 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aSatz6_21,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xc,Xd,Xe] : 51.86/52.14 ( ~ s_col(Xp,Xq,Xc) 51.86/52.14 | ~ s_col(Xp,Xq,Xd) 51.86/52.14 | ~ s_col(Xa,Xb,Xe) 51.86/52.14 | s_col(Xp,Xq,Xe) 51.86/52.14 | Xc = Xd 51.86/52.14 | ~ s_col(Xa,Xb,Xd) 51.86/52.14 | ~ s_col(Xa,Xb,Xc) 51.86/52.14 | Xq = Xp 51.86/52.14 | Xb = Xa ) )). 51.86/52.14 51.86/52.14 fof(aExtPerp5,axiom,( 51.86/52.14 ! [Xa,Xb,Xp,Xq,Xc,Xd] : 51.86/52.14 ( ~ s_col(Xa,Xb,Xq) 51.86/52.14 | ~ perp(Xa,Xb,Xc,Xd) 51.86/52.14 | perp(Xp,Xq,Xc,Xd) 51.86/52.14 | Xa = Xb 51.86/52.14 | Xq = Xp 51.86/52.14 | ~ s_col(Xa,Xb,Xp) ) )). 51.86/52.14 51.86/52.14 %------------------------------------------- 51.86/52.14 % Proof found 51.86/52.14 % SZS status Theorem for theBenchmark 51.86/52.14 % SZS output start Proof 51.86/52.14 %ClaNum:476(EqnAxiom:180) 51.86/52.14 %VarNum:3094(SingletonVarNum:1205) 51.86/52.14 %MaxLitNum:12 51.86/52.14 %MaxfuncDepth:3 51.86/52.14 %SharedTerms:30 51.86/52.14 %goalClause: 189 202 203 51.86/52.14 %singleGoalClaCount:3 51.86/52.14 [199]~E(a17,a16) 51.86/52.14 [200]~E(a17,a15) 51.86/52.14 [201]~E(a16,a15) 51.86/52.14 [202]~E(a9,a8) 51.86/52.14 [203]~E(a10,a11) 51.86/52.14 [204]~P2(a17,a16,a15) 51.86/52.14 [205]~P2(a16,a15,a17) 51.86/52.14 [206]~P2(a15,a17,a16) 51.86/52.14 [189]E(f7(a8,a9,a10),f7(a8,a9,a11)) 51.86/52.14 [182]P2(x1821,x1822,x1822) 51.86/52.14 [183]P2(x1831,x1831,x1832) 51.86/52.14 [184]P3(x1841,x1842,x1841) 51.86/52.14 [185]P3(x1851,x1851,x1852) 51.86/52.14 [186]P4(x1861,x1862,x1862) 51.86/52.14 [190]P12(x1901,x1902,x1902,x1901) 51.86/52.14 [191]P12(x1911,x1912,x1911,x1912) 51.86/52.14 [192]P12(x1921,x1921,x1922,x1922) 51.86/52.14 [193]P13(x1931,x1932,x1931,x1932) 51.86/52.14 [187]P5(x1871,x1872,f1(x1872,x1871)) 51.86/52.14 [188]P5(x1881,f6(x1881,x1882),x1882) 51.86/52.14 [207]~E(f14(x2071,x2072,a15,a16),x2072) 51.86/52.14 [181]E(f1(x1811,f1(x1811,x1812)),x1812) 51.86/52.14 [194]P13(x1941,x1941,x1942,x1943) 51.86/52.14 [195]P12(x1951,x1952,f1(x1953,x1951),f1(x1953,x1952)) 51.86/52.14 [197]P2(x1971,x1972,f14(x1971,x1972,x1973,x1974)) 51.86/52.14 [198]P12(x1981,f14(x1982,x1981,x1983,x1984),x1983,x1984) 51.86/52.14 [213]P18(x2131,x2132,x2131)+E(x2131,x2132) 51.86/52.14 [215]~E(x2152,x2151)+P5(x2151,x2152,x2151) 51.86/52.14 [216]~P2(x2161,x2162,x2161)+E(x2161,x2162) 51.86/52.14 [217]~P5(x2171,x2172,x2171)+E(x2171,x2172) 51.86/52.14 [218]~P4(x2182,x2181,x2182)+E(x2181,x2182) 51.86/52.14 [208]~E(x2082,x2081)+E(f1(x2081,x2082),x2082) 51.86/52.14 [209]E(x2091,x2092)+~E(f1(x2092,x2091),x2091) 51.86/52.14 [225]E(x2251,x2252)+~P3(x2251,x2252,f19(x2251,x2252)) 51.86/52.14 [219]~E(x2191,x2192)+~P18(x2193,x2192,x2191) 51.86/52.14 [220]~E(x2201,x2202)+~P18(x2203,x2201,x2202) 51.86/52.14 [221]~E(x2211,x2212)+~P18(x2212,x2211,x2213) 51.86/52.14 [222]~E(x2221,x2222)+~P18(x2221,x2222,x2223) 51.86/52.14 [226]~P2(x2263,x2262,x2261)+P2(x2261,x2262,x2263) 51.86/52.14 [227]~P5(x2271,x2272,x2273)+P2(x2271,x2272,x2273) 51.86/52.14 [228]~P18(x2283,x2282,x2281)+P18(x2281,x2282,x2283) 51.86/52.14 [229]~P5(x2293,x2292,x2291)+P5(x2291,x2292,x2293) 51.86/52.14 [230]~P2(x2302,x2303,x2301)+P3(x2301,x2302,x2303) 51.86/52.14 [231]~P3(x2312,x2313,x2311)+P3(x2311,x2312,x2313) 51.86/52.14 [232]~P2(x2323,x2321,x2322)+P3(x2321,x2322,x2323) 51.86/52.14 [233]~P2(x2331,x2332,x2333)+P3(x2331,x2332,x2333) 51.86/52.14 [234]~P18(x2341,x2342,x2343)+P3(x2341,x2342,x2343) 51.86/52.14 [235]~P3(x2353,x2352,x2351)+P3(x2351,x2352,x2353) 51.86/52.14 [236]~P3(x2363,x2361,x2362)+P3(x2361,x2362,x2363) 51.86/52.14 [237]~P3(x2372,x2371,x2373)+P3(x2371,x2372,x2373) 51.86/52.14 [238]~P3(x2381,x2383,x2382)+P3(x2381,x2382,x2383) 51.86/52.14 [239]~P4(x2393,x2392,x2391)+P4(x2391,x2392,x2393) 51.86/52.14 [249]~P18(x2491,x2492,x2493)+~P2(x2491,x2492,x2493) 51.86/52.14 [296]~P5(x2962,x2961,x2963)+P12(x2961,x2962,x2961,x2963) 51.86/52.14 [299]~P12(x2992,x2991,x2993,x2993)+E(x2991,x2992) 51.86/52.14 [300]~P12(x3001,x3002,x3003,x3003)+E(x3001,x3002) 51.86/52.14 [210]E(x2101,x2102)+~E(f1(x2103,x2101),f1(x2103,x2102)) 51.86/52.14 [211]E(x2111,x2112)+~E(f1(x2111,x2113),f1(x2112,x2113)) 51.86/52.14 [223]~P5(x2232,x2231,x2233)+E(f1(x2231,x2232),x2233) 51.86/52.14 [246]E(x2461,x2462)+P3(x2462,x2461,f21(x2462,x2461,x2463)) 51.86/52.14 [248]~P4(x2481,x2482,x2483)+P4(x2481,x2482,f1(x2482,x2483)) 51.86/52.14 [250]~P18(x2501,x2502,x2503)+~E(f22(x2501,x2502,x2503),x2502) 51.86/52.14 [259]P3(x2591,x2592,x2593)+P3(x2591,x2592,f23(x2591,x2592,x2593)) 51.86/52.14 [278]~P18(x2783,x2782,x2781)+P2(x2781,x2782,f22(x2783,x2782,x2781)) 51.86/52.14 [279]~P18(x2791,x2792,x2793)+P2(x2791,x2792,f22(x2791,x2792,x2793)) 51.86/52.14 [284]E(x2841,x2842)+P2(x2843,f21(x2842,x2841,x2843),f25(x2842,x2841,x2843)) 51.86/52.14 [297]E(x2971,x2972)+P27(x2971,x2972,f25(x2971,x2972,x2973),x2971) 51.86/52.14 [298]~P4(x2981,x2983,x2982)+P12(x2981,x2982,x2981,f1(x2983,x2982)) 51.86/52.14 [302]P3(x3021,x3022,x3023)+P27(x3021,x3022,x3023,f23(x3021,x3022,x3023)) 51.86/52.14 [313]P4(x3131,x3132,x3133)+~P12(x3131,x3133,x3131,f1(x3132,x3133)) 51.86/52.14 [320]~P12(x3203,x3201,x3203,x3202)+P5(x3201,f30(x3201,x3202,x3203),x3202) 51.86/52.14 [224]E(x2241,x2242)+~E(f1(x2241,f1(x2242,x2243)),f1(x2242,f1(x2241,x2243))) 51.86/52.14 [247]E(x2471,x2472)+E(f7(x2472,x2471,f7(x2472,x2471,x2473)),x2473) 51.86/52.14 [290]E(x2901,x2902)+P3(x2901,x2902,f6(x2903,f7(x2901,x2902,x2903))) 51.86/52.14 [301]~E(x3011,x3012)+~P28(x3013,x3014,x3012,x3011) 51.86/52.14 [308]~P3(x3081,x3082,x3083)+~P28(x3084,x3083,x3081,x3082) 51.86/52.14 [309]~P3(x3091,x3092,x3093)+~P28(x3093,x3094,x3091,x3092) 51.86/52.14 [310]~P3(x3101,x3102,x3103)+~P29(x3104,x3101,x3102,x3103) 51.86/52.14 [311]~P3(x3111,x3112,x3113)+~P29(x3113,x3111,x3112,x3114) 51.86/52.14 [315]P13(x3153,x3154,x3151,x3152)+P13(x3151,x3152,x3153,x3154) 51.86/52.14 [327]~P12(x3273,x3274,x3271,x3272)+P12(x3271,x3272,x3273,x3274) 51.86/52.14 [328]~P12(x3282,x3281,x3284,x3283)+P12(x3281,x3282,x3283,x3284) 51.86/52.14 [329]~P12(x3292,x3291,x3293,x3294)+P12(x3291,x3292,x3293,x3294) 51.86/52.14 [330]~P12(x3301,x3302,x3304,x3303)+P12(x3301,x3302,x3303,x3304) 51.86/52.14 [331]~P27(x3313,x3314,x3311,x3312)+P27(x3311,x3312,x3313,x3314) 51.86/52.14 [332]~P27(x3322,x3321,x3323,x3324)+P27(x3321,x3322,x3323,x3324) 51.86/52.14 [333]~P27(x3331,x3332,x3334,x3333)+P27(x3331,x3332,x3333,x3334) 51.86/52.14 [334]~P28(x3341,x3342,x3344,x3343)+P28(x3341,x3342,x3343,x3344) 51.86/52.14 [335]~P29(x3354,x3352,x3353,x3351)+P29(x3351,x3352,x3353,x3354) 51.86/52.14 [350]~P29(x3501,x3503,x3504,x3502)+~P28(x3501,x3502,x3503,x3504) 51.86/52.14 [261]~P2(x2612,x2613,x2614)+P2(f1(x2611,x2612),f1(x2611,x2613),f1(x2611,x2614)) 51.86/52.14 [262]~P18(x2622,x2623,x2624)+P18(f1(x2621,x2622),f1(x2621,x2623),f1(x2621,x2624)) 51.86/52.14 [283]P2(x2831,x2832,x2833)+~P2(f1(x2834,x2831),f1(x2834,x2832),f1(x2834,x2833)) 51.86/52.14 [351]~P28(x3511,x3512,x3513,x3514)+~E(f31(x3511,x3512,x3513,x3514),x3511) 51.86/52.14 [352]~P28(x3521,x3522,x3523,x3524)+~E(f32(x3521,x3522,x3523,x3524),x3522) 51.86/52.14 [361]~P13(x3611,x3612,x3613,x3614)+P2(x3611,x3612,f38(x3613,x3614,x3611,x3612)) 51.86/52.14 [362]~P29(x3623,x3621,x3622,x3624)+P3(x3621,x3622,f39(x3623,x3624,x3621,x3622)) 51.86/52.14 [363]~P28(x3633,x3634,x3631,x3632)+P3(x3631,x3632,f32(x3633,x3634,x3631,x3632)) 51.86/52.14 [364]~P28(x3643,x3644,x3641,x3642)+P3(x3641,x3642,f31(x3643,x3644,x3641,x3642)) 51.86/52.14 [365]~P29(x3651,x3653,x3654,x3652)+P2(x3651,f39(x3651,x3652,x3653,x3654),x3652) 51.86/52.14 [379]~P13(x3791,x3794,x3792,x3793)+P12(x3791,f38(x3792,x3793,x3791,x3794),x3792,x3793) 51.86/52.14 [380]~P28(x3801,x3802,x3803,x3804)+~E(f40(x3801,x3802,x3803,x3804),f32(x3801,x3802,x3803,x3804)) 51.86/52.14 [381]~P28(x3811,x3812,x3813,x3814)+~E(f40(x3811,x3812,x3813,x3814),f31(x3811,x3812,x3813,x3814)) 51.86/52.14 [388]~P28(x3882,x3881,x3883,x3884)+P2(x3881,f32(x3882,x3881,x3883,x3884),f40(x3882,x3881,x3883,x3884)) 51.86/52.14 [389]~P28(x3891,x3892,x3893,x3894)+P2(x3891,f31(x3891,x3892,x3893,x3894),f40(x3891,x3892,x3893,x3894)) 51.86/52.14 [412]~P27(x4121,x4122,x4123,x4124)+P41(x4121,x4122,f39(x4121,x4122,x4123,x4124),x4123,x4124) 51.86/52.14 [403]~P13(x4033,x4034,x4031,x4032)+P2(x4031,f14(f14(x4032,x4031,a15,a16),x4031,x4033,x4034),x4032) 51.86/52.14 [413]~P13(x4131,x4132,x4133,x4134)+P12(x4131,x4132,x4133,f14(f14(x4134,x4133,a15,a16),x4133,x4131,x4132)) 51.86/52.14 [417]~P13(x4171,x4172,x4174,x4173)+E(f14(x4171,x4172,f14(f14(x4173,x4174,a15,a16),x4174,x4171,x4172),x4173),f38(x4174,x4173,x4171,x4172)) 51.86/52.14 [400]~E(x4001,x4002)+~P41(x4003,x4004,x4005,x4001,x4002) 51.86/52.14 [402]~E(x4021,x4022)+~P41(x4021,x4022,x4023,x4024,x4025) 51.86/52.14 [405]P3(x4051,x4052,x4053)+~P41(x4054,x4055,x4053,x4051,x4052) 51.86/52.14 [407]P3(x4071,x4072,x4073)+~P41(x4071,x4072,x4073,x4074,x4075) 51.86/52.14 [415]P27(x4151,x4152,x4153,x4154)+~P41(x4151,x4152,x4155,x4153,x4154) 51.86/52.14 [422]~P41(x4224,x4225,x4223,x4221,x4222)+P41(x4221,x4222,x4223,x4224,x4225) 51.86/52.14 [349]~P12(x3492,x3493,x3494,x3495)+P12(f1(x3491,x3492),f1(x3491,x3493),f1(x3491,x3494),f1(x3491,x3495)) 51.86/52.14 [354]P12(x3541,x3542,x3543,x3544)+~P12(f1(x3545,x3541),f1(x3545,x3542),f1(x3545,x3543),f1(x3545,x3544)) 51.86/52.14 [416]~P41(x4161,x4162,x4165,x4163,x4164)+E(f39(x4161,x4162,x4163,x4164),x4165) 51.86/52.14 [426]~P41(x4261,x4262,x4265,x4263,x4264)+~E(f44(x4261,x4262,x4263,x4264,x4265),x4265) 51.86/52.14 [427]~P41(x4271,x4272,x4275,x4273,x4274)+~E(f45(x4271,x4272,x4273,x4274,x4275),x4275) 51.86/52.14 [432]~P41(x4321,x4322,x4325,x4323,x4324)+P3(x4321,x4322,f45(x4321,x4322,x4323,x4324,x4325)) 51.86/52.14 [433]~P41(x4333,x4334,x4335,x4331,x4332)+P3(x4331,x4332,f44(x4333,x4334,x4331,x4332,x4335)) 51.86/52.14 [434]~P41(x4341,x4342,x4345,x4343,x4344)+P4(f45(x4341,x4342,x4343,x4344,x4345),x4345,f44(x4341,x4342,x4343,x4344,x4345)) 51.86/52.14 [442]P12(x4421,x4422,x4423,x4424)+~P49(x4425,x4421,x4422,x4426,x4423,x4424) 51.86/52.14 [443]P12(x4431,x4432,x4433,x4434)+~P49(x4431,x4435,x4432,x4433,x4436,x4434) 51.86/52.14 [444]P12(x4441,x4442,x4443,x4444)+~P49(x4441,x4442,x4445,x4443,x4444,x4446) 51.86/52.14 [448]P2(x4481,x4482,x4483)+~P52(x4484,x4485,x4481,x4482,x4483,x4486,x4487) 51.86/52.14 [449]P2(x4491,x4492,x4493)+~P52(x4491,x4494,x4495,x4492,x4496,x4497,x4493) 51.86/52.14 [450]P2(x4501,x4502,x4503)+~P52(x4504,x4501,x4505,x4502,x4506,x4503,x4507) 51.86/52.14 [451]P5(x4511,x4512,x4513)+~P52(x4514,x4515,x4516,x4517,x4513,x4512,x4511) 51.86/52.14 [452]P5(x4521,x4522,x4523)+~P52(x4521,x4522,x4523,x4524,x4525,x4526,x4527) 51.86/52.14 [453]P12(x4531,x4532,x4531,x4533)+~P52(x4532,x4534,x4533,x4531,x4535,x4536,x4537) 51.86/52.14 [454]P12(x4541,x4542,x4541,x4543)+~P52(x4544,x4545,x4546,x4541,x4543,x4547,x4542) 51.86/52.14 [459]P2(x4591,x4592,x4593)+~P53(x4594,x4595,x4596,x4597,x4591,x4592,x4593,x4598) 51.86/52.14 [460]P2(x4601,x4602,x4603)+~P53(x4601,x4602,x4603,x4604,x4605,x4606,x4607,x4608) 51.86/52.14 [461]P2(x4611,x4612,x4613)+~P54(x4614,x4615,x4616,x4617,x4611,x4612,x4613,x4618) 51.86/52.14 [462]P2(x4621,x4622,x4623)+~P54(x4621,x4622,x4623,x4624,x4625,x4626,x4627,x4628) 51.86/52.14 [463]P3(x4631,x4632,x4633)+~P55(x4631,x4632,x4633,x4634,x4635,x4636,x4637,x4638) 51.86/52.14 [464]P12(x4641,x4642,x4643,x4644)+~P55(x4645,x4641,x4646,x4642,x4647,x4643,x4648,x4644) 51.86/52.14 [465]P12(x4651,x4652,x4653,x4654)+~P54(x4655,x4651,x4652,x4656,x4657,x4653,x4654,x4658) 51.86/52.14 [466]P12(x4661,x4662,x4663,x4664)+~P55(x4661,x4665,x4666,x4662,x4663,x4667,x4668,x4664) 51.86/52.14 [467]P12(x4671,x4672,x4673,x4674)+~P53(x4671,x4675,x4672,x4676,x4673,x4677,x4674,x4678) 51.86/52.14 [468]P12(x4681,x4682,x4683,x4684)+~P53(x4685,x4686,x4681,x4682,x4687,x4688,x4683,x4684) 51.86/52.14 [469]P12(x4691,x4692,x4693,x4694)+~P53(x4695,x4691,x4696,x4692,x4697,x4693,x4698,x4694) 51.86/52.14 [470]P12(x4701,x4702,x4703,x4704)+~P53(x4705,x4701,x4702,x4706,x4707,x4703,x4704,x4708) 51.86/52.14 [471]P12(x4711,x4712,x4713,x4714)+~P53(x4711,x4715,x4716,x4712,x4713,x4717,x4718,x4714) 51.86/52.14 [472]P12(x4721,x4722,x4723,x4724)+~P54(x4725,x4721,x4726,x4722,x4727,x4723,x4728,x4724) 51.86/52.14 [473]P12(x4731,x4732,x4733,x4734)+~P54(x4731,x4735,x4736,x4732,x4733,x4737,x4738,x4734) 51.86/52.14 [474]P12(x4741,x4742,x4743,x4744)+~P54(x4741,x4742,x4745,x4746,x4743,x4744,x4747,x4748) 51.86/52.14 [476]P49(x4761,x4762,x4763,x4764,x4765,x4766)+~P55(x4761,x4762,x4763,x4767,x4764,x4765,x4766,x4768) 51.86/52.14 [253]~P4(x2533,x2531,x2532)+E(x2531,x2532)+~P4(x2533,x2532,x2531) 51.86/52.14 [254]~P2(x2541,x2542,x2543)+E(x2541,x2542)+~P2(x2542,x2541,x2543) 51.86/52.14 [257]P2(x2571,x2573,x2572)+~P18(x2573,x2571,x2572)+P2(x2571,x2572,x2573) 51.86/52.14 [258]P18(x2581,x2582,x2583)+~P3(x2581,x2582,x2583)+P2(x2581,x2582,x2583) 51.86/52.14 [305]~P2(x3053,x3051,x3052)+~P3(x3053,x3051,x3052)+P13(x3051,x3052,x3053,x3052) 51.86/52.14 [306]~P2(x3061,x3062,x3063)+~P18(x3062,x3061,x3063)+P13(x3061,x3062,x3061,x3063) 51.86/52.14 [307]~P2(x3071,x3072,x3073)+~P3(x3071,x3072,x3073)+P13(x3071,x3072,x3071,x3073) 51.86/52.14 [312]~P12(x3123,x3122,x3123,x3121)+E(x3121,x3122)+~P2(x3123,x3121,x3122) 51.86/52.14 [316]~P18(x3162,x3161,x3163)+~P13(x3161,x3162,x3161,x3163)+P2(x3161,x3162,x3163) 51.86/52.14 [317]~P2(x3171,x3172,x3173)+~P12(x3172,x3171,x3172,x3173)+P5(x3171,x3172,x3173) 51.86/52.14 [260]E(x2601,x2602)+P3(x2601,x2602,x2603)+P3(x2601,x2602,f24(x2601,x2602,x2603)) 51.86/52.14 [295]E(x2951,x2952)+P3(x2952,x2951,x2953)+P2(x2953,f24(x2952,x2951,x2953),f26(x2952,x2951,x2953)) 51.86/52.14 [303]E(x3031,x3032)+P3(x3032,x3031,x3033)+P27(x3032,x3031,f26(x3032,x3031,x3033),x3032) 51.86/52.14 [304]E(x3041,x3042)+P27(x3041,x3042,x3043,f7(x3041,x3042,x3043))+E(f7(x3041,x3042,x3043),x3043) 51.86/52.14 [251]~P5(x2513,x2514,x2511)+E(x2511,x2512)+~P5(x2513,x2514,x2512) 51.86/52.14 [252]~P5(x2523,x2521,x2524)+E(x2521,x2522)+~P5(x2523,x2522,x2524) 51.86/52.14 [263]~P2(x2634,x2632,x2633)+P2(x2631,x2632,x2633)+~P2(x2634,x2631,x2632) 51.86/52.14 [264]~P2(x2641,x2644,x2643)+P2(x2641,x2642,x2643)+~P2(x2644,x2642,x2643) 51.86/52.14 [265]~P2(x2651,x2652,x2654)+P2(x2651,x2652,x2653)+~P2(x2651,x2654,x2653) 51.86/52.14 [266]~P2(x2661,x2662,x2664)+P2(x2661,x2662,x2663)+~P2(x2662,x2663,x2664) 51.86/52.14 [267]~P18(x2671,x2672,x2674)+P18(x2671,x2672,x2673)+~P18(x2674,x2672,x2673) 51.86/52.14 [321]~P27(x3211,x3212,x3213,x3214)+~P3(x3211,x3212,x3213)+~P3(x3211,x3212,x3214) 51.86/52.14 [337]~P28(x3374,x3373,x3371,x3372)+E(x3371,x3372)+P28(x3373,x3374,x3371,x3372) 51.86/52.14 [371]~P13(x3713,x3714,x3711,x3712)+~P13(x3711,x3712,x3713,x3714)+P12(x3711,x3712,x3713,x3714) 51.86/52.14 [212]E(x2121,x2122)+~E(f1(x2123,x2121),x2124)+~E(f1(x2123,x2122),x2124) 51.86/52.14 [242]E(x2421,x2422)+~E(x2424,f7(x2421,x2422,x2423))+E(x2423,f7(x2421,x2422,x2424)) 51.86/52.14 [243]E(x2431,x2432)+~E(x2433,f7(x2431,x2432,x2434))+E(f7(x2431,x2432,x2433),x2434) 51.86/52.14 [291]P4(x2911,x2912,x2913)+~P4(x2912,x2911,x2914)+~P5(f1(x2912,x2914),x2913,f1(x2911,x2914)) 51.86/52.14 [391]E(x3911,x3912)+E(x3913,x3914)+P18(f14(f14(x3912,x3911,a15,a16),x3911,x3914,x3913),x3911,x3912) 51.86/52.14 [342]~P28(x3425,x3422,x3423,x3424)+P28(x3421,x3422,x3423,x3424)+~P18(x3425,x3424,x3421) 51.86/52.14 [343]~P12(x3431,x3432,x3433,x3435)+P13(x3431,x3432,x3433,x3434)+~P2(x3433,x3435,x3434) 51.86/52.14 [344]~P12(x3441,x3445,x3443,x3444)+P13(x3441,x3442,x3443,x3444)+~P2(x3441,x3442,x3445) 51.86/52.14 [372]~P29(x3725,x3722,x3723,x3724)+P29(x3721,x3722,x3723,x3724)+~P28(x3725,x3721,x3722,x3723) 51.86/52.14 [373]~P29(x3731,x3732,x3733,x3735)+P29(x3731,x3732,x3733,x3734)+~P28(x3735,x3734,x3732,x3733) 51.86/52.14 [418]~P2(x4183,x4182,x4184)+~P2(x4185,x4184,x4181)+P2(x4181,x4182,f42(x4182,x4183,x4181,x4184,x4185)) 51.86/52.14 [419]~P2(x4194,x4195,x4193)+~P2(x4192,x4191,x4193)+P2(x4191,f43(x4192,x4191,x4193,x4194,x4195),x4194) 51.86/52.14 [420]~P2(x4205,x4201,x4204)+~P2(x4202,x4203,x4204)+P2(x4201,f43(x4202,x4203,x4204,x4205,x4201),x4202) 51.86/52.14 [421]~P2(x4213,x4212,x4215)+~P2(x4211,x4215,x4214)+P2(x4211,f42(x4212,x4213,x4214,x4215,x4211),x4213) 51.86/52.14 [437]~P3(x4371,x4372,x4373)+~P12(x4371,x4372,x4374,x4375)+P49(x4371,x4372,x4373,x4374,x4375,f50(x4371,x4372,x4373,x4374,x4375)) 51.86/52.14 [410]~P12(x4103,x4105,x4101,x4102)+~P2(x4103,x4104,x4105)+P2(x4101,f14(f14(x4102,x4101,a15,a16),x4101,x4103,x4104),x4102) 51.86/52.14 [436]~P2(x4361,x4362,x4363)+~P12(x4361,x4363,x4364,x4365)+P49(x4361,x4362,x4363,x4364,f14(f14(x4365,x4364,a15,a16),x4364,x4361,x4362),x4365) 51.86/52.14 [369]~P12(x3691,x3692,x3695,x3696)+P12(x3691,x3692,x3693,x3694)+~P12(x3695,x3696,x3693,x3694) 51.86/52.14 [370]~P12(x3705,x3706,x3701,x3702)+P12(x3701,x3702,x3703,x3704)+~P12(x3705,x3706,x3703,x3704) 51.86/52.14 [374]~P13(x3741,x3742,x3745,x3746)+P13(x3741,x3742,x3743,x3744)+~P13(x3745,x3746,x3743,x3744) 51.86/52.14 [439]~P49(x4394,x4395,x4396,x4391,x4392,x4393)+P2(x4391,x4392,x4393)+~P2(x4394,x4395,x4396) 51.86/52.14 [440]~P49(x4404,x4405,x4406,x4401,x4402,x4403)+P3(x4401,x4402,x4403)+~P3(x4404,x4405,x4406) 51.86/52.14 [441]~P49(x4414,x4415,x4416,x4411,x4412,x4413)+P4(x4411,x4412,x4413)+~P4(x4414,x4415,x4416) 51.86/52.14 [475]E(x4751,x4752)+~P55(x4752,x4751,x4753,x4754,x4757,x4758,x4755,x4756)+P12(x4753,x4754,x4755,x4756) 51.86/52.14 [241]~P2(x2411,x2412,x2413)+E(x2411,x2412)+P18(x2412,x2411,x2413)+E(a20,x2411) 51.86/52.14 [244]P18(x2442,x2441,x2443)+~P2(x2441,x2443,x2442)+E(x2441,x2442)+E(x2441,x2443) 51.86/52.14 [255]~P3(x2553,x2551,x2552)+~P4(x2553,x2551,x2552)+E(x2551,x2552)+E(x2553,x2551) 51.86/52.14 [280]P2(x2803,x2801,x2802)+P2(x2802,x2803,x2801)+~P3(x2801,x2802,x2803)+P2(x2801,x2802,x2803) 51.86/52.14 [319]~P3(x3191,x3193,x3192)+~P12(x3193,x3191,x3193,x3192)+E(x3191,x3192)+P5(x3191,x3193,x3192) 51.86/52.14 [360]~P3(x3601,x3602,x3603)+~P13(x3602,x3603,x3601,x3603)+~P13(x3601,x3602,x3601,x3603)+P2(x3601,x3602,x3603) 51.86/52.14 [268]~P2(x2681,x2682,x2684)+~P2(x2683,x2681,x2682)+E(x2681,x2682)+P2(x2683,x2681,x2684) 51.86/52.14 [269]~P2(x2693,x2691,x2692)+~P2(x2691,x2692,x2694)+E(x2691,x2692)+P2(x2693,x2692,x2694) 51.86/52.14 [270]~P3(x2701,x2702,x2704)+~P3(x2701,x2702,x2703)+E(x2701,x2702)+P3(x2701,x2703,x2704) 51.86/52.14 [271]~P3(x2712,x2711,x2713)+~P4(x2711,x2712,x2714)+E(x2711,x2712)+P4(x2713,x2712,x2714) 51.86/52.14 [282]~P4(x2824,x2821,x2822)+~P4(x2823,x2821,x2822)+E(x2821,x2822)+~P2(x2823,x2822,x2824) 51.86/52.14 [285]P2(x2851,x2853,x2852)+~P2(x2851,x2853,x2854)+P2(x2851,x2852,x2853)+~P2(x2851,x2852,x2854) 51.86/52.14 [358]~P12(x3583,x3581,x3583,x3582)+~P12(x3584,x3581,x3584,x3582)+E(x3581,x3582)+~P2(x3583,x3581,x3584) 51.86/52.14 [395]~P3(x3951,x3952,x3953)+~P27(x3951,x3952,x3954,x3953)+P41(x3951,x3952,x3953,x3954,x3953)+E(x3951,x3952) 51.86/52.14 [256]~E(x2563,x2564)+E(x2561,x2562)+~P3(x2561,x2562,f6(x2564,x2563))+E(x2563,f7(x2561,x2562,x2564)) 51.86/52.14 [281]~P4(x2813,x2812,x2811)+E(x2811,x2812)+~E(x2813,x2814)+~P5(f1(x2813,x2811),x2814,f1(x2812,x2811)) 51.86/52.14 [324]~P27(x3242,x3241,x3243,x3244)+E(x3241,x3242)+~P3(x3242,x3241,f6(x3243,x3244))+E(f7(x3242,x3241,x3243),x3244) 51.86/52.14 [345]~P28(x3453,x3454,x3455,x3452)+E(x3451,x3452)+P28(x3453,x3454,x3451,x3452)+~P2(x3452,x3451,x3455) 51.86/52.14 [375]~P28(x3753,x3755,x3751,x3752)+E(x3751,x3752)+P28(x3753,x3754,x3751,x3752)+~P28(x3755,x3754,x3751,x3752) 51.86/52.14 [397]~P3(x3974,x3975,x3973)+~P3(x3971,x3972,x3973)+~P27(x3971,x3972,x3974,x3975)+P41(x3971,x3972,x3973,x3974,x3975) 51.86/52.14 [346]~P2(x3461,x3462,x3463)+~P12(x3462,x3463,x3464,x3465)+E(x3461,x3462)+E(x3463,f14(x3461,x3462,x3464,x3465)) 51.86/52.14 [355]~P3(x3552,x3553,x3556)+~P29(x3555,x3552,x3553,x3554)+P29(x3551,x3552,x3553,x3554)+~P18(x3555,x3556,x3551) 51.86/52.14 [435]~P12(x4352,x4353,x4355,x4356)+~P12(x4351,x4352,x4354,x4355)+~P12(x4351,x4353,x4354,x4356)+P49(x4351,x4352,x4353,x4354,x4355,x4356) 51.86/52.14 [445]~P2(x4452,x4453,x4454)+~P2(x4452,x4451,x4455)+~P2(x4455,x4456,x4454)+P2(x4451,f51(x4452,x4453,x4454,x4455,x4456,x4451),x4454) 51.86/52.14 [446]~P2(x4464,x4465,x4463)+~P2(x4462,x4466,x4464)+~P2(x4462,x4461,x4463)+P2(x4461,f51(x4462,x4461,x4463,x4464,x4465,x4466),x4465) 51.86/52.14 [414]~P41(x4146,x4147,x4142,x4144,x4145)+P4(x4141,x4142,x4143)+~P3(x4144,x4145,x4143)+~P3(x4146,x4147,x4141) 51.86/52.14 [387]~P13(x3875,x3876,x3877,x3878)+P13(x3871,x3872,x3873,x3874)+~P12(x3875,x3876,x3871,x3872)+~P12(x3877,x3878,x3873,x3874) 51.86/52.14 [245]~E(x2451,x2454)+~P2(x2453,x2451,x2452)+E(x2451,x2452)+P3(x2454,x2451,x2453)+E(x2451,x2453) 51.86/52.14 [272]~P2(x2723,x2721,x2722)+~P18(x2724,x2721,x2722)+E(x2721,x2722)+P3(x2724,x2721,x2723)+E(x2721,x2723) 51.86/52.14 [286]P2(x2864,x2863,x2862)+~P2(x2863,x2861,x2862)+~P2(x2864,x2861,x2862)+E(x2861,x2862)+P2(x2863,x2864,x2862) 51.86/52.14 [287]P2(x2871,x2874,x2873)+~P2(x2872,x2871,x2873)+~P2(x2872,x2871,x2874)+E(x2871,x2872)+P2(x2871,x2873,x2874) 51.86/52.14 [288]P2(x2881,x2884,x2883)+~P2(x2881,x2882,x2883)+~P2(x2881,x2882,x2884)+E(x2881,x2882)+P2(x2881,x2883,x2884) 51.86/52.14 [325]P28(x3254,x3253,x3251,x3252)+P29(x3254,x3251,x3252,x3253)+E(x3251,x3252)+P3(x3251,x3252,x3253)+P3(x3251,x3252,x3254) 51.86/52.14 [359]~P3(x3594,x3593,x3591)+~P12(x3594,x3591,x3594,x3592)+~P12(x3593,x3591,x3593,x3592)+E(x3591,x3592)+E(x3593,x3594) 51.86/52.14 [292]~P3(x2921,x2922,x2925)+~P3(x2921,x2922,x2924)+E(x2921,x2922)+P3(x2921,x2922,x2923)+~P5(x2924,x2923,x2925) 51.86/52.14 [347]~P3(x3471,x3473,x3472)+~P28(x3474,x3475,x3471,x3473)+E(x3471,x3472)+P28(x3474,x3475,x3471,x3472)+E(x3471,x3473) 51.86/52.14 [378]~P3(x3781,x3782,x3783)+~P12(x3782,x3784,x3782,x3785)+~P12(x3781,x3784,x3781,x3785)+E(x3781,x3782)+P12(x3783,x3784,x3783,x3785) 51.86/52.14 [431]~P41(x4313,x4314,x4311,x4315,x4311)+~P41(x4313,x4314,x4311,x4312,x4311)+E(x4311,x4312)+P3(x4311,x4312,x4315)+E(x4313,x4314) 51.86/52.14 [383]~P12(x3835,x3832,x3836,x3834)+~P12(x3835,x3831,x3836,x3833)+P12(x3831,x3832,x3833,x3834)+~P18(x3831,x3835,x3832)+~P18(x3833,x3836,x3834) 51.86/52.14 [384]~P12(x3845,x3842,x3846,x3844)+~P12(x3841,x3845,x3843,x3846)+P12(x3841,x3842,x3843,x3844)+~P2(x3841,x3845,x3842)+~P2(x3843,x3846,x3844) 51.86/52.14 [385]~P12(x3856,x3852,x3853,x3855)+~P12(x3851,x3856,x3855,x3854)+P12(x3851,x3852,x3853,x3854)+~P2(x3853,x3855,x3854)+~P2(x3851,x3856,x3852) 51.86/52.14 [386]~P12(x3862,x3866,x3864,x3865)+~P12(x3861,x3866,x3863,x3865)+P12(x3861,x3862,x3863,x3864)+~P2(x3863,x3864,x3865)+~P2(x3861,x3862,x3866) 51.86/52.14 [458]~P3(x4581,x4582,x4583)+~P12(x4582,x4584,x4586,x4588)+~P12(x4581,x4584,x4585,x4588)+~P49(x4581,x4582,x4583,x4585,x4586,x4587)+P55(x4581,x4582,x4583,x4584,x4585,x4586,x4587,x4588) 51.86/52.14 [353]E(a33,a20)+E(a34,a35)+P27(a36,a37,a34,a35)+~P3(a33,a20,a34)+~P3(a33,a20,a35)+~P27(a36,a37,a33,a20) 51.86/52.14 [275]P2(x2754,x2751,x2753)+~P2(x2752,x2751,x2753)+~P18(x2752,x2751,x2754)+E(x2751,x2752)+E(x2751,x2753)+E(x2754,x2751) 51.86/52.14 [276]P18(x2762,x2761,x2764)+~P2(x2762,x2761,x2763)+~P2(x2764,x2761,x2763)+E(x2761,x2762)+E(x2761,x2763)+E(x2764,x2761) 51.86/52.14 [277]P18(x2774,x2771,x2773)+~P2(x2773,x2771,x2772)+~P2(x2774,x2771,x2772)+E(x2771,x2772)+E(x2771,x2773)+E(x2774,x2771) 51.86/52.14 [293]~P3(x2931,x2932,x2934)+~P3(x2931,x2932,x2933)+~P3(x2934,x2933,x2935)+E(x2931,x2932)+P3(x2931,x2932,x2935)+E(x2933,x2934) 51.86/52.14 [294]~P3(x2942,x2941,x2945)+~P3(x2942,x2941,x2944)+~P3(x2942,x2941,x2943)+E(x2941,x2942)+P3(x2944,x2943,x2945)+E(x2943,x2944) 51.86/52.14 [318]P29(x3184,x3181,x3182,x3183)+~P3(x3181,x3182,x3185)+E(x3181,x3182)+P3(x3181,x3182,x3183)+P3(x3181,x3182,x3184)+~P2(x3184,x3185,x3183) 51.86/52.14 [322]~P3(x3223,x3224,x3225)+~P3(x3222,x3221,x3225)+E(x3221,x3222)+P3(x3222,x3221,x3223)+P28(x3223,x3224,x3222,x3221)+~P18(x3223,x3225,x3224) 51.86/52.14 [326]~P3(x3263,x3264,x3262)+~P3(x3263,x3264,x3261)+~P27(x3263,x3264,x3265,x3261)+E(x3261,x3262)+P4(x3265,x3261,x3262)+E(x3263,x3264) 51.86/52.14 [368]~P3(x3683,x3684,x3682)+~P3(x3683,x3684,x3681)+~P27(x3683,x3684,x3685,x3682)+~P27(x3683,x3684,x3685,x3681)+E(x3681,x3682)+P3(x3683,x3684,x3685) 51.86/52.14 [428]~P2(x4283,x4285,x4284)+~P3(x4281,x4282,x4285)+~P27(x4281,x4282,x4282,x4284)+~P27(x4281,x4282,x4281,x4283)+~P13(x4281,x4283,x4282,x4284)+P5(x4281,f46(x4281,x4282,x4283,x4284,x4285),x4282) 51.86/52.14 [429]~P3(x4291,x4292,x4295)+~P3(x4293,x4294,x4295)+E(x4291,x4292)+P41(x4293,x4294,x4295,x4291,x4292)+E(x4293,x4294)+P3(x4291,x4292,f47(x4293,x4294,x4291,x4292,x4295)) 51.86/52.14 [430]~P3(x4301,x4302,x4305)+~P3(x4303,x4304,x4305)+E(x4301,x4302)+P41(x4301,x4302,x4305,x4303,x4304)+E(x4303,x4304)+P3(x4301,x4302,f48(x4301,x4302,x4303,x4304,x4305)) 51.86/52.14 [438]~P3(x4381,x4382,x4385)+~P3(x4384,x4383,x4385)+E(x4381,x4382)+P41(x4384,x4383,x4385,x4381,x4382)+E(x4383,x4384)+~P4(f48(x4384,x4383,x4381,x4382,x4385),x4385,f47(x4384,x4383,x4381,x4382,x4385)) 51.86/52.14 [356]~P3(x3561,x3562,x3564)+~P3(x3561,x3562,x3563)+~P27(x3563,x3564,x3565,x3566)+E(x3561,x3562)+P27(x3561,x3562,x3565,x3566)+E(x3563,x3564) 51.86/52.14 [357]~P3(x3573,x3574,x3572)+~P3(x3573,x3574,x3571)+~P27(x3573,x3574,x3575,x3576)+E(x3571,x3572)+P27(x3571,x3572,x3575,x3576)+E(x3573,x3574) 51.86/52.14 [423]~P3(x4231,x4232,x4234)+~P3(x4231,x4232,x4233)+~P41(x4233,x4234,x4235,x4236,x4237)+E(x4231,x4232)+P41(x4231,x4232,x4235,x4236,x4237)+E(x4233,x4234) 51.86/52.14 [289]P18(x2894,x2891,x2892)+P18(x2894,x2891,x2893)+~P2(x2893,x2891,x2892)+~P3(x2894,x2891,x2893)+E(x2891,x2892)+E(x2891,x2893)+E(x2891,x2894) 51.86/52.14 [323]P27(x3233,x3234,x3235,x3232)+~P3(x3233,x3234,x3232)+~P3(x3233,x3234,x3231)+~P4(x3235,x3232,x3231)+E(x3231,x3232)+P3(x3233,x3234,x3235)+E(x3233,x3234) 51.86/52.14 [376]P3(x3763,x3761,x3765)+~P3(x3761,x3764,x3762)+~P3(x3763,x3764,x3765)+~P12(x3761,x3765,x3762,x3763)+~P12(x3763,x3761,x3765,x3762)+E(x3761,x3762)+P5(x3763,x3764,x3765) 51.86/52.14 [366]~P18(x3662,x3666,x3665)+~P18(x3661,x3666,x3665)+~P12(x3666,x3662,x3663,x3664)+~P12(x3666,x3661,x3663,x3664)+E(x3661,x3662)+E(x3663,x3664)+E(x3665,x3666) 51.86/52.14 [390]~P3(x3902,x3903,x3906)+~P12(x3902,x3901,x3903,x3904)+~P27(x3905,x3903,x3902,x3903)+~P27(x3901,x3902,x3902,x3903)+~P2(x3903,x3904,x3905)+~P2(x3901,x3906,x3905)+P5(x3901,f6(x3902,x3903),x3904) 51.86/52.14 [382]~P5(x3827,x3823,x3825)+~P5(x3826,x3821,x3824)+~P12(x3822,x3827,x3822,x3825)+~P12(x3822,x3826,x3822,x3824)+P2(x3821,x3822,x3823)+~P2(x3824,x3822,x3825)+~P2(x3826,x3822,x3827) 51.86/52.14 [447]~P2(x4473,x4474,x4475)+~P2(x4471,x4474,x4477)+~P5(x4477,x4476,x4475)+~P5(x4471,x4472,x4473)+~P12(x4474,x4477,x4474,x4475)+~P12(x4474,x4471,x4474,x4473)+P52(x4471,x4472,x4473,x4474,x4475,x4476,x4477) 51.86/52.14 [456]~P2(x4565,x4566,x4567)+~P2(x4561,x4562,x4563)+~P12(x4562,x4563,x4566,x4567)+~P12(x4563,x4564,x4567,x4568)+~P12(x4561,x4564,x4565,x4568)+~P12(x4561,x4563,x4565,x4567)+P53(x4561,x4562,x4563,x4564,x4565,x4566,x4567,x4568) 51.86/52.14 [457]~P2(x4571,x4572,x4573)+~P2(x4575,x4576,x4577)+~P12(x4572,x4574,x4576,x4578)+~P12(x4572,x4573,x4576,x4577)+~P12(x4571,x4574,x4575,x4578)+~P12(x4571,x4572,x4575,x4576)+P54(x4571,x4572,x4573,x4574,x4575,x4576,x4577,x4578) 51.86/52.14 [348]E(x3483,x3481)+E(x3484,x3483)+P27(x3482,x3481,x3481,x3484)+~P3(x3481,x3483,x3484)+~P27(x3482,x3481,x3481,x3483)+E(x3481,x3482)+E(x3483,x3482)+E(x3484,x3481) 51.86/52.14 [424]~P2(x4244,x4245,x4246)+~P2(x4243,x4247,x4246)+~P3(x4241,x4243,x4245)+~P12(x4241,x4244,x4243,x4247)+~P27(x4244,x4241,x4241,x4243)+~P27(x4246,x4243,x4241,x4243)+P5(x4241,x4242,x4243)+~E(x4242,f43(x4244,x4245,x4246,x4243,x4247)) 51.86/52.15 [425]~P2(x4251,x4254,x4255)+~P2(x4256,x4253,x4255)+~P12(x4257,x4251,x4256,x4253)+~P27(x4255,x4256,x4257,x4256)+~P27(x4251,x4257,x4257,x4256)+P5(x4251,x4252,x4253)+~P3(x4257,x4256,x4254)+~E(f43(x4251,x4254,x4255,x4256,x4253),x4252) 51.86/52.15 [408]~P2(x4081,x4082,x4083)+~P12(x4082,x4083,x4088,x4085)+~P12(x4082,x4084,x4088,x4086)+~P12(x4081,x4084,x4087,x4086)+~P12(x4081,x4082,x4087,x4088)+E(x4081,x4082)+P12(x4083,x4084,x4085,x4086)+~P2(x4087,x4088,x4085) 51.86/52.15 [314]~P3(x3144,x3143,x3142)+~P3(x3144,x3143,x3141)+~P3(x3146,x3145,x3147)+~P3(x3146,x3145,x3142)+~P3(x3146,x3145,x3141)+E(x3141,x3142)+E(x3143,x3144)+P3(x3144,x3143,x3147)+E(x3145,x3146) 51.86/52.15 [392]~P5(x3927,x3923,x3925)+~P3(x3921,x3922,x3925)+~P3(x3921,x3922,x3927)+~P27(x3921,x3922,x3926,x3925)+~P27(x3921,x3922,x3928,x3927)+~P29(x3928,x3921,x3922,x3926)+E(x3921,x3922)+~P18(x3924,x3927,x3928)+P18(f1(x3923,x3924),x3925,x3926) 51.86/52.15 [394]P41(x3946,x3947,x3941,x3944,x3945)+~P3(x3944,x3945,x3942)+~P3(x3944,x3945,x3941)+~P3(x3946,x3947,x3943)+~P3(x3946,x3947,x3941)+~P4(x3943,x3941,x3942)+E(x3941,x3942)+E(x3941,x3943)+E(x3944,x3945)+E(x3946,x3947) 51.86/52.15 [398]~P3(x3981,x3982,x3987)+~P3(x3981,x3982,x3985)+~P27(x3981,x3982,x3988,x3987)+~P27(x3981,x3982,x3986,x3985)+~P29(x3988,x3981,x3982,x3986)+E(x3981,x3982)+P29(x3983,x3981,x3982,x3984)+~P18(x3984,x3985,x3986)+~P18(x3983,x3987,x3988)+~P5(x3987,x3989,x3985) 51.86/52.15 [411]~P3(x4114,x4113,x4112)+~P3(x4114,x4113,x4111)+~P27(x4114,x4113,x4116,x4112)+~P29(x4116,x4114,x4113,x4118)+~P13(x4111,x4118,x4112,x4116)+E(x4111,x4112)+E(x4113,x4114)+P18(x4115,x4112,x4116)+~P27(x4114,x4113,x4118,x4111)+~P5(x4112,x4117,x4111)+~P18(f1(x4117,x4115),x4111,x4118) 51.86/52.15 [341]P3(x3411,x3412,x3413)+P3(x3411,x3412,x3417)+P28(x3417,x3413,x3411,x3412)+~P2(x3413,x3414,x3415)+~P2(x3417,x3416,x3415)+~P3(x3411,x3412,x3414)+~P3(x3411,x3412,x3416)+E(x3411,x3412)+E(x3413,x3414)+E(x3415,x3414)+E(x3416,x3415)+E(x3417,x3416) 51.86/52.15 %EqnAxiom 51.86/52.15 [1]E(x11,x11) 51.86/52.15 [2]E(x22,x21)+~E(x21,x22) 51.86/52.15 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) 51.86/52.15 [4]~E(x41,x42)+E(f1(x41,x43),f1(x42,x43)) 51.86/52.15 [5]~E(x51,x52)+E(f1(x53,x51),f1(x53,x52)) 51.86/52.15 [6]~E(x61,x62)+E(f51(x61,x63,x64,x65,x66,x67),f51(x62,x63,x64,x65,x66,x67)) 51.86/52.15 [7]~E(x71,x72)+E(f51(x73,x71,x74,x75,x76,x77),f51(x73,x72,x74,x75,x76,x77)) 51.86/52.15 [8]~E(x81,x82)+E(f51(x83,x84,x81,x85,x86,x87),f51(x83,x84,x82,x85,x86,x87)) 51.86/52.15 [9]~E(x91,x92)+E(f51(x93,x94,x95,x91,x96,x97),f51(x93,x94,x95,x92,x96,x97)) 51.86/52.15 [10]~E(x101,x102)+E(f51(x103,x104,x105,x106,x101,x107),f51(x103,x104,x105,x106,x102,x107)) 51.86/52.15 [11]~E(x111,x112)+E(f51(x113,x114,x115,x116,x117,x111),f51(x113,x114,x115,x116,x117,x112)) 51.86/52.15 [12]~E(x121,x122)+E(f40(x121,x123,x124,x125),f40(x122,x123,x124,x125)) 51.86/52.15 [13]~E(x131,x132)+E(f40(x133,x131,x134,x135),f40(x133,x132,x134,x135)) 51.86/52.15 [14]~E(x141,x142)+E(f40(x143,x144,x141,x145),f40(x143,x144,x142,x145)) 51.86/52.15 [15]~E(x151,x152)+E(f40(x153,x154,x155,x151),f40(x153,x154,x155,x152)) 51.86/52.15 [16]~E(x161,x162)+E(f6(x161,x163),f6(x162,x163)) 51.86/52.15 [17]~E(x171,x172)+E(f6(x173,x171),f6(x173,x172)) 51.86/52.15 [18]~E(x181,x182)+E(f7(x181,x183,x184),f7(x182,x183,x184)) 51.86/52.15 [19]~E(x191,x192)+E(f7(x193,x191,x194),f7(x193,x192,x194)) 51.86/52.15 [20]~E(x201,x202)+E(f7(x203,x204,x201),f7(x203,x204,x202)) 51.86/52.15 [21]~E(x211,x212)+E(f31(x211,x213,x214,x215),f31(x212,x213,x214,x215)) 51.86/52.15 [22]~E(x221,x222)+E(f31(x223,x221,x224,x225),f31(x223,x222,x224,x225)) 51.86/52.15 [23]~E(x231,x232)+E(f31(x233,x234,x231,x235),f31(x233,x234,x232,x235)) 51.86/52.15 [24]~E(x241,x242)+E(f31(x243,x244,x245,x241),f31(x243,x244,x245,x242)) 51.86/52.15 [25]~E(x251,x252)+E(f47(x251,x253,x254,x255,x256),f47(x252,x253,x254,x255,x256)) 51.86/52.15 [26]~E(x261,x262)+E(f47(x263,x261,x264,x265,x266),f47(x263,x262,x264,x265,x266)) 51.86/52.15 [27]~E(x271,x272)+E(f47(x273,x274,x271,x275,x276),f47(x273,x274,x272,x275,x276)) 51.86/52.15 [28]~E(x281,x282)+E(f47(x283,x284,x285,x281,x286),f47(x283,x284,x285,x282,x286)) 51.86/52.15 [29]~E(x291,x292)+E(f47(x293,x294,x295,x296,x291),f47(x293,x294,x295,x296,x292)) 51.86/52.15 [30]~E(x301,x302)+E(f48(x301,x303,x304,x305,x306),f48(x302,x303,x304,x305,x306)) 51.86/52.15 [31]~E(x311,x312)+E(f48(x313,x311,x314,x315,x316),f48(x313,x312,x314,x315,x316)) 51.86/52.15 [32]~E(x321,x322)+E(f48(x323,x324,x321,x325,x326),f48(x323,x324,x322,x325,x326)) 51.86/52.15 [33]~E(x331,x332)+E(f48(x333,x334,x335,x331,x336),f48(x333,x334,x335,x332,x336)) 51.86/52.15 [34]~E(x341,x342)+E(f48(x343,x344,x345,x346,x341),f48(x343,x344,x345,x346,x342)) 51.86/52.15 [35]~E(x351,x352)+E(f14(x351,x353,x354,x355),f14(x352,x353,x354,x355)) 51.86/52.15 [36]~E(x361,x362)+E(f14(x363,x361,x364,x365),f14(x363,x362,x364,x365)) 51.86/52.15 [37]~E(x371,x372)+E(f14(x373,x374,x371,x375),f14(x373,x374,x372,x375)) 51.86/52.15 [38]~E(x381,x382)+E(f14(x383,x384,x385,x381),f14(x383,x384,x385,x382)) 51.86/52.15 [39]~E(x391,x392)+E(f38(x391,x393,x394,x395),f38(x392,x393,x394,x395)) 51.86/52.15 [40]~E(x401,x402)+E(f38(x403,x401,x404,x405),f38(x403,x402,x404,x405)) 51.86/52.15 [41]~E(x411,x412)+E(f38(x413,x414,x411,x415),f38(x413,x414,x412,x415)) 51.86/52.15 [42]~E(x421,x422)+E(f38(x423,x424,x425,x421),f38(x423,x424,x425,x422)) 51.86/52.15 [43]~E(x431,x432)+E(f30(x431,x433,x434),f30(x432,x433,x434)) 51.86/52.15 [44]~E(x441,x442)+E(f30(x443,x441,x444),f30(x443,x442,x444)) 51.86/52.15 [45]~E(x451,x452)+E(f30(x453,x454,x451),f30(x453,x454,x452)) 51.86/52.15 [46]~E(x461,x462)+E(f26(x461,x463,x464),f26(x462,x463,x464)) 51.86/52.15 [47]~E(x471,x472)+E(f26(x473,x471,x474),f26(x473,x472,x474)) 51.86/52.15 [48]~E(x481,x482)+E(f26(x483,x484,x481),f26(x483,x484,x482)) 51.86/52.15 [49]~E(x491,x492)+E(f50(x491,x493,x494,x495,x496),f50(x492,x493,x494,x495,x496)) 51.86/52.15 [50]~E(x501,x502)+E(f50(x503,x501,x504,x505,x506),f50(x503,x502,x504,x505,x506)) 51.86/52.15 [51]~E(x511,x512)+E(f50(x513,x514,x511,x515,x516),f50(x513,x514,x512,x515,x516)) 51.86/52.15 [52]~E(x521,x522)+E(f50(x523,x524,x525,x521,x526),f50(x523,x524,x525,x522,x526)) 51.86/52.15 [53]~E(x531,x532)+E(f50(x533,x534,x535,x536,x531),f50(x533,x534,x535,x536,x532)) 51.86/52.15 [54]~E(x541,x542)+E(f23(x541,x543,x544),f23(x542,x543,x544)) 51.86/52.15 [55]~E(x551,x552)+E(f23(x553,x551,x554),f23(x553,x552,x554)) 51.86/52.15 [56]~E(x561,x562)+E(f23(x563,x564,x561),f23(x563,x564,x562)) 51.86/52.15 [57]~E(x571,x572)+E(f25(x571,x573,x574),f25(x572,x573,x574)) 51.86/52.15 [58]~E(x581,x582)+E(f25(x583,x581,x584),f25(x583,x582,x584)) 51.86/52.15 [59]~E(x591,x592)+E(f25(x593,x594,x591),f25(x593,x594,x592)) 51.86/52.15 [60]~E(x601,x602)+E(f44(x601,x603,x604,x605,x606),f44(x602,x603,x604,x605,x606)) 51.86/52.15 [61]~E(x611,x612)+E(f44(x613,x611,x614,x615,x616),f44(x613,x612,x614,x615,x616)) 51.86/52.15 [62]~E(x621,x622)+E(f44(x623,x624,x621,x625,x626),f44(x623,x624,x622,x625,x626)) 51.86/52.15 [63]~E(x631,x632)+E(f44(x633,x634,x635,x631,x636),f44(x633,x634,x635,x632,x636)) 51.86/52.15 [64]~E(x641,x642)+E(f44(x643,x644,x645,x646,x641),f44(x643,x644,x645,x646,x642)) 51.86/52.15 [65]~E(x651,x652)+E(f45(x651,x653,x654,x655,x656),f45(x652,x653,x654,x655,x656)) 51.86/52.15 [66]~E(x661,x662)+E(f45(x663,x661,x664,x665,x666),f45(x663,x662,x664,x665,x666)) 51.86/52.15 [67]~E(x671,x672)+E(f45(x673,x674,x671,x675,x676),f45(x673,x674,x672,x675,x676)) 51.86/52.15 [68]~E(x681,x682)+E(f45(x683,x684,x685,x681,x686),f45(x683,x684,x685,x682,x686)) 51.86/52.15 [69]~E(x691,x692)+E(f45(x693,x694,x695,x696,x691),f45(x693,x694,x695,x696,x692)) 51.86/52.15 [70]~E(x701,x702)+E(f39(x701,x703,x704,x705),f39(x702,x703,x704,x705)) 51.86/52.15 [71]~E(x711,x712)+E(f39(x713,x711,x714,x715),f39(x713,x712,x714,x715)) 51.86/52.15 [72]~E(x721,x722)+E(f39(x723,x724,x721,x725),f39(x723,x724,x722,x725)) 51.86/52.15 [73]~E(x731,x732)+E(f39(x733,x734,x735,x731),f39(x733,x734,x735,x732)) 51.86/52.15 [74]~E(x741,x742)+E(f43(x741,x743,x744,x745,x746),f43(x742,x743,x744,x745,x746)) 51.86/52.15 [75]~E(x751,x752)+E(f43(x753,x751,x754,x755,x756),f43(x753,x752,x754,x755,x756)) 51.86/52.15 [76]~E(x761,x762)+E(f43(x763,x764,x761,x765,x766),f43(x763,x764,x762,x765,x766)) 51.86/52.15 [77]~E(x771,x772)+E(f43(x773,x774,x775,x771,x776),f43(x773,x774,x775,x772,x776)) 51.86/52.15 [78]~E(x781,x782)+E(f43(x783,x784,x785,x786,x781),f43(x783,x784,x785,x786,x782)) 51.86/52.15 [79]~E(x791,x792)+E(f32(x791,x793,x794,x795),f32(x792,x793,x794,x795)) 51.86/52.15 [80]~E(x801,x802)+E(f32(x803,x801,x804,x805),f32(x803,x802,x804,x805)) 51.86/52.15 [81]~E(x811,x812)+E(f32(x813,x814,x811,x815),f32(x813,x814,x812,x815)) 51.86/52.15 [82]~E(x821,x822)+E(f32(x823,x824,x825,x821),f32(x823,x824,x825,x822)) 51.86/52.15 [83]~E(x831,x832)+E(f22(x831,x833,x834),f22(x832,x833,x834)) 51.86/52.15 [84]~E(x841,x842)+E(f22(x843,x841,x844),f22(x843,x842,x844)) 51.86/52.15 [85]~E(x851,x852)+E(f22(x853,x854,x851),f22(x853,x854,x852)) 51.86/52.15 [86]~E(x861,x862)+E(f46(x861,x863,x864,x865,x866),f46(x862,x863,x864,x865,x866)) 51.86/52.15 [87]~E(x871,x872)+E(f46(x873,x871,x874,x875,x876),f46(x873,x872,x874,x875,x876)) 51.86/52.15 [88]~E(x881,x882)+E(f46(x883,x884,x881,x885,x886),f46(x883,x884,x882,x885,x886)) 51.86/52.15 [89]~E(x891,x892)+E(f46(x893,x894,x895,x891,x896),f46(x893,x894,x895,x892,x896)) 51.86/52.15 [90]~E(x901,x902)+E(f46(x903,x904,x905,x906,x901),f46(x903,x904,x905,x906,x902)) 51.86/52.15 [91]~E(x911,x912)+E(f21(x911,x913,x914),f21(x912,x913,x914)) 51.86/52.15 [92]~E(x921,x922)+E(f21(x923,x921,x924),f21(x923,x922,x924)) 51.86/52.15 [93]~E(x931,x932)+E(f21(x933,x934,x931),f21(x933,x934,x932)) 51.86/52.15 [94]~E(x941,x942)+E(f42(x941,x943,x944,x945,x946),f42(x942,x943,x944,x945,x946)) 51.86/52.15 [95]~E(x951,x952)+E(f42(x953,x951,x954,x955,x956),f42(x953,x952,x954,x955,x956)) 51.86/52.15 [96]~E(x961,x962)+E(f42(x963,x964,x961,x965,x966),f42(x963,x964,x962,x965,x966)) 51.86/52.15 [97]~E(x971,x972)+E(f42(x973,x974,x975,x971,x976),f42(x973,x974,x975,x972,x976)) 51.86/52.15 [98]~E(x981,x982)+E(f42(x983,x984,x985,x986,x981),f42(x983,x984,x985,x986,x982)) 51.86/52.15 [99]~E(x991,x992)+E(f24(x991,x993,x994),f24(x992,x993,x994)) 51.86/52.15 [100]~E(x1001,x1002)+E(f24(x1003,x1001,x1004),f24(x1003,x1002,x1004)) 51.86/52.15 [101]~E(x1011,x1012)+E(f24(x1013,x1014,x1011),f24(x1013,x1014,x1012)) 51.86/52.15 [102]~E(x1021,x1022)+E(f19(x1021,x1023),f19(x1022,x1023)) 51.86/52.15 [103]~E(x1031,x1032)+E(f19(x1033,x1031),f19(x1033,x1032)) 51.86/52.15 [104]P2(x1042,x1043,x1044)+~E(x1041,x1042)+~P2(x1041,x1043,x1044) 51.86/52.15 [105]P2(x1053,x1052,x1054)+~E(x1051,x1052)+~P2(x1053,x1051,x1054) 51.86/52.15 [106]P2(x1063,x1064,x1062)+~E(x1061,x1062)+~P2(x1063,x1064,x1061) 51.86/52.15 [107]P55(x1072,x1073,x1074,x1075,x1076,x1077,x1078,x1079)+~E(x1071,x1072)+~P55(x1071,x1073,x1074,x1075,x1076,x1077,x1078,x1079) 51.86/52.15 [108]P55(x1083,x1082,x1084,x1085,x1086,x1087,x1088,x1089)+~E(x1081,x1082)+~P55(x1083,x1081,x1084,x1085,x1086,x1087,x1088,x1089) 51.86/52.15 [109]P55(x1093,x1094,x1092,x1095,x1096,x1097,x1098,x1099)+~E(x1091,x1092)+~P55(x1093,x1094,x1091,x1095,x1096,x1097,x1098,x1099) 51.86/52.15 [110]P55(x1103,x1104,x1105,x1102,x1106,x1107,x1108,x1109)+~E(x1101,x1102)+~P55(x1103,x1104,x1105,x1101,x1106,x1107,x1108,x1109) 51.86/52.15 [111]P55(x1113,x1114,x1115,x1116,x1112,x1117,x1118,x1119)+~E(x1111,x1112)+~P55(x1113,x1114,x1115,x1116,x1111,x1117,x1118,x1119) 51.86/52.15 [112]P55(x1123,x1124,x1125,x1126,x1127,x1122,x1128,x1129)+~E(x1121,x1122)+~P55(x1123,x1124,x1125,x1126,x1127,x1121,x1128,x1129) 51.86/52.15 [113]P55(x1133,x1134,x1135,x1136,x1137,x1138,x1132,x1139)+~E(x1131,x1132)+~P55(x1133,x1134,x1135,x1136,x1137,x1138,x1131,x1139) 51.86/52.15 [114]P55(x1143,x1144,x1145,x1146,x1147,x1148,x1149,x1142)+~E(x1141,x1142)+~P55(x1143,x1144,x1145,x1146,x1147,x1148,x1149,x1141) 51.86/52.15 [115]P3(x1152,x1153,x1154)+~E(x1151,x1152)+~P3(x1151,x1153,x1154) 51.86/52.15 [116]P3(x1163,x1162,x1164)+~E(x1161,x1162)+~P3(x1163,x1161,x1164) 51.86/52.15 [117]P3(x1173,x1174,x1172)+~E(x1171,x1172)+~P3(x1173,x1174,x1171) 51.86/52.15 [118]P41(x1182,x1183,x1184,x1185,x1186)+~E(x1181,x1182)+~P41(x1181,x1183,x1184,x1185,x1186) 51.86/52.15 [119]P41(x1193,x1192,x1194,x1195,x1196)+~E(x1191,x1192)+~P41(x1193,x1191,x1194,x1195,x1196) 51.86/52.15 [120]P41(x1203,x1204,x1202,x1205,x1206)+~E(x1201,x1202)+~P41(x1203,x1204,x1201,x1205,x1206) 51.86/52.15 [121]P41(x1213,x1214,x1215,x1212,x1216)+~E(x1211,x1212)+~P41(x1213,x1214,x1215,x1211,x1216) 51.86/52.15 [122]P41(x1223,x1224,x1225,x1226,x1222)+~E(x1221,x1222)+~P41(x1223,x1224,x1225,x1226,x1221) 51.86/52.15 [123]P4(x1232,x1233,x1234)+~E(x1231,x1232)+~P4(x1231,x1233,x1234) 51.86/52.15 [124]P4(x1243,x1242,x1244)+~E(x1241,x1242)+~P4(x1243,x1241,x1244) 51.86/52.15 [125]P4(x1253,x1254,x1252)+~E(x1251,x1252)+~P4(x1253,x1254,x1251) 51.86/52.15 [126]P5(x1262,x1263,x1264)+~E(x1261,x1262)+~P5(x1261,x1263,x1264) 51.86/52.15 [127]P5(x1273,x1272,x1274)+~E(x1271,x1272)+~P5(x1273,x1271,x1274) 51.86/52.15 [128]P5(x1283,x1284,x1282)+~E(x1281,x1282)+~P5(x1283,x1284,x1281) 51.86/52.15 [129]P13(x1292,x1293,x1294,x1295)+~E(x1291,x1292)+~P13(x1291,x1293,x1294,x1295) 51.86/52.15 [130]P13(x1303,x1302,x1304,x1305)+~E(x1301,x1302)+~P13(x1303,x1301,x1304,x1305) 51.86/52.15 [131]P13(x1313,x1314,x1312,x1315)+~E(x1311,x1312)+~P13(x1313,x1314,x1311,x1315) 51.86/52.15 [132]P13(x1323,x1324,x1325,x1322)+~E(x1321,x1322)+~P13(x1323,x1324,x1325,x1321) 51.86/52.15 [133]P12(x1332,x1333,x1334,x1335)+~E(x1331,x1332)+~P12(x1331,x1333,x1334,x1335) 51.86/52.15 [134]P12(x1343,x1342,x1344,x1345)+~E(x1341,x1342)+~P12(x1343,x1341,x1344,x1345) 51.86/52.15 [135]P12(x1353,x1354,x1352,x1355)+~E(x1351,x1352)+~P12(x1353,x1354,x1351,x1355) 51.86/52.15 [136]P12(x1363,x1364,x1365,x1362)+~E(x1361,x1362)+~P12(x1363,x1364,x1365,x1361) 51.86/52.15 [137]P29(x1372,x1373,x1374,x1375)+~E(x1371,x1372)+~P29(x1371,x1373,x1374,x1375) 51.86/52.15 [138]P29(x1383,x1382,x1384,x1385)+~E(x1381,x1382)+~P29(x1383,x1381,x1384,x1385) 51.86/52.15 [139]P29(x1393,x1394,x1392,x1395)+~E(x1391,x1392)+~P29(x1393,x1394,x1391,x1395) 51.86/52.15 [140]P29(x1403,x1404,x1405,x1402)+~E(x1401,x1402)+~P29(x1403,x1404,x1405,x1401) 51.86/52.15 [141]P28(x1412,x1413,x1414,x1415)+~E(x1411,x1412)+~P28(x1411,x1413,x1414,x1415) 51.86/52.15 [142]P28(x1423,x1422,x1424,x1425)+~E(x1421,x1422)+~P28(x1423,x1421,x1424,x1425) 51.86/52.15 [143]P28(x1433,x1434,x1432,x1435)+~E(x1431,x1432)+~P28(x1433,x1434,x1431,x1435) 51.86/52.15 [144]P28(x1443,x1444,x1445,x1442)+~E(x1441,x1442)+~P28(x1443,x1444,x1445,x1441) 51.86/52.15 [145]P49(x1452,x1453,x1454,x1455,x1456,x1457)+~E(x1451,x1452)+~P49(x1451,x1453,x1454,x1455,x1456,x1457) 51.86/52.15 [146]P49(x1463,x1462,x1464,x1465,x1466,x1467)+~E(x1461,x1462)+~P49(x1463,x1461,x1464,x1465,x1466,x1467) 51.86/52.15 [147]P49(x1473,x1474,x1472,x1475,x1476,x1477)+~E(x1471,x1472)+~P49(x1473,x1474,x1471,x1475,x1476,x1477) 51.86/52.15 [148]P49(x1483,x1484,x1485,x1482,x1486,x1487)+~E(x1481,x1482)+~P49(x1483,x1484,x1485,x1481,x1486,x1487) 51.86/52.15 [149]P49(x1493,x1494,x1495,x1496,x1492,x1497)+~E(x1491,x1492)+~P49(x1493,x1494,x1495,x1496,x1491,x1497) 51.86/52.15 [150]P49(x1503,x1504,x1505,x1506,x1507,x1502)+~E(x1501,x1502)+~P49(x1503,x1504,x1505,x1506,x1507,x1501) 51.86/52.15 [151]P27(x1512,x1513,x1514,x1515)+~E(x1511,x1512)+~P27(x1511,x1513,x1514,x1515) 51.86/52.15 [152]P27(x1523,x1522,x1524,x1525)+~E(x1521,x1522)+~P27(x1523,x1521,x1524,x1525) 51.86/52.15 [153]P27(x1533,x1534,x1532,x1535)+~E(x1531,x1532)+~P27(x1533,x1534,x1531,x1535) 51.86/52.15 [154]P27(x1543,x1544,x1545,x1542)+~E(x1541,x1542)+~P27(x1543,x1544,x1545,x1541) 51.86/52.15 [155]P18(x1552,x1553,x1554)+~E(x1551,x1552)+~P18(x1551,x1553,x1554) 51.86/52.15 [156]P18(x1563,x1562,x1564)+~E(x1561,x1562)+~P18(x1563,x1561,x1564) 51.86/52.15 [157]P18(x1573,x1574,x1572)+~E(x1571,x1572)+~P18(x1573,x1574,x1571) 51.86/52.15 [158]P53(x1582,x1583,x1584,x1585,x1586,x1587,x1588,x1589)+~E(x1581,x1582)+~P53(x1581,x1583,x1584,x1585,x1586,x1587,x1588,x1589) 51.86/52.15 [159]P53(x1593,x1592,x1594,x1595,x1596,x1597,x1598,x1599)+~E(x1591,x1592)+~P53(x1593,x1591,x1594,x1595,x1596,x1597,x1598,x1599) 51.86/52.15 [160]P53(x1603,x1604,x1602,x1605,x1606,x1607,x1608,x1609)+~E(x1601,x1602)+~P53(x1603,x1604,x1601,x1605,x1606,x1607,x1608,x1609) 51.86/52.15 [161]P53(x1613,x1614,x1615,x1612,x1616,x1617,x1618,x1619)+~E(x1611,x1612)+~P53(x1613,x1614,x1615,x1611,x1616,x1617,x1618,x1619) 51.86/52.15 [162]P53(x1623,x1624,x1625,x1626,x1622,x1627,x1628,x1629)+~E(x1621,x1622)+~P53(x1623,x1624,x1625,x1626,x1621,x1627,x1628,x1629) 51.86/52.15 [163]P53(x1633,x1634,x1635,x1636,x1637,x1632,x1638,x1639)+~E(x1631,x1632)+~P53(x1633,x1634,x1635,x1636,x1637,x1631,x1638,x1639) 51.86/52.15 [164]P53(x1643,x1644,x1645,x1646,x1647,x1648,x1642,x1649)+~E(x1641,x1642)+~P53(x1643,x1644,x1645,x1646,x1647,x1648,x1641,x1649) 51.86/52.15 [165]P53(x1653,x1654,x1655,x1656,x1657,x1658,x1659,x1652)+~E(x1651,x1652)+~P53(x1653,x1654,x1655,x1656,x1657,x1658,x1659,x1651) 51.86/52.15 [166]P54(x1662,x1663,x1664,x1665,x1666,x1667,x1668,x1669)+~E(x1661,x1662)+~P54(x1661,x1663,x1664,x1665,x1666,x1667,x1668,x1669) 51.86/52.15 [167]P54(x1673,x1672,x1674,x1675,x1676,x1677,x1678,x1679)+~E(x1671,x1672)+~P54(x1673,x1671,x1674,x1675,x1676,x1677,x1678,x1679) 51.86/52.15 [168]P54(x1683,x1684,x1682,x1685,x1686,x1687,x1688,x1689)+~E(x1681,x1682)+~P54(x1683,x1684,x1681,x1685,x1686,x1687,x1688,x1689) 51.86/52.15 [169]P54(x1693,x1694,x1695,x1692,x1696,x1697,x1698,x1699)+~E(x1691,x1692)+~P54(x1693,x1694,x1695,x1691,x1696,x1697,x1698,x1699) 51.86/52.15 [170]P54(x1703,x1704,x1705,x1706,x1702,x1707,x1708,x1709)+~E(x1701,x1702)+~P54(x1703,x1704,x1705,x1706,x1701,x1707,x1708,x1709) 51.86/52.15 [171]P54(x1713,x1714,x1715,x1716,x1717,x1712,x1718,x1719)+~E(x1711,x1712)+~P54(x1713,x1714,x1715,x1716,x1717,x1711,x1718,x1719) 51.86/52.15 [172]P54(x1723,x1724,x1725,x1726,x1727,x1728,x1722,x1729)+~E(x1721,x1722)+~P54(x1723,x1724,x1725,x1726,x1727,x1728,x1721,x1729) 51.86/52.15 [173]P54(x1733,x1734,x1735,x1736,x1737,x1738,x1739,x1732)+~E(x1731,x1732)+~P54(x1733,x1734,x1735,x1736,x1737,x1738,x1739,x1731) 51.86/52.15 [174]P52(x1742,x1743,x1744,x1745,x1746,x1747,x1748)+~E(x1741,x1742)+~P52(x1741,x1743,x1744,x1745,x1746,x1747,x1748) 51.86/52.15 [175]P52(x1753,x1752,x1754,x1755,x1756,x1757,x1758)+~E(x1751,x1752)+~P52(x1753,x1751,x1754,x1755,x1756,x1757,x1758) 51.86/52.15 [176]P52(x1763,x1764,x1762,x1765,x1766,x1767,x1768)+~E(x1761,x1762)+~P52(x1763,x1764,x1761,x1765,x1766,x1767,x1768) 51.86/52.15 [177]P52(x1773,x1774,x1775,x1772,x1776,x1777,x1778)+~E(x1771,x1772)+~P52(x1773,x1774,x1775,x1771,x1776,x1777,x1778) 51.86/52.15 [178]P52(x1783,x1784,x1785,x1786,x1782,x1787,x1788)+~E(x1781,x1782)+~P52(x1783,x1784,x1785,x1786,x1781,x1787,x1788) 51.86/52.15 [179]P52(x1793,x1794,x1795,x1796,x1797,x1792,x1798)+~E(x1791,x1792)+~P52(x1793,x1794,x1795,x1796,x1797,x1791,x1798) 51.86/52.15 [180]P52(x1803,x1804,x1805,x1806,x1807,x1808,x1802)+~E(x1801,x1802)+~P52(x1803,x1804,x1805,x1806,x1807,x1808,x1801) 51.86/52.15 51.86/52.15 %------------------------------------------- 52.09/52.31 cnf(477,plain, 52.09/52.31 (E(f1(x4771,x4771),x4771)), 52.09/52.31 inference(equality_inference,[],[208])). 52.09/52.31 cnf(480,plain, 52.09/52.31 (P5(x4801,x4801,x4801)), 52.09/52.31 inference(equality_inference,[],[215])). 52.09/52.31 cnf(481,plain, 52.09/52.31 (~P18(x4812,x4811,x4811)), 52.09/52.31 inference(equality_inference,[],[219])). 52.09/52.31 cnf(483,plain, 52.09/52.31 (~P18(x4831,x4831,x4832)), 52.09/52.31 inference(equality_inference,[],[221])). 52.09/52.31 cnf(486,plain, 52.09/52.31 (E(x4861,x4862)+E(x4863,f7(x4861,x4862,f7(x4861,x4862,x4863)))), 52.09/52.31 inference(equality_inference,[],[242])). 52.09/52.31 cnf(487,plain, 52.09/52.31 (E(x4871,x4872)+E(f7(x4871,x4872,f7(x4871,x4872,x4873)),x4873)), 52.09/52.31 inference(equality_inference,[],[243])). 52.09/52.31 cnf(489,plain, 52.09/52.31 (E(x4892,x4893)+~P3(x4892,x4893,f6(x4891,x4891))+E(x4891,f7(x4892,x4893,x4891))), 52.09/52.31 inference(equality_inference,[],[256])). 52.09/52.31 cnf(490,plain, 52.09/52.31 (E(x4901,x4902)+~P4(x4903,x4902,x4901)+~P5(f1(x4903,x4901),x4903,f1(x4902,x4901))), 52.09/52.31 inference(equality_inference,[],[281])). 52.09/52.31 cnf(491,plain, 52.09/52.31 (~P28(x4912,x4913,x4911,x4911)), 52.09/52.31 inference(equality_inference,[],[301])). 52.09/52.31 cnf(492,plain, 52.09/52.31 (~P41(x4922,x4923,x4924,x4921,x4921)), 52.09/52.31 inference(equality_inference,[],[400])). 52.09/52.31 cnf(493,plain, 52.09/52.31 (~P41(x4931,x4931,x4932,x4933,x4934)), 52.09/52.31 inference(equality_inference,[],[402])). 52.09/52.31 cnf(496,plain, 52.09/52.31 (P5(f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a11))), 52.09/52.31 inference(scs_inference,[],[189,215])). 52.09/52.31 cnf(497,plain, 52.09/52.31 (P5(x4971,x4972,x4971)+~E(x4972,x4971)), 52.09/52.31 inference(rename_variables,[],[215])). 52.09/52.31 cnf(498,plain, 52.09/52.31 (P5(x4981,f1(x4981,x4981),x4981)), 52.09/52.31 inference(scs_inference,[],[189,477,215,497])). 52.09/52.31 cnf(499,plain, 52.09/52.31 (P5(x4991,x4992,x4991)+~E(x4992,x4991)), 52.09/52.31 inference(rename_variables,[],[215])). 52.09/52.31 cnf(500,plain, 52.09/52.31 (P5(x5001,f1(x5002,f1(x5002,x5001)),x5001)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499])). 52.09/52.31 cnf(501,plain, 52.09/52.31 (P5(x5011,x5012,x5011)+~E(x5012,x5011)), 52.09/52.31 inference(rename_variables,[],[215])). 52.09/52.31 cnf(503,plain, 52.09/52.31 (E(f1(x5031,x5032),x5032)+~E(x5032,x5031)), 52.09/52.31 inference(rename_variables,[],[208])). 52.09/52.31 cnf(505,plain, 52.09/52.31 (E(f1(x5051,x5052),x5052)+~E(x5052,x5051)), 52.09/52.31 inference(rename_variables,[],[208])). 52.09/52.31 cnf(507,plain, 52.09/52.31 (E(f1(x5071,x5072),x5072)+~E(x5072,x5071)), 52.09/52.31 inference(rename_variables,[],[208])). 52.09/52.31 cnf(508,plain, 52.09/52.31 (E(f1(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10))),f1(f7(a8,a9,a11),f7(a8,a9,a10)))), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507])). 52.09/52.31 cnf(510,plain, 52.09/52.31 (~E(x5101,x5102)+~P18(x5103,x5102,x5101)), 52.09/52.31 inference(rename_variables,[],[219])). 52.09/52.31 cnf(512,plain, 52.09/52.31 (~E(x5121,x5122)+~P18(x5123,x5122,x5121)), 52.09/52.31 inference(rename_variables,[],[219])). 52.09/52.31 cnf(514,plain, 52.09/52.31 (~E(x5141,x5142)+~P18(x5143,x5142,x5141)), 52.09/52.31 inference(rename_variables,[],[219])). 52.09/52.31 cnf(517,plain, 52.09/52.31 (~E(x5171,x5172)+~P18(x5173,x5171,x5172)), 52.09/52.31 inference(rename_variables,[],[220])). 52.09/52.31 cnf(518,plain, 52.09/52.31 (~P18(x5181,f1(x5182,x5182),x5182)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517])). 52.09/52.31 cnf(519,plain, 52.09/52.31 (~E(x5191,x5192)+~P18(x5193,x5191,x5192)), 52.09/52.31 inference(rename_variables,[],[220])). 52.09/52.31 cnf(520,plain, 52.09/52.31 (~P18(x5201,f1(x5202,f1(x5202,x5203)),x5203)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519])). 52.09/52.31 cnf(521,plain, 52.09/52.31 (~E(x5211,x5212)+~P18(x5213,x5211,x5212)), 52.09/52.31 inference(rename_variables,[],[220])). 52.09/52.31 cnf(524,plain, 52.09/52.31 (~E(x5241,x5242)+~P18(x5242,x5241,x5243)), 52.09/52.31 inference(rename_variables,[],[221])). 52.09/52.31 cnf(525,plain, 52.09/52.31 (~P18(x5251,f1(x5251,x5251),x5252)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524])). 52.09/52.31 cnf(526,plain, 52.09/52.31 (~E(x5261,x5262)+~P18(x5262,x5261,x5263)), 52.09/52.31 inference(rename_variables,[],[221])). 52.09/52.31 cnf(527,plain, 52.09/52.31 (~P18(x5271,f1(x5272,f1(x5272,x5271)),x5273)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526])). 52.09/52.31 cnf(528,plain, 52.09/52.31 (~E(x5281,x5282)+~P18(x5282,x5281,x5283)), 52.09/52.31 inference(rename_variables,[],[221])). 52.09/52.31 cnf(531,plain, 52.09/52.31 (~E(x5311,x5312)+~P18(x5311,x5312,x5313)), 52.09/52.31 inference(rename_variables,[],[222])). 52.09/52.31 cnf(533,plain, 52.09/52.31 (~E(x5331,x5332)+~P18(x5331,x5332,x5333)), 52.09/52.31 inference(rename_variables,[],[222])). 52.09/52.31 cnf(535,plain, 52.09/52.31 (~E(x5351,x5352)+~P18(x5351,x5352,x5353)), 52.09/52.31 inference(rename_variables,[],[222])). 52.09/52.31 cnf(538,plain, 52.09/52.31 (~E(x5381,x5382)+~P28(x5383,x5384,x5382,x5381)), 52.09/52.31 inference(rename_variables,[],[301])). 52.09/52.31 cnf(540,plain, 52.09/52.31 (~E(x5401,x5402)+~P28(x5403,x5404,x5402,x5401)), 52.09/52.31 inference(rename_variables,[],[301])). 52.09/52.31 cnf(542,plain, 52.09/52.31 (~E(x5421,x5422)+~P28(x5423,x5424,x5422,x5421)), 52.09/52.31 inference(rename_variables,[],[301])). 52.09/52.31 cnf(545,plain, 52.09/52.31 (~E(x5451,x5452)+~P41(x5453,x5454,x5455,x5451,x5452)), 52.09/52.31 inference(rename_variables,[],[400])). 52.09/52.31 cnf(546,plain, 52.09/52.31 (~P41(x5461,x5462,x5463,f1(x5464,x5464),x5464)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545])). 52.09/52.31 cnf(547,plain, 52.09/52.31 (~E(x5471,x5472)+~P41(x5473,x5474,x5475,x5471,x5472)), 52.09/52.31 inference(rename_variables,[],[400])). 52.09/52.31 cnf(549,plain, 52.09/52.31 (~E(x5491,x5492)+~P41(x5493,x5494,x5495,x5491,x5492)), 52.09/52.31 inference(rename_variables,[],[400])). 52.09/52.31 cnf(552,plain, 52.09/52.31 (~E(x5521,x5522)+~P41(x5521,x5522,x5523,x5524,x5525)), 52.09/52.31 inference(rename_variables,[],[402])). 52.09/52.31 cnf(553,plain, 52.09/52.31 (~P41(f1(x5531,x5531),x5531,x5532,x5533,x5534)), 52.09/52.31 inference(scs_inference,[],[189,477,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552])). 52.09/52.31 cnf(554,plain, 52.09/52.31 (~E(x5541,x5542)+~P41(x5541,x5542,x5543,x5544,x5545)), 52.09/52.31 inference(rename_variables,[],[402])). 52.09/52.31 cnf(556,plain, 52.09/52.31 (~E(x5561,x5562)+~P41(x5561,x5562,x5563,x5564,x5565)), 52.09/52.31 inference(rename_variables,[],[402])). 52.09/52.31 cnf(559,plain, 52.09/52.31 (E(x5591,f7(x5592,x5593,f7(x5592,x5593,x5591)))+E(x5592,x5593)), 52.09/52.31 inference(rename_variables,[],[486])). 52.09/52.31 cnf(561,plain, 52.09/52.31 (E(x5611,f7(x5612,x5613,f7(x5612,x5613,x5611)))+E(x5612,x5613)), 52.09/52.31 inference(rename_variables,[],[486])). 52.09/52.31 cnf(562,plain, 52.09/52.31 (E(x5621,f7(f14(x5622,x5623,a15,a16),x5623,f7(f14(x5622,x5623,a15,a16),x5623,x5621)))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561])). 52.09/52.31 cnf(563,plain, 52.09/52.31 (E(x5631,f7(x5632,x5633,f7(x5632,x5633,x5631)))+E(x5632,x5633)), 52.09/52.31 inference(rename_variables,[],[486])). 52.09/52.31 cnf(565,plain, 52.09/52.31 (E(f7(a9,a8,f7(a9,a8,x5651)),x5651)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487])). 52.09/52.31 cnf(566,plain, 52.09/52.31 (E(f7(x5661,x5662,f7(x5661,x5662,x5663)),x5663)+E(x5661,x5662)), 52.09/52.31 inference(rename_variables,[],[487])). 52.09/52.31 cnf(567,plain, 52.09/52.31 (E(f7(a10,a11,f7(a10,a11,x5671)),x5671)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566])). 52.09/52.31 cnf(568,plain, 52.09/52.31 (E(f7(x5681,x5682,f7(x5681,x5682,x5683)),x5683)+E(x5681,x5682)), 52.09/52.31 inference(rename_variables,[],[487])). 52.09/52.31 cnf(569,plain, 52.09/52.31 (E(f7(f14(x5691,x5692,a15,a16),x5692,f7(f14(x5691,x5692,a15,a16),x5692,x5693)),x5693)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568])). 52.09/52.31 cnf(570,plain, 52.09/52.31 (E(f7(x5701,x5702,f7(x5701,x5702,x5703)),x5703)+E(x5701,x5702)), 52.09/52.31 inference(rename_variables,[],[487])). 52.09/52.31 cnf(571,plain, 52.09/52.31 (E(f7(a17,a16,f7(a17,a16,x5711)),x5711)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570])). 52.09/52.31 cnf(573,plain, 52.09/52.31 (~E(x5731,x5732)+E(x5732,x5731)), 52.09/52.31 inference(rename_variables,[],[2])). 52.09/52.31 cnf(574,plain, 52.09/52.31 (~E(a8,a9)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573])). 52.09/52.31 cnf(575,plain, 52.09/52.31 (~E(x5751,x5752)+E(x5752,x5751)), 52.09/52.31 inference(rename_variables,[],[2])). 52.09/52.31 cnf(576,plain, 52.09/52.31 (~E(a11,a10)), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575])). 52.09/52.31 cnf(577,plain, 52.09/52.31 (~E(x5771,x5772)+E(x5772,x5771)), 52.09/52.31 inference(rename_variables,[],[2])). 52.09/52.31 cnf(578,plain, 52.09/52.31 (~E(x5781,f14(x5782,x5781,a15,a16))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577])). 52.09/52.31 cnf(579,plain, 52.09/52.31 (E(f1(f7(a8,a9,a10),x5791),f1(f7(a8,a9,a11),x5791))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4])). 52.09/52.31 cnf(580,plain, 52.09/52.31 (E(f1(x5801,x5802),f1(x5803,x5802))+~E(x5801,x5803)), 52.09/52.31 inference(rename_variables,[],[4])). 52.09/52.31 cnf(581,plain, 52.09/52.31 (E(f1(f1(x5811,x5811),x5812),f1(x5811,x5812))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580])). 52.09/52.31 cnf(582,plain, 52.09/52.31 (E(f1(x5821,x5822),f1(x5823,x5822))+~E(x5821,x5823)), 52.09/52.31 inference(rename_variables,[],[4])). 52.09/52.31 cnf(583,plain, 52.09/52.31 (E(f1(f1(x5831,f1(x5831,x5832)),x5833),f1(x5832,x5833))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582])). 52.09/52.31 cnf(584,plain, 52.09/52.31 (E(f1(x5841,x5842),f1(x5843,x5842))+~E(x5841,x5843)), 52.09/52.31 inference(rename_variables,[],[4])). 52.09/52.31 cnf(587,plain, 52.09/52.31 (E(f1(x5871,x5872),f1(x5871,x5873))+~E(x5872,x5873)), 52.09/52.31 inference(rename_variables,[],[5])). 52.09/52.31 cnf(588,plain, 52.09/52.31 (E(f1(x5881,f1(x5882,x5882)),f1(x5881,x5882))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587])). 52.09/52.31 cnf(589,plain, 52.09/52.31 (E(f1(x5891,x5892),f1(x5891,x5893))+~E(x5892,x5893)), 52.09/52.31 inference(rename_variables,[],[5])). 52.09/52.31 cnf(590,plain, 52.09/52.31 (E(f1(x5901,f1(x5902,f1(x5902,x5903))),f1(x5901,x5903))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589])). 52.09/52.31 cnf(591,plain, 52.09/52.31 (E(f1(x5911,x5912),f1(x5911,x5913))+~E(x5912,x5913)), 52.09/52.31 inference(rename_variables,[],[5])). 52.09/52.31 cnf(592,plain, 52.09/52.31 (E(f1(x5921,f1(f7(a8,a9,a11),f7(a8,a9,a10))),f1(x5921,f7(a8,a9,a10)))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591])). 52.09/52.31 cnf(594,plain, 52.09/52.31 (E(f51(x5941,x5942,x5943,x5944,x5945,x5946),f51(x5947,x5942,x5943,x5944,x5945,x5946))+~E(x5941,x5947)), 52.09/52.31 inference(rename_variables,[],[6])). 52.09/52.31 cnf(596,plain, 52.09/52.31 (E(f51(x5961,x5962,x5963,x5964,x5965,x5966),f51(x5967,x5962,x5963,x5964,x5965,x5966))+~E(x5961,x5967)), 52.09/52.31 inference(rename_variables,[],[6])). 52.09/52.31 cnf(598,plain, 52.09/52.31 (E(f51(x5981,x5982,x5983,x5984,x5985,x5986),f51(x5987,x5982,x5983,x5984,x5985,x5986))+~E(x5981,x5987)), 52.09/52.31 inference(rename_variables,[],[6])). 52.09/52.31 cnf(601,plain, 52.09/52.31 (E(f51(x6011,x6012,x6013,x6014,x6015,x6016),f51(x6011,x6017,x6013,x6014,x6015,x6016))+~E(x6012,x6017)), 52.09/52.31 inference(rename_variables,[],[7])). 52.09/52.31 cnf(603,plain, 52.09/52.31 (E(f51(x6031,x6032,x6033,x6034,x6035,x6036),f51(x6031,x6037,x6033,x6034,x6035,x6036))+~E(x6032,x6037)), 52.09/52.31 inference(rename_variables,[],[7])). 52.09/52.31 cnf(605,plain, 52.09/52.31 (E(f51(x6051,x6052,x6053,x6054,x6055,x6056),f51(x6051,x6057,x6053,x6054,x6055,x6056))+~E(x6052,x6057)), 52.09/52.31 inference(rename_variables,[],[7])). 52.09/52.31 cnf(608,plain, 52.09/52.31 (E(f51(x6081,x6082,x6083,x6084,x6085,x6086),f51(x6081,x6082,x6087,x6084,x6085,x6086))+~E(x6083,x6087)), 52.09/52.31 inference(rename_variables,[],[8])). 52.09/52.31 cnf(610,plain, 52.09/52.31 (E(f51(x6101,x6102,x6103,x6104,x6105,x6106),f51(x6101,x6102,x6107,x6104,x6105,x6106))+~E(x6103,x6107)), 52.09/52.31 inference(rename_variables,[],[8])). 52.09/52.31 cnf(612,plain, 52.09/52.31 (E(f51(x6121,x6122,x6123,x6124,x6125,x6126),f51(x6121,x6122,x6127,x6124,x6125,x6126))+~E(x6123,x6127)), 52.09/52.31 inference(rename_variables,[],[8])). 52.09/52.31 cnf(615,plain, 52.09/52.31 (E(f51(x6151,x6152,x6153,x6154,x6155,x6156),f51(x6151,x6152,x6153,x6157,x6155,x6156))+~E(x6154,x6157)), 52.09/52.31 inference(rename_variables,[],[9])). 52.09/52.31 cnf(617,plain, 52.09/52.31 (E(f51(x6171,x6172,x6173,x6174,x6175,x6176),f51(x6171,x6172,x6173,x6177,x6175,x6176))+~E(x6174,x6177)), 52.09/52.31 inference(rename_variables,[],[9])). 52.09/52.31 cnf(619,plain, 52.09/52.31 (E(f51(x6191,x6192,x6193,x6194,x6195,x6196),f51(x6191,x6192,x6193,x6197,x6195,x6196))+~E(x6194,x6197)), 52.09/52.31 inference(rename_variables,[],[9])). 52.09/52.31 cnf(622,plain, 52.09/52.31 (E(f51(x6221,x6222,x6223,x6224,x6225,x6226),f51(x6221,x6222,x6223,x6224,x6227,x6226))+~E(x6225,x6227)), 52.09/52.31 inference(rename_variables,[],[10])). 52.09/52.31 cnf(624,plain, 52.09/52.31 (E(f51(x6241,x6242,x6243,x6244,x6245,x6246),f51(x6241,x6242,x6243,x6244,x6247,x6246))+~E(x6245,x6247)), 52.09/52.31 inference(rename_variables,[],[10])). 52.09/52.31 cnf(626,plain, 52.09/52.31 (E(f51(x6261,x6262,x6263,x6264,x6265,x6266),f51(x6261,x6262,x6263,x6264,x6267,x6266))+~E(x6265,x6267)), 52.09/52.31 inference(rename_variables,[],[10])). 52.09/52.31 cnf(629,plain, 52.09/52.31 (E(f51(x6291,x6292,x6293,x6294,x6295,x6296),f51(x6291,x6292,x6293,x6294,x6295,x6297))+~E(x6296,x6297)), 52.09/52.31 inference(rename_variables,[],[11])). 52.09/52.31 cnf(631,plain, 52.09/52.31 (E(f51(x6311,x6312,x6313,x6314,x6315,x6316),f51(x6311,x6312,x6313,x6314,x6315,x6317))+~E(x6316,x6317)), 52.09/52.31 inference(rename_variables,[],[11])). 52.09/52.31 cnf(633,plain, 52.09/52.31 (E(f51(x6331,x6332,x6333,x6334,x6335,x6336),f51(x6331,x6332,x6333,x6334,x6335,x6337))+~E(x6336,x6337)), 52.09/52.31 inference(rename_variables,[],[11])). 52.09/52.31 cnf(636,plain, 52.09/52.31 (E(f40(x6361,x6362,x6363,x6364),f40(x6365,x6362,x6363,x6364))+~E(x6361,x6365)), 52.09/52.31 inference(rename_variables,[],[12])). 52.09/52.31 cnf(638,plain, 52.09/52.31 (E(f40(x6381,x6382,x6383,x6384),f40(x6385,x6382,x6383,x6384))+~E(x6381,x6385)), 52.09/52.31 inference(rename_variables,[],[12])). 52.09/52.31 cnf(640,plain, 52.09/52.31 (E(f40(x6401,x6402,x6403,x6404),f40(x6405,x6402,x6403,x6404))+~E(x6401,x6405)), 52.09/52.31 inference(rename_variables,[],[12])). 52.09/52.31 cnf(643,plain, 52.09/52.31 (E(f40(x6431,x6432,x6433,x6434),f40(x6431,x6435,x6433,x6434))+~E(x6432,x6435)), 52.09/52.31 inference(rename_variables,[],[13])). 52.09/52.31 cnf(645,plain, 52.09/52.31 (E(f40(x6451,x6452,x6453,x6454),f40(x6451,x6455,x6453,x6454))+~E(x6452,x6455)), 52.09/52.31 inference(rename_variables,[],[13])). 52.09/52.31 cnf(647,plain, 52.09/52.31 (E(f40(x6471,x6472,x6473,x6474),f40(x6471,x6475,x6473,x6474))+~E(x6472,x6475)), 52.09/52.31 inference(rename_variables,[],[13])). 52.09/52.31 cnf(650,plain, 52.09/52.31 (E(f40(x6501,x6502,x6503,x6504),f40(x6501,x6502,x6505,x6504))+~E(x6503,x6505)), 52.09/52.31 inference(rename_variables,[],[14])). 52.09/52.31 cnf(652,plain, 52.09/52.31 (E(f40(x6521,x6522,x6523,x6524),f40(x6521,x6522,x6525,x6524))+~E(x6523,x6525)), 52.09/52.31 inference(rename_variables,[],[14])). 52.09/52.31 cnf(654,plain, 52.09/52.31 (E(f40(x6541,x6542,x6543,x6544),f40(x6541,x6542,x6545,x6544))+~E(x6543,x6545)), 52.09/52.31 inference(rename_variables,[],[14])). 52.09/52.31 cnf(657,plain, 52.09/52.31 (E(f40(x6571,x6572,x6573,x6574),f40(x6571,x6572,x6573,x6575))+~E(x6574,x6575)), 52.09/52.31 inference(rename_variables,[],[15])). 52.09/52.31 cnf(659,plain, 52.09/52.31 (E(f40(x6591,x6592,x6593,x6594),f40(x6591,x6592,x6593,x6595))+~E(x6594,x6595)), 52.09/52.31 inference(rename_variables,[],[15])). 52.09/52.31 cnf(661,plain, 52.09/52.31 (E(f40(x6611,x6612,x6613,x6614),f40(x6611,x6612,x6613,x6615))+~E(x6614,x6615)), 52.09/52.31 inference(rename_variables,[],[15])). 52.09/52.31 cnf(664,plain, 52.09/52.31 (E(f6(x6641,x6642),f6(x6643,x6642))+~E(x6641,x6643)), 52.09/52.31 inference(rename_variables,[],[16])). 52.09/52.31 cnf(665,plain, 52.09/52.31 (E(f6(f1(x6651,x6651),x6652),f6(x6651,x6652))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664])). 52.09/52.31 cnf(666,plain, 52.09/52.31 (E(f6(x6661,x6662),f6(x6663,x6662))+~E(x6661,x6663)), 52.09/52.31 inference(rename_variables,[],[16])). 52.09/52.31 cnf(667,plain, 52.09/52.31 (E(f6(f1(x6671,f1(x6671,x6672)),x6673),f6(x6672,x6673))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666])). 52.09/52.31 cnf(668,plain, 52.09/52.31 (E(f6(x6681,x6682),f6(x6683,x6682))+~E(x6681,x6683)), 52.09/52.31 inference(rename_variables,[],[16])). 52.09/52.31 cnf(671,plain, 52.09/52.31 (E(f6(x6711,x6712),f6(x6711,x6713))+~E(x6712,x6713)), 52.09/52.31 inference(rename_variables,[],[17])). 52.09/52.31 cnf(672,plain, 52.09/52.31 (E(f6(x6721,f1(x6722,x6722)),f6(x6721,x6722))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671])). 52.09/52.31 cnf(673,plain, 52.09/52.31 (E(f6(x6731,x6732),f6(x6731,x6733))+~E(x6732,x6733)), 52.09/52.31 inference(rename_variables,[],[17])). 52.09/52.31 cnf(675,plain, 52.09/52.31 (E(f6(x6751,x6752),f6(x6751,x6753))+~E(x6752,x6753)), 52.09/52.31 inference(rename_variables,[],[17])). 52.09/52.31 cnf(678,plain, 52.09/52.31 (E(f7(x6781,x6782,x6783),f7(x6784,x6782,x6783))+~E(x6781,x6784)), 52.09/52.31 inference(rename_variables,[],[18])). 52.09/52.31 cnf(679,plain, 52.09/52.31 (E(f7(f1(x6791,x6791),x6792,x6793),f7(x6791,x6792,x6793))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678])). 52.09/52.31 cnf(680,plain, 52.09/52.31 (E(f7(x6801,x6802,x6803),f7(x6804,x6802,x6803))+~E(x6801,x6804)), 52.09/52.31 inference(rename_variables,[],[18])). 52.09/52.31 cnf(681,plain, 52.09/52.31 (E(f7(f1(x6811,f1(x6811,x6812)),x6813,x6814),f7(x6812,x6813,x6814))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680])). 52.09/52.31 cnf(682,plain, 52.09/52.31 (E(f7(x6821,x6822,x6823),f7(x6824,x6822,x6823))+~E(x6821,x6824)), 52.09/52.31 inference(rename_variables,[],[18])). 52.09/52.31 cnf(685,plain, 52.09/52.31 (E(f7(x6851,x6852,x6853),f7(x6851,x6854,x6853))+~E(x6852,x6854)), 52.09/52.31 inference(rename_variables,[],[19])). 52.09/52.31 cnf(686,plain, 52.09/52.31 (E(f7(x6861,f1(x6862,x6862),x6863),f7(x6861,x6862,x6863))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685])). 52.09/52.31 cnf(687,plain, 52.09/52.31 (E(f7(x6871,x6872,x6873),f7(x6871,x6874,x6873))+~E(x6872,x6874)), 52.09/52.31 inference(rename_variables,[],[19])). 52.09/52.31 cnf(688,plain, 52.09/52.31 (E(f7(x6881,f1(x6882,f1(x6882,x6883)),x6884),f7(x6881,x6883,x6884))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687])). 52.09/52.31 cnf(689,plain, 52.09/52.31 (E(f7(x6891,x6892,x6893),f7(x6891,x6894,x6893))+~E(x6892,x6894)), 52.09/52.31 inference(rename_variables,[],[19])). 52.09/52.31 cnf(692,plain, 52.09/52.31 (E(f7(x6921,x6922,x6923),f7(x6921,x6922,x6924))+~E(x6923,x6924)), 52.09/52.31 inference(rename_variables,[],[20])). 52.09/52.31 cnf(693,plain, 52.09/52.31 (E(f7(x6931,x6932,f1(x6933,x6933)),f7(x6931,x6932,x6933))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692])). 52.09/52.31 cnf(694,plain, 52.09/52.31 (E(f7(x6941,x6942,x6943),f7(x6941,x6942,x6944))+~E(x6943,x6944)), 52.09/52.31 inference(rename_variables,[],[20])). 52.09/52.31 cnf(696,plain, 52.09/52.31 (E(f7(x6961,x6962,x6963),f7(x6961,x6962,x6964))+~E(x6963,x6964)), 52.09/52.31 inference(rename_variables,[],[20])). 52.09/52.31 cnf(699,plain, 52.09/52.31 (E(f31(x6991,x6992,x6993,x6994),f31(x6995,x6992,x6993,x6994))+~E(x6991,x6995)), 52.09/52.31 inference(rename_variables,[],[21])). 52.09/52.31 cnf(701,plain, 52.09/52.31 (E(f31(x7011,x7012,x7013,x7014),f31(x7015,x7012,x7013,x7014))+~E(x7011,x7015)), 52.09/52.31 inference(rename_variables,[],[21])). 52.09/52.31 cnf(703,plain, 52.09/52.31 (E(f31(x7031,x7032,x7033,x7034),f31(x7035,x7032,x7033,x7034))+~E(x7031,x7035)), 52.09/52.31 inference(rename_variables,[],[21])). 52.09/52.31 cnf(706,plain, 52.09/52.31 (E(f31(x7061,x7062,x7063,x7064),f31(x7061,x7065,x7063,x7064))+~E(x7062,x7065)), 52.09/52.31 inference(rename_variables,[],[22])). 52.09/52.31 cnf(708,plain, 52.09/52.31 (E(f31(x7081,x7082,x7083,x7084),f31(x7081,x7085,x7083,x7084))+~E(x7082,x7085)), 52.09/52.31 inference(rename_variables,[],[22])). 52.09/52.31 cnf(710,plain, 52.09/52.31 (E(f31(x7101,x7102,x7103,x7104),f31(x7101,x7105,x7103,x7104))+~E(x7102,x7105)), 52.09/52.31 inference(rename_variables,[],[22])). 52.09/52.31 cnf(713,plain, 52.09/52.31 (E(f31(x7131,x7132,x7133,x7134),f31(x7131,x7132,x7135,x7134))+~E(x7133,x7135)), 52.09/52.31 inference(rename_variables,[],[23])). 52.09/52.31 cnf(715,plain, 52.09/52.31 (E(f31(x7151,x7152,x7153,x7154),f31(x7151,x7152,x7155,x7154))+~E(x7153,x7155)), 52.09/52.31 inference(rename_variables,[],[23])). 52.09/52.31 cnf(717,plain, 52.09/52.31 (E(f31(x7171,x7172,x7173,x7174),f31(x7171,x7172,x7175,x7174))+~E(x7173,x7175)), 52.09/52.31 inference(rename_variables,[],[23])). 52.09/52.31 cnf(720,plain, 52.09/52.31 (E(f31(x7201,x7202,x7203,x7204),f31(x7201,x7202,x7203,x7205))+~E(x7204,x7205)), 52.09/52.31 inference(rename_variables,[],[24])). 52.09/52.31 cnf(722,plain, 52.09/52.31 (E(f31(x7221,x7222,x7223,x7224),f31(x7221,x7222,x7223,x7225))+~E(x7224,x7225)), 52.09/52.31 inference(rename_variables,[],[24])). 52.09/52.31 cnf(724,plain, 52.09/52.31 (E(f31(x7241,x7242,x7243,x7244),f31(x7241,x7242,x7243,x7245))+~E(x7244,x7245)), 52.09/52.31 inference(rename_variables,[],[24])). 52.09/52.31 cnf(727,plain, 52.09/52.31 (E(f47(x7271,x7272,x7273,x7274,x7275),f47(x7276,x7272,x7273,x7274,x7275))+~E(x7271,x7276)), 52.09/52.31 inference(rename_variables,[],[25])). 52.09/52.31 cnf(729,plain, 52.09/52.31 (E(f47(x7291,x7292,x7293,x7294,x7295),f47(x7296,x7292,x7293,x7294,x7295))+~E(x7291,x7296)), 52.09/52.31 inference(rename_variables,[],[25])). 52.09/52.31 cnf(731,plain, 52.09/52.31 (E(f47(x7311,x7312,x7313,x7314,x7315),f47(x7316,x7312,x7313,x7314,x7315))+~E(x7311,x7316)), 52.09/52.31 inference(rename_variables,[],[25])). 52.09/52.31 cnf(734,plain, 52.09/52.31 (E(f47(x7341,x7342,x7343,x7344,x7345),f47(x7341,x7346,x7343,x7344,x7345))+~E(x7342,x7346)), 52.09/52.31 inference(rename_variables,[],[26])). 52.09/52.31 cnf(736,plain, 52.09/52.31 (E(f47(x7361,x7362,x7363,x7364,x7365),f47(x7361,x7366,x7363,x7364,x7365))+~E(x7362,x7366)), 52.09/52.31 inference(rename_variables,[],[26])). 52.09/52.31 cnf(738,plain, 52.09/52.31 (E(f47(x7381,x7382,x7383,x7384,x7385),f47(x7381,x7386,x7383,x7384,x7385))+~E(x7382,x7386)), 52.09/52.31 inference(rename_variables,[],[26])). 52.09/52.31 cnf(741,plain, 52.09/52.31 (E(f47(x7411,x7412,x7413,x7414,x7415),f47(x7411,x7412,x7416,x7414,x7415))+~E(x7413,x7416)), 52.09/52.31 inference(rename_variables,[],[27])). 52.09/52.31 cnf(743,plain, 52.09/52.31 (E(f47(x7431,x7432,x7433,x7434,x7435),f47(x7431,x7432,x7436,x7434,x7435))+~E(x7433,x7436)), 52.09/52.31 inference(rename_variables,[],[27])). 52.09/52.31 cnf(745,plain, 52.09/52.31 (E(f47(x7451,x7452,x7453,x7454,x7455),f47(x7451,x7452,x7456,x7454,x7455))+~E(x7453,x7456)), 52.09/52.31 inference(rename_variables,[],[27])). 52.09/52.31 cnf(748,plain, 52.09/52.31 (E(f47(x7481,x7482,x7483,x7484,x7485),f47(x7481,x7482,x7483,x7486,x7485))+~E(x7484,x7486)), 52.09/52.31 inference(rename_variables,[],[28])). 52.09/52.31 cnf(750,plain, 52.09/52.31 (E(f47(x7501,x7502,x7503,x7504,x7505),f47(x7501,x7502,x7503,x7506,x7505))+~E(x7504,x7506)), 52.09/52.31 inference(rename_variables,[],[28])). 52.09/52.31 cnf(752,plain, 52.09/52.31 (E(f47(x7521,x7522,x7523,x7524,x7525),f47(x7521,x7522,x7523,x7526,x7525))+~E(x7524,x7526)), 52.09/52.31 inference(rename_variables,[],[28])). 52.09/52.31 cnf(755,plain, 52.09/52.31 (E(f47(x7551,x7552,x7553,x7554,x7555),f47(x7551,x7552,x7553,x7554,x7556))+~E(x7555,x7556)), 52.09/52.31 inference(rename_variables,[],[29])). 52.09/52.31 cnf(757,plain, 52.09/52.31 (E(f47(x7571,x7572,x7573,x7574,x7575),f47(x7571,x7572,x7573,x7574,x7576))+~E(x7575,x7576)), 52.09/52.31 inference(rename_variables,[],[29])). 52.09/52.31 cnf(759,plain, 52.09/52.31 (E(f47(x7591,x7592,x7593,x7594,x7595),f47(x7591,x7592,x7593,x7594,x7596))+~E(x7595,x7596)), 52.09/52.31 inference(rename_variables,[],[29])). 52.09/52.31 cnf(762,plain, 52.09/52.31 (E(f48(x7621,x7622,x7623,x7624,x7625),f48(x7626,x7622,x7623,x7624,x7625))+~E(x7621,x7626)), 52.09/52.31 inference(rename_variables,[],[30])). 52.09/52.31 cnf(764,plain, 52.09/52.31 (E(f48(x7641,x7642,x7643,x7644,x7645),f48(x7646,x7642,x7643,x7644,x7645))+~E(x7641,x7646)), 52.09/52.31 inference(rename_variables,[],[30])). 52.09/52.31 cnf(766,plain, 52.09/52.31 (E(f48(x7661,x7662,x7663,x7664,x7665),f48(x7666,x7662,x7663,x7664,x7665))+~E(x7661,x7666)), 52.09/52.31 inference(rename_variables,[],[30])). 52.09/52.31 cnf(769,plain, 52.09/52.31 (E(f48(x7691,x7692,x7693,x7694,x7695),f48(x7691,x7696,x7693,x7694,x7695))+~E(x7692,x7696)), 52.09/52.31 inference(rename_variables,[],[31])). 52.09/52.31 cnf(771,plain, 52.09/52.31 (E(f48(x7711,x7712,x7713,x7714,x7715),f48(x7711,x7716,x7713,x7714,x7715))+~E(x7712,x7716)), 52.09/52.31 inference(rename_variables,[],[31])). 52.09/52.31 cnf(773,plain, 52.09/52.31 (E(f48(x7731,x7732,x7733,x7734,x7735),f48(x7731,x7736,x7733,x7734,x7735))+~E(x7732,x7736)), 52.09/52.31 inference(rename_variables,[],[31])). 52.09/52.31 cnf(776,plain, 52.09/52.31 (E(f48(x7761,x7762,x7763,x7764,x7765),f48(x7761,x7762,x7766,x7764,x7765))+~E(x7763,x7766)), 52.09/52.31 inference(rename_variables,[],[32])). 52.09/52.31 cnf(778,plain, 52.09/52.31 (E(f48(x7781,x7782,x7783,x7784,x7785),f48(x7781,x7782,x7786,x7784,x7785))+~E(x7783,x7786)), 52.09/52.31 inference(rename_variables,[],[32])). 52.09/52.31 cnf(780,plain, 52.09/52.31 (E(f48(x7801,x7802,x7803,x7804,x7805),f48(x7801,x7802,x7806,x7804,x7805))+~E(x7803,x7806)), 52.09/52.31 inference(rename_variables,[],[32])). 52.09/52.31 cnf(783,plain, 52.09/52.31 (E(f48(x7831,x7832,x7833,x7834,x7835),f48(x7831,x7832,x7833,x7836,x7835))+~E(x7834,x7836)), 52.09/52.31 inference(rename_variables,[],[33])). 52.09/52.31 cnf(785,plain, 52.09/52.31 (E(f48(x7851,x7852,x7853,x7854,x7855),f48(x7851,x7852,x7853,x7856,x7855))+~E(x7854,x7856)), 52.09/52.31 inference(rename_variables,[],[33])). 52.09/52.31 cnf(787,plain, 52.09/52.31 (E(f48(x7871,x7872,x7873,x7874,x7875),f48(x7871,x7872,x7873,x7876,x7875))+~E(x7874,x7876)), 52.09/52.31 inference(rename_variables,[],[33])). 52.09/52.31 cnf(790,plain, 52.09/52.31 (E(f48(x7901,x7902,x7903,x7904,x7905),f48(x7901,x7902,x7903,x7904,x7906))+~E(x7905,x7906)), 52.09/52.31 inference(rename_variables,[],[34])). 52.09/52.31 cnf(792,plain, 52.09/52.31 (E(f48(x7921,x7922,x7923,x7924,x7925),f48(x7921,x7922,x7923,x7924,x7926))+~E(x7925,x7926)), 52.09/52.31 inference(rename_variables,[],[34])). 52.09/52.31 cnf(794,plain, 52.09/52.31 (E(f48(x7941,x7942,x7943,x7944,x7945),f48(x7941,x7942,x7943,x7944,x7946))+~E(x7945,x7946)), 52.09/52.31 inference(rename_variables,[],[34])). 52.09/52.31 cnf(797,plain, 52.09/52.31 (E(f14(x7971,x7972,x7973,x7974),f14(x7975,x7972,x7973,x7974))+~E(x7971,x7975)), 52.09/52.31 inference(rename_variables,[],[35])). 52.09/52.31 cnf(798,plain, 52.09/52.31 (E(f14(f1(x7981,x7981),x7982,x7983,x7984),f14(x7981,x7982,x7983,x7984))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797])). 52.09/52.31 cnf(799,plain, 52.09/52.31 (E(f14(x7991,x7992,x7993,x7994),f14(x7995,x7992,x7993,x7994))+~E(x7991,x7995)), 52.09/52.31 inference(rename_variables,[],[35])). 52.09/52.31 cnf(801,plain, 52.09/52.31 (E(f14(x8011,x8012,x8013,x8014),f14(x8015,x8012,x8013,x8014))+~E(x8011,x8015)), 52.09/52.31 inference(rename_variables,[],[35])). 52.09/52.31 cnf(804,plain, 52.09/52.31 (E(f14(x8041,x8042,x8043,x8044),f14(x8041,x8045,x8043,x8044))+~E(x8042,x8045)), 52.09/52.31 inference(rename_variables,[],[36])). 52.09/52.31 cnf(806,plain, 52.09/52.31 (E(f14(x8061,x8062,x8063,x8064),f14(x8061,x8065,x8063,x8064))+~E(x8062,x8065)), 52.09/52.31 inference(rename_variables,[],[36])). 52.09/52.31 cnf(808,plain, 52.09/52.31 (E(f14(x8081,x8082,x8083,x8084),f14(x8081,x8085,x8083,x8084))+~E(x8082,x8085)), 52.09/52.31 inference(rename_variables,[],[36])). 52.09/52.31 cnf(811,plain, 52.09/52.31 (E(f14(x8111,x8112,x8113,x8114),f14(x8111,x8112,x8115,x8114))+~E(x8113,x8115)), 52.09/52.31 inference(rename_variables,[],[37])). 52.09/52.31 cnf(812,plain, 52.09/52.31 (E(f14(x8121,x8122,f1(x8123,x8123),x8124),f14(x8121,x8122,x8123,x8124))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811])). 52.09/52.31 cnf(813,plain, 52.09/52.31 (E(f14(x8131,x8132,x8133,x8134),f14(x8131,x8132,x8135,x8134))+~E(x8133,x8135)), 52.09/52.31 inference(rename_variables,[],[37])). 52.09/52.31 cnf(814,plain, 52.09/52.31 (E(f14(x8141,x8142,f1(x8143,f1(x8143,x8144)),x8145),f14(x8141,x8142,x8144,x8145))), 52.09/52.31 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813])). 52.09/52.31 cnf(815,plain, 52.09/52.31 (E(f14(x8151,x8152,x8153,x8154),f14(x8151,x8152,x8155,x8154))+~E(x8153,x8155)), 52.09/52.31 inference(rename_variables,[],[37])). 52.09/52.31 cnf(818,plain, 52.09/52.31 (E(f14(x8181,x8182,x8183,x8184),f14(x8181,x8182,x8183,x8185))+~E(x8184,x8185)), 52.09/52.31 inference(rename_variables,[],[38])). 52.09/52.31 cnf(819,plain, 52.09/52.31 (E(f14(x8191,x8192,x8193,f1(x8194,x8194)),f14(x8191,x8192,x8193,x8194))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818])). 52.09/52.32 cnf(820,plain, 52.09/52.32 (E(f14(x8201,x8202,x8203,x8204),f14(x8201,x8202,x8203,x8205))+~E(x8204,x8205)), 52.09/52.32 inference(rename_variables,[],[38])). 52.09/52.32 cnf(822,plain, 52.09/52.32 (E(f14(x8221,x8222,x8223,x8224),f14(x8221,x8222,x8223,x8225))+~E(x8224,x8225)), 52.09/52.32 inference(rename_variables,[],[38])). 52.09/52.32 cnf(825,plain, 52.09/52.32 (E(f38(x8251,x8252,x8253,x8254),f38(x8255,x8252,x8253,x8254))+~E(x8251,x8255)), 52.09/52.32 inference(rename_variables,[],[39])). 52.09/52.32 cnf(827,plain, 52.09/52.32 (E(f38(x8271,x8272,x8273,x8274),f38(x8275,x8272,x8273,x8274))+~E(x8271,x8275)), 52.09/52.32 inference(rename_variables,[],[39])). 52.09/52.32 cnf(829,plain, 52.09/52.32 (E(f38(x8291,x8292,x8293,x8294),f38(x8295,x8292,x8293,x8294))+~E(x8291,x8295)), 52.09/52.32 inference(rename_variables,[],[39])). 52.09/52.32 cnf(832,plain, 52.09/52.32 (E(f38(x8321,x8322,x8323,x8324),f38(x8321,x8325,x8323,x8324))+~E(x8322,x8325)), 52.09/52.32 inference(rename_variables,[],[40])). 52.09/52.32 cnf(834,plain, 52.09/52.32 (E(f38(x8341,x8342,x8343,x8344),f38(x8341,x8345,x8343,x8344))+~E(x8342,x8345)), 52.09/52.32 inference(rename_variables,[],[40])). 52.09/52.32 cnf(836,plain, 52.09/52.32 (E(f38(x8361,x8362,x8363,x8364),f38(x8361,x8365,x8363,x8364))+~E(x8362,x8365)), 52.09/52.32 inference(rename_variables,[],[40])). 52.09/52.32 cnf(839,plain, 52.09/52.32 (E(f38(x8391,x8392,x8393,x8394),f38(x8391,x8392,x8395,x8394))+~E(x8393,x8395)), 52.09/52.32 inference(rename_variables,[],[41])). 52.09/52.32 cnf(841,plain, 52.09/52.32 (E(f38(x8411,x8412,x8413,x8414),f38(x8411,x8412,x8415,x8414))+~E(x8413,x8415)), 52.09/52.32 inference(rename_variables,[],[41])). 52.09/52.32 cnf(843,plain, 52.09/52.32 (E(f38(x8431,x8432,x8433,x8434),f38(x8431,x8432,x8435,x8434))+~E(x8433,x8435)), 52.09/52.32 inference(rename_variables,[],[41])). 52.09/52.32 cnf(846,plain, 52.09/52.32 (E(f38(x8461,x8462,x8463,x8464),f38(x8461,x8462,x8463,x8465))+~E(x8464,x8465)), 52.09/52.32 inference(rename_variables,[],[42])). 52.09/52.32 cnf(848,plain, 52.09/52.32 (E(f38(x8481,x8482,x8483,x8484),f38(x8481,x8482,x8483,x8485))+~E(x8484,x8485)), 52.09/52.32 inference(rename_variables,[],[42])). 52.09/52.32 cnf(850,plain, 52.09/52.32 (E(f38(x8501,x8502,x8503,x8504),f38(x8501,x8502,x8503,x8505))+~E(x8504,x8505)), 52.09/52.32 inference(rename_variables,[],[42])). 52.09/52.32 cnf(853,plain, 52.09/52.32 (E(f30(x8531,x8532,x8533),f30(x8534,x8532,x8533))+~E(x8531,x8534)), 52.09/52.32 inference(rename_variables,[],[43])). 52.09/52.32 cnf(855,plain, 52.09/52.32 (E(f30(x8551,x8552,x8553),f30(x8554,x8552,x8553))+~E(x8551,x8554)), 52.09/52.32 inference(rename_variables,[],[43])). 52.09/52.32 cnf(857,plain, 52.09/52.32 (E(f30(x8571,x8572,x8573),f30(x8574,x8572,x8573))+~E(x8571,x8574)), 52.09/52.32 inference(rename_variables,[],[43])). 52.09/52.32 cnf(860,plain, 52.09/52.32 (E(f30(x8601,x8602,x8603),f30(x8601,x8604,x8603))+~E(x8602,x8604)), 52.09/52.32 inference(rename_variables,[],[44])). 52.09/52.32 cnf(862,plain, 52.09/52.32 (E(f30(x8621,x8622,x8623),f30(x8621,x8624,x8623))+~E(x8622,x8624)), 52.09/52.32 inference(rename_variables,[],[44])). 52.09/52.32 cnf(864,plain, 52.09/52.32 (E(f30(x8641,x8642,x8643),f30(x8641,x8644,x8643))+~E(x8642,x8644)), 52.09/52.32 inference(rename_variables,[],[44])). 52.09/52.32 cnf(867,plain, 52.09/52.32 (E(f30(x8671,x8672,x8673),f30(x8671,x8672,x8674))+~E(x8673,x8674)), 52.09/52.32 inference(rename_variables,[],[45])). 52.09/52.32 cnf(869,plain, 52.09/52.32 (E(f30(x8691,x8692,x8693),f30(x8691,x8692,x8694))+~E(x8693,x8694)), 52.09/52.32 inference(rename_variables,[],[45])). 52.09/52.32 cnf(871,plain, 52.09/52.32 (E(f30(x8711,x8712,x8713),f30(x8711,x8712,x8714))+~E(x8713,x8714)), 52.09/52.32 inference(rename_variables,[],[45])). 52.09/52.32 cnf(874,plain, 52.09/52.32 (E(f26(x8741,x8742,x8743),f26(x8744,x8742,x8743))+~E(x8741,x8744)), 52.09/52.32 inference(rename_variables,[],[46])). 52.09/52.32 cnf(876,plain, 52.09/52.32 (E(f26(x8761,x8762,x8763),f26(x8764,x8762,x8763))+~E(x8761,x8764)), 52.09/52.32 inference(rename_variables,[],[46])). 52.09/52.32 cnf(878,plain, 52.09/52.32 (E(f26(x8781,x8782,x8783),f26(x8784,x8782,x8783))+~E(x8781,x8784)), 52.09/52.32 inference(rename_variables,[],[46])). 52.09/52.32 cnf(881,plain, 52.09/52.32 (E(f26(x8811,x8812,x8813),f26(x8811,x8814,x8813))+~E(x8812,x8814)), 52.09/52.32 inference(rename_variables,[],[47])). 52.09/52.32 cnf(883,plain, 52.09/52.32 (E(f26(x8831,x8832,x8833),f26(x8831,x8834,x8833))+~E(x8832,x8834)), 52.09/52.32 inference(rename_variables,[],[47])). 52.09/52.32 cnf(885,plain, 52.09/52.32 (E(f26(x8851,x8852,x8853),f26(x8851,x8854,x8853))+~E(x8852,x8854)), 52.09/52.32 inference(rename_variables,[],[47])). 52.09/52.32 cnf(888,plain, 52.09/52.32 (E(f26(x8881,x8882,x8883),f26(x8881,x8882,x8884))+~E(x8883,x8884)), 52.09/52.32 inference(rename_variables,[],[48])). 52.09/52.32 cnf(890,plain, 52.09/52.32 (E(f26(x8901,x8902,x8903),f26(x8901,x8902,x8904))+~E(x8903,x8904)), 52.09/52.32 inference(rename_variables,[],[48])). 52.09/52.32 cnf(892,plain, 52.09/52.32 (E(f26(x8921,x8922,x8923),f26(x8921,x8922,x8924))+~E(x8923,x8924)), 52.09/52.32 inference(rename_variables,[],[48])). 52.09/52.32 cnf(895,plain, 52.09/52.32 (E(f50(x8951,x8952,x8953,x8954,x8955),f50(x8956,x8952,x8953,x8954,x8955))+~E(x8951,x8956)), 52.09/52.32 inference(rename_variables,[],[49])). 52.09/52.32 cnf(897,plain, 52.09/52.32 (E(f50(x8971,x8972,x8973,x8974,x8975),f50(x8976,x8972,x8973,x8974,x8975))+~E(x8971,x8976)), 52.09/52.32 inference(rename_variables,[],[49])). 52.09/52.32 cnf(899,plain, 52.09/52.32 (E(f50(x8991,x8992,x8993,x8994,x8995),f50(x8996,x8992,x8993,x8994,x8995))+~E(x8991,x8996)), 52.09/52.32 inference(rename_variables,[],[49])). 52.09/52.32 cnf(902,plain, 52.09/52.32 (E(f50(x9021,x9022,x9023,x9024,x9025),f50(x9021,x9026,x9023,x9024,x9025))+~E(x9022,x9026)), 52.09/52.32 inference(rename_variables,[],[50])). 52.09/52.32 cnf(904,plain, 52.09/52.32 (E(f50(x9041,x9042,x9043,x9044,x9045),f50(x9041,x9046,x9043,x9044,x9045))+~E(x9042,x9046)), 52.09/52.32 inference(rename_variables,[],[50])). 52.09/52.32 cnf(906,plain, 52.09/52.32 (E(f50(x9061,x9062,x9063,x9064,x9065),f50(x9061,x9066,x9063,x9064,x9065))+~E(x9062,x9066)), 52.09/52.32 inference(rename_variables,[],[50])). 52.09/52.32 cnf(909,plain, 52.09/52.32 (E(f50(x9091,x9092,x9093,x9094,x9095),f50(x9091,x9092,x9096,x9094,x9095))+~E(x9093,x9096)), 52.09/52.32 inference(rename_variables,[],[51])). 52.09/52.32 cnf(911,plain, 52.09/52.32 (E(f50(x9111,x9112,x9113,x9114,x9115),f50(x9111,x9112,x9116,x9114,x9115))+~E(x9113,x9116)), 52.09/52.32 inference(rename_variables,[],[51])). 52.09/52.32 cnf(913,plain, 52.09/52.32 (E(f50(x9131,x9132,x9133,x9134,x9135),f50(x9131,x9132,x9136,x9134,x9135))+~E(x9133,x9136)), 52.09/52.32 inference(rename_variables,[],[51])). 52.09/52.32 cnf(916,plain, 52.09/52.32 (E(f50(x9161,x9162,x9163,x9164,x9165),f50(x9161,x9162,x9163,x9166,x9165))+~E(x9164,x9166)), 52.09/52.32 inference(rename_variables,[],[52])). 52.09/52.32 cnf(918,plain, 52.09/52.32 (E(f50(x9181,x9182,x9183,x9184,x9185),f50(x9181,x9182,x9183,x9186,x9185))+~E(x9184,x9186)), 52.09/52.32 inference(rename_variables,[],[52])). 52.09/52.32 cnf(920,plain, 52.09/52.32 (E(f50(x9201,x9202,x9203,x9204,x9205),f50(x9201,x9202,x9203,x9206,x9205))+~E(x9204,x9206)), 52.09/52.32 inference(rename_variables,[],[52])). 52.09/52.32 cnf(923,plain, 52.09/52.32 (E(f50(x9231,x9232,x9233,x9234,x9235),f50(x9231,x9232,x9233,x9234,x9236))+~E(x9235,x9236)), 52.09/52.32 inference(rename_variables,[],[53])). 52.09/52.32 cnf(925,plain, 52.09/52.32 (E(f50(x9251,x9252,x9253,x9254,x9255),f50(x9251,x9252,x9253,x9254,x9256))+~E(x9255,x9256)), 52.09/52.32 inference(rename_variables,[],[53])). 52.09/52.32 cnf(927,plain, 52.09/52.32 (E(f50(x9271,x9272,x9273,x9274,x9275),f50(x9271,x9272,x9273,x9274,x9276))+~E(x9275,x9276)), 52.09/52.32 inference(rename_variables,[],[53])). 52.09/52.32 cnf(930,plain, 52.09/52.32 (E(f23(x9301,x9302,x9303),f23(x9304,x9302,x9303))+~E(x9301,x9304)), 52.09/52.32 inference(rename_variables,[],[54])). 52.09/52.32 cnf(932,plain, 52.09/52.32 (E(f23(x9321,x9322,x9323),f23(x9324,x9322,x9323))+~E(x9321,x9324)), 52.09/52.32 inference(rename_variables,[],[54])). 52.09/52.32 cnf(934,plain, 52.09/52.32 (E(f23(x9341,x9342,x9343),f23(x9344,x9342,x9343))+~E(x9341,x9344)), 52.09/52.32 inference(rename_variables,[],[54])). 52.09/52.32 cnf(937,plain, 52.09/52.32 (E(f23(x9371,x9372,x9373),f23(x9371,x9374,x9373))+~E(x9372,x9374)), 52.09/52.32 inference(rename_variables,[],[55])). 52.09/52.32 cnf(939,plain, 52.09/52.32 (E(f23(x9391,x9392,x9393),f23(x9391,x9394,x9393))+~E(x9392,x9394)), 52.09/52.32 inference(rename_variables,[],[55])). 52.09/52.32 cnf(941,plain, 52.09/52.32 (E(f23(x9411,x9412,x9413),f23(x9411,x9414,x9413))+~E(x9412,x9414)), 52.09/52.32 inference(rename_variables,[],[55])). 52.09/52.32 cnf(944,plain, 52.09/52.32 (E(f23(x9441,x9442,x9443),f23(x9441,x9442,x9444))+~E(x9443,x9444)), 52.09/52.32 inference(rename_variables,[],[56])). 52.09/52.32 cnf(946,plain, 52.09/52.32 (E(f23(x9461,x9462,x9463),f23(x9461,x9462,x9464))+~E(x9463,x9464)), 52.09/52.32 inference(rename_variables,[],[56])). 52.09/52.32 cnf(948,plain, 52.09/52.32 (E(f23(x9481,x9482,x9483),f23(x9481,x9482,x9484))+~E(x9483,x9484)), 52.09/52.32 inference(rename_variables,[],[56])). 52.09/52.32 cnf(951,plain, 52.09/52.32 (E(f25(x9511,x9512,x9513),f25(x9514,x9512,x9513))+~E(x9511,x9514)), 52.09/52.32 inference(rename_variables,[],[57])). 52.09/52.32 cnf(953,plain, 52.09/52.32 (E(f25(x9531,x9532,x9533),f25(x9534,x9532,x9533))+~E(x9531,x9534)), 52.09/52.32 inference(rename_variables,[],[57])). 52.09/52.32 cnf(955,plain, 52.09/52.32 (E(f25(x9551,x9552,x9553),f25(x9554,x9552,x9553))+~E(x9551,x9554)), 52.09/52.32 inference(rename_variables,[],[57])). 52.09/52.32 cnf(958,plain, 52.09/52.32 (E(f25(x9581,x9582,x9583),f25(x9581,x9584,x9583))+~E(x9582,x9584)), 52.09/52.32 inference(rename_variables,[],[58])). 52.09/52.32 cnf(960,plain, 52.09/52.32 (E(f25(x9601,x9602,x9603),f25(x9601,x9604,x9603))+~E(x9602,x9604)), 52.09/52.32 inference(rename_variables,[],[58])). 52.09/52.32 cnf(962,plain, 52.09/52.32 (E(f25(x9621,x9622,x9623),f25(x9621,x9624,x9623))+~E(x9622,x9624)), 52.09/52.32 inference(rename_variables,[],[58])). 52.09/52.32 cnf(965,plain, 52.09/52.32 (E(f25(x9651,x9652,x9653),f25(x9651,x9652,x9654))+~E(x9653,x9654)), 52.09/52.32 inference(rename_variables,[],[59])). 52.09/52.32 cnf(967,plain, 52.09/52.32 (E(f25(x9671,x9672,x9673),f25(x9671,x9672,x9674))+~E(x9673,x9674)), 52.09/52.32 inference(rename_variables,[],[59])). 52.09/52.32 cnf(969,plain, 52.09/52.32 (E(f25(x9691,x9692,x9693),f25(x9691,x9692,x9694))+~E(x9693,x9694)), 52.09/52.32 inference(rename_variables,[],[59])). 52.09/52.32 cnf(972,plain, 52.09/52.32 (E(f44(x9721,x9722,x9723,x9724,x9725),f44(x9726,x9722,x9723,x9724,x9725))+~E(x9721,x9726)), 52.09/52.32 inference(rename_variables,[],[60])). 52.09/52.32 cnf(974,plain, 52.09/52.32 (E(f44(x9741,x9742,x9743,x9744,x9745),f44(x9746,x9742,x9743,x9744,x9745))+~E(x9741,x9746)), 52.09/52.32 inference(rename_variables,[],[60])). 52.09/52.32 cnf(976,plain, 52.09/52.32 (E(f44(x9761,x9762,x9763,x9764,x9765),f44(x9766,x9762,x9763,x9764,x9765))+~E(x9761,x9766)), 52.09/52.32 inference(rename_variables,[],[60])). 52.09/52.32 cnf(979,plain, 52.09/52.32 (E(f44(x9791,x9792,x9793,x9794,x9795),f44(x9791,x9796,x9793,x9794,x9795))+~E(x9792,x9796)), 52.09/52.32 inference(rename_variables,[],[61])). 52.09/52.32 cnf(981,plain, 52.09/52.32 (E(f44(x9811,x9812,x9813,x9814,x9815),f44(x9811,x9816,x9813,x9814,x9815))+~E(x9812,x9816)), 52.09/52.32 inference(rename_variables,[],[61])). 52.09/52.32 cnf(983,plain, 52.09/52.32 (E(f44(x9831,x9832,x9833,x9834,x9835),f44(x9831,x9836,x9833,x9834,x9835))+~E(x9832,x9836)), 52.09/52.32 inference(rename_variables,[],[61])). 52.09/52.32 cnf(986,plain, 52.09/52.32 (E(f44(x9861,x9862,x9863,x9864,x9865),f44(x9861,x9862,x9866,x9864,x9865))+~E(x9863,x9866)), 52.09/52.32 inference(rename_variables,[],[62])). 52.09/52.32 cnf(988,plain, 52.09/52.32 (E(f44(x9881,x9882,x9883,x9884,x9885),f44(x9881,x9882,x9886,x9884,x9885))+~E(x9883,x9886)), 52.09/52.32 inference(rename_variables,[],[62])). 52.09/52.32 cnf(990,plain, 52.09/52.32 (E(f44(x9901,x9902,x9903,x9904,x9905),f44(x9901,x9902,x9906,x9904,x9905))+~E(x9903,x9906)), 52.09/52.32 inference(rename_variables,[],[62])). 52.09/52.32 cnf(993,plain, 52.09/52.32 (E(f44(x9931,x9932,x9933,x9934,x9935),f44(x9931,x9932,x9933,x9936,x9935))+~E(x9934,x9936)), 52.09/52.32 inference(rename_variables,[],[63])). 52.09/52.32 cnf(995,plain, 52.09/52.32 (E(f44(x9951,x9952,x9953,x9954,x9955),f44(x9951,x9952,x9953,x9956,x9955))+~E(x9954,x9956)), 52.09/52.32 inference(rename_variables,[],[63])). 52.09/52.32 cnf(997,plain, 52.09/52.32 (E(f44(x9971,x9972,x9973,x9974,x9975),f44(x9971,x9972,x9973,x9976,x9975))+~E(x9974,x9976)), 52.09/52.32 inference(rename_variables,[],[63])). 52.09/52.32 cnf(1000,plain, 52.09/52.32 (E(f44(x10001,x10002,x10003,x10004,x10005),f44(x10001,x10002,x10003,x10004,x10006))+~E(x10005,x10006)), 52.09/52.32 inference(rename_variables,[],[64])). 52.09/52.32 cnf(1002,plain, 52.09/52.32 (E(f44(x10021,x10022,x10023,x10024,x10025),f44(x10021,x10022,x10023,x10024,x10026))+~E(x10025,x10026)), 52.09/52.32 inference(rename_variables,[],[64])). 52.09/52.32 cnf(1004,plain, 52.09/52.32 (E(f44(x10041,x10042,x10043,x10044,x10045),f44(x10041,x10042,x10043,x10044,x10046))+~E(x10045,x10046)), 52.09/52.32 inference(rename_variables,[],[64])). 52.09/52.32 cnf(1007,plain, 52.09/52.32 (E(f45(x10071,x10072,x10073,x10074,x10075),f45(x10076,x10072,x10073,x10074,x10075))+~E(x10071,x10076)), 52.09/52.32 inference(rename_variables,[],[65])). 52.09/52.32 cnf(1009,plain, 52.09/52.32 (E(f45(x10091,x10092,x10093,x10094,x10095),f45(x10096,x10092,x10093,x10094,x10095))+~E(x10091,x10096)), 52.09/52.32 inference(rename_variables,[],[65])). 52.09/52.32 cnf(1011,plain, 52.09/52.32 (E(f45(x10111,x10112,x10113,x10114,x10115),f45(x10116,x10112,x10113,x10114,x10115))+~E(x10111,x10116)), 52.09/52.32 inference(rename_variables,[],[65])). 52.09/52.32 cnf(1014,plain, 52.09/52.32 (E(f45(x10141,x10142,x10143,x10144,x10145),f45(x10141,x10146,x10143,x10144,x10145))+~E(x10142,x10146)), 52.09/52.32 inference(rename_variables,[],[66])). 52.09/52.32 cnf(1016,plain, 52.09/52.32 (E(f45(x10161,x10162,x10163,x10164,x10165),f45(x10161,x10166,x10163,x10164,x10165))+~E(x10162,x10166)), 52.09/52.32 inference(rename_variables,[],[66])). 52.09/52.32 cnf(1018,plain, 52.09/52.32 (E(f45(x10181,x10182,x10183,x10184,x10185),f45(x10181,x10186,x10183,x10184,x10185))+~E(x10182,x10186)), 52.09/52.32 inference(rename_variables,[],[66])). 52.09/52.32 cnf(1021,plain, 52.09/52.32 (E(f45(x10211,x10212,x10213,x10214,x10215),f45(x10211,x10212,x10216,x10214,x10215))+~E(x10213,x10216)), 52.09/52.32 inference(rename_variables,[],[67])). 52.09/52.32 cnf(1023,plain, 52.09/52.32 (E(f45(x10231,x10232,x10233,x10234,x10235),f45(x10231,x10232,x10236,x10234,x10235))+~E(x10233,x10236)), 52.09/52.32 inference(rename_variables,[],[67])). 52.09/52.32 cnf(1025,plain, 52.09/52.32 (E(f45(x10251,x10252,x10253,x10254,x10255),f45(x10251,x10252,x10256,x10254,x10255))+~E(x10253,x10256)), 52.09/52.32 inference(rename_variables,[],[67])). 52.09/52.32 cnf(1028,plain, 52.09/52.32 (E(f45(x10281,x10282,x10283,x10284,x10285),f45(x10281,x10282,x10283,x10286,x10285))+~E(x10284,x10286)), 52.09/52.32 inference(rename_variables,[],[68])). 52.09/52.32 cnf(1030,plain, 52.09/52.32 (E(f45(x10301,x10302,x10303,x10304,x10305),f45(x10301,x10302,x10303,x10306,x10305))+~E(x10304,x10306)), 52.09/52.32 inference(rename_variables,[],[68])). 52.09/52.32 cnf(1032,plain, 52.09/52.32 (E(f45(x10321,x10322,x10323,x10324,x10325),f45(x10321,x10322,x10323,x10326,x10325))+~E(x10324,x10326)), 52.09/52.32 inference(rename_variables,[],[68])). 52.09/52.32 cnf(1035,plain, 52.09/52.32 (E(f45(x10351,x10352,x10353,x10354,x10355),f45(x10351,x10352,x10353,x10354,x10356))+~E(x10355,x10356)), 52.09/52.32 inference(rename_variables,[],[69])). 52.09/52.32 cnf(1037,plain, 52.09/52.32 (E(f45(x10371,x10372,x10373,x10374,x10375),f45(x10371,x10372,x10373,x10374,x10376))+~E(x10375,x10376)), 52.09/52.32 inference(rename_variables,[],[69])). 52.09/52.32 cnf(1039,plain, 52.09/52.32 (E(f45(x10391,x10392,x10393,x10394,x10395),f45(x10391,x10392,x10393,x10394,x10396))+~E(x10395,x10396)), 52.09/52.32 inference(rename_variables,[],[69])). 52.09/52.32 cnf(1042,plain, 52.09/52.32 (E(f39(x10421,x10422,x10423,x10424),f39(x10425,x10422,x10423,x10424))+~E(x10421,x10425)), 52.09/52.32 inference(rename_variables,[],[70])). 52.09/52.32 cnf(1043,plain, 52.09/52.32 (E(f39(f1(x10431,x10431),x10432,x10433,x10434),f39(x10431,x10432,x10433,x10434))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042])). 52.09/52.32 cnf(1044,plain, 52.09/52.32 (E(f39(x10441,x10442,x10443,x10444),f39(x10445,x10442,x10443,x10444))+~E(x10441,x10445)), 52.09/52.32 inference(rename_variables,[],[70])). 52.09/52.32 cnf(1046,plain, 52.09/52.32 (E(f39(x10461,x10462,x10463,x10464),f39(x10465,x10462,x10463,x10464))+~E(x10461,x10465)), 52.09/52.32 inference(rename_variables,[],[70])). 52.09/52.32 cnf(1049,plain, 52.09/52.32 (E(f39(x10491,x10492,x10493,x10494),f39(x10491,x10495,x10493,x10494))+~E(x10492,x10495)), 52.09/52.32 inference(rename_variables,[],[71])). 52.09/52.32 cnf(1051,plain, 52.09/52.32 (E(f39(x10511,x10512,x10513,x10514),f39(x10511,x10515,x10513,x10514))+~E(x10512,x10515)), 52.09/52.32 inference(rename_variables,[],[71])). 52.09/52.32 cnf(1053,plain, 52.09/52.32 (E(f39(x10531,x10532,x10533,x10534),f39(x10531,x10535,x10533,x10534))+~E(x10532,x10535)), 52.09/52.32 inference(rename_variables,[],[71])). 52.09/52.32 cnf(1056,plain, 52.09/52.32 (E(f39(x10561,x10562,x10563,x10564),f39(x10561,x10562,x10565,x10564))+~E(x10563,x10565)), 52.09/52.32 inference(rename_variables,[],[72])). 52.09/52.32 cnf(1058,plain, 52.09/52.32 (E(f39(x10581,x10582,x10583,x10584),f39(x10581,x10582,x10585,x10584))+~E(x10583,x10585)), 52.09/52.32 inference(rename_variables,[],[72])). 52.09/52.32 cnf(1060,plain, 52.09/52.32 (E(f39(x10601,x10602,x10603,x10604),f39(x10601,x10602,x10605,x10604))+~E(x10603,x10605)), 52.09/52.32 inference(rename_variables,[],[72])). 52.09/52.32 cnf(1063,plain, 52.09/52.32 (E(f39(x10631,x10632,x10633,x10634),f39(x10631,x10632,x10633,x10635))+~E(x10634,x10635)), 52.09/52.32 inference(rename_variables,[],[73])). 52.09/52.32 cnf(1065,plain, 52.09/52.32 (E(f39(x10651,x10652,x10653,x10654),f39(x10651,x10652,x10653,x10655))+~E(x10654,x10655)), 52.09/52.32 inference(rename_variables,[],[73])). 52.09/52.32 cnf(1067,plain, 52.09/52.32 (E(f39(x10671,x10672,x10673,x10674),f39(x10671,x10672,x10673,x10675))+~E(x10674,x10675)), 52.09/52.32 inference(rename_variables,[],[73])). 52.09/52.32 cnf(1070,plain, 52.09/52.32 (E(f43(x10701,x10702,x10703,x10704,x10705),f43(x10706,x10702,x10703,x10704,x10705))+~E(x10701,x10706)), 52.09/52.32 inference(rename_variables,[],[74])). 52.09/52.32 cnf(1072,plain, 52.09/52.32 (E(f43(x10721,x10722,x10723,x10724,x10725),f43(x10726,x10722,x10723,x10724,x10725))+~E(x10721,x10726)), 52.09/52.32 inference(rename_variables,[],[74])). 52.09/52.32 cnf(1074,plain, 52.09/52.32 (E(f43(x10741,x10742,x10743,x10744,x10745),f43(x10746,x10742,x10743,x10744,x10745))+~E(x10741,x10746)), 52.09/52.32 inference(rename_variables,[],[74])). 52.09/52.32 cnf(1077,plain, 52.09/52.32 (E(f43(x10771,x10772,x10773,x10774,x10775),f43(x10771,x10776,x10773,x10774,x10775))+~E(x10772,x10776)), 52.09/52.32 inference(rename_variables,[],[75])). 52.09/52.32 cnf(1079,plain, 52.09/52.32 (E(f43(x10791,x10792,x10793,x10794,x10795),f43(x10791,x10796,x10793,x10794,x10795))+~E(x10792,x10796)), 52.09/52.32 inference(rename_variables,[],[75])). 52.09/52.32 cnf(1081,plain, 52.09/52.32 (E(f43(x10811,x10812,x10813,x10814,x10815),f43(x10811,x10816,x10813,x10814,x10815))+~E(x10812,x10816)), 52.09/52.32 inference(rename_variables,[],[75])). 52.09/52.32 cnf(1084,plain, 52.09/52.32 (E(f43(x10841,x10842,x10843,x10844,x10845),f43(x10841,x10842,x10846,x10844,x10845))+~E(x10843,x10846)), 52.09/52.32 inference(rename_variables,[],[76])). 52.09/52.32 cnf(1086,plain, 52.09/52.32 (E(f43(x10861,x10862,x10863,x10864,x10865),f43(x10861,x10862,x10866,x10864,x10865))+~E(x10863,x10866)), 52.09/52.32 inference(rename_variables,[],[76])). 52.09/52.32 cnf(1088,plain, 52.09/52.32 (E(f43(x10881,x10882,x10883,x10884,x10885),f43(x10881,x10882,x10886,x10884,x10885))+~E(x10883,x10886)), 52.09/52.32 inference(rename_variables,[],[76])). 52.09/52.32 cnf(1091,plain, 52.09/52.32 (E(f43(x10911,x10912,x10913,x10914,x10915),f43(x10911,x10912,x10913,x10916,x10915))+~E(x10914,x10916)), 52.09/52.32 inference(rename_variables,[],[77])). 52.09/52.32 cnf(1093,plain, 52.09/52.32 (E(f43(x10931,x10932,x10933,x10934,x10935),f43(x10931,x10932,x10933,x10936,x10935))+~E(x10934,x10936)), 52.09/52.32 inference(rename_variables,[],[77])). 52.09/52.32 cnf(1095,plain, 52.09/52.32 (E(f43(x10951,x10952,x10953,x10954,x10955),f43(x10951,x10952,x10953,x10956,x10955))+~E(x10954,x10956)), 52.09/52.32 inference(rename_variables,[],[77])). 52.09/52.32 cnf(1098,plain, 52.09/52.32 (E(f43(x10981,x10982,x10983,x10984,x10985),f43(x10981,x10982,x10983,x10984,x10986))+~E(x10985,x10986)), 52.09/52.32 inference(rename_variables,[],[78])). 52.09/52.32 cnf(1100,plain, 52.09/52.32 (E(f43(x11001,x11002,x11003,x11004,x11005),f43(x11001,x11002,x11003,x11004,x11006))+~E(x11005,x11006)), 52.09/52.32 inference(rename_variables,[],[78])). 52.09/52.32 cnf(1102,plain, 52.09/52.32 (E(f43(x11021,x11022,x11023,x11024,x11025),f43(x11021,x11022,x11023,x11024,x11026))+~E(x11025,x11026)), 52.09/52.32 inference(rename_variables,[],[78])). 52.09/52.32 cnf(1105,plain, 52.09/52.32 (E(f32(x11051,x11052,x11053,x11054),f32(x11055,x11052,x11053,x11054))+~E(x11051,x11055)), 52.09/52.32 inference(rename_variables,[],[79])). 52.09/52.32 cnf(1107,plain, 52.09/52.32 (E(f32(x11071,x11072,x11073,x11074),f32(x11075,x11072,x11073,x11074))+~E(x11071,x11075)), 52.09/52.32 inference(rename_variables,[],[79])). 52.09/52.32 cnf(1109,plain, 52.09/52.32 (E(f32(x11091,x11092,x11093,x11094),f32(x11095,x11092,x11093,x11094))+~E(x11091,x11095)), 52.09/52.32 inference(rename_variables,[],[79])). 52.09/52.32 cnf(1112,plain, 52.09/52.32 (E(f32(x11121,x11122,x11123,x11124),f32(x11121,x11125,x11123,x11124))+~E(x11122,x11125)), 52.09/52.32 inference(rename_variables,[],[80])). 52.09/52.32 cnf(1114,plain, 52.09/52.32 (E(f32(x11141,x11142,x11143,x11144),f32(x11141,x11145,x11143,x11144))+~E(x11142,x11145)), 52.09/52.32 inference(rename_variables,[],[80])). 52.09/52.32 cnf(1116,plain, 52.09/52.32 (E(f32(x11161,x11162,x11163,x11164),f32(x11161,x11165,x11163,x11164))+~E(x11162,x11165)), 52.09/52.32 inference(rename_variables,[],[80])). 52.09/52.32 cnf(1119,plain, 52.09/52.32 (E(f32(x11191,x11192,x11193,x11194),f32(x11191,x11192,x11195,x11194))+~E(x11193,x11195)), 52.09/52.32 inference(rename_variables,[],[81])). 52.09/52.32 cnf(1121,plain, 52.09/52.32 (E(f32(x11211,x11212,x11213,x11214),f32(x11211,x11212,x11215,x11214))+~E(x11213,x11215)), 52.09/52.32 inference(rename_variables,[],[81])). 52.09/52.32 cnf(1123,plain, 52.09/52.32 (E(f32(x11231,x11232,x11233,x11234),f32(x11231,x11232,x11235,x11234))+~E(x11233,x11235)), 52.09/52.32 inference(rename_variables,[],[81])). 52.09/52.32 cnf(1126,plain, 52.09/52.32 (E(f32(x11261,x11262,x11263,x11264),f32(x11261,x11262,x11263,x11265))+~E(x11264,x11265)), 52.09/52.32 inference(rename_variables,[],[82])). 52.09/52.32 cnf(1128,plain, 52.09/52.32 (E(f32(x11281,x11282,x11283,x11284),f32(x11281,x11282,x11283,x11285))+~E(x11284,x11285)), 52.09/52.32 inference(rename_variables,[],[82])). 52.09/52.32 cnf(1130,plain, 52.09/52.32 (E(f32(x11301,x11302,x11303,x11304),f32(x11301,x11302,x11303,x11305))+~E(x11304,x11305)), 52.09/52.32 inference(rename_variables,[],[82])). 52.09/52.32 cnf(1133,plain, 52.09/52.32 (E(f22(x11331,x11332,x11333),f22(x11334,x11332,x11333))+~E(x11331,x11334)), 52.09/52.32 inference(rename_variables,[],[83])). 52.09/52.32 cnf(1135,plain, 52.09/52.32 (E(f22(x11351,x11352,x11353),f22(x11354,x11352,x11353))+~E(x11351,x11354)), 52.09/52.32 inference(rename_variables,[],[83])). 52.09/52.32 cnf(1137,plain, 52.09/52.32 (E(f22(x11371,x11372,x11373),f22(x11374,x11372,x11373))+~E(x11371,x11374)), 52.09/52.32 inference(rename_variables,[],[83])). 52.09/52.32 cnf(1140,plain, 52.09/52.32 (E(f22(x11401,x11402,x11403),f22(x11401,x11404,x11403))+~E(x11402,x11404)), 52.09/52.32 inference(rename_variables,[],[84])). 52.09/52.32 cnf(1142,plain, 52.09/52.32 (E(f22(x11421,x11422,x11423),f22(x11421,x11424,x11423))+~E(x11422,x11424)), 52.09/52.32 inference(rename_variables,[],[84])). 52.09/52.32 cnf(1144,plain, 52.09/52.32 (E(f22(x11441,x11442,x11443),f22(x11441,x11444,x11443))+~E(x11442,x11444)), 52.09/52.32 inference(rename_variables,[],[84])). 52.09/52.32 cnf(1147,plain, 52.09/52.32 (E(f22(x11471,x11472,x11473),f22(x11471,x11472,x11474))+~E(x11473,x11474)), 52.09/52.32 inference(rename_variables,[],[85])). 52.09/52.32 cnf(1149,plain, 52.09/52.32 (E(f22(x11491,x11492,x11493),f22(x11491,x11492,x11494))+~E(x11493,x11494)), 52.09/52.32 inference(rename_variables,[],[85])). 52.09/52.32 cnf(1151,plain, 52.09/52.32 (E(f22(x11511,x11512,x11513),f22(x11511,x11512,x11514))+~E(x11513,x11514)), 52.09/52.32 inference(rename_variables,[],[85])). 52.09/52.32 cnf(1154,plain, 52.09/52.32 (E(f46(x11541,x11542,x11543,x11544,x11545),f46(x11546,x11542,x11543,x11544,x11545))+~E(x11541,x11546)), 52.09/52.32 inference(rename_variables,[],[86])). 52.09/52.32 cnf(1156,plain, 52.09/52.32 (E(f46(x11561,x11562,x11563,x11564,x11565),f46(x11566,x11562,x11563,x11564,x11565))+~E(x11561,x11566)), 52.09/52.32 inference(rename_variables,[],[86])). 52.09/52.32 cnf(1158,plain, 52.09/52.32 (E(f46(x11581,x11582,x11583,x11584,x11585),f46(x11586,x11582,x11583,x11584,x11585))+~E(x11581,x11586)), 52.09/52.32 inference(rename_variables,[],[86])). 52.09/52.32 cnf(1161,plain, 52.09/52.32 (E(f46(x11611,x11612,x11613,x11614,x11615),f46(x11611,x11616,x11613,x11614,x11615))+~E(x11612,x11616)), 52.09/52.32 inference(rename_variables,[],[87])). 52.09/52.32 cnf(1163,plain, 52.09/52.32 (E(f46(x11631,x11632,x11633,x11634,x11635),f46(x11631,x11636,x11633,x11634,x11635))+~E(x11632,x11636)), 52.09/52.32 inference(rename_variables,[],[87])). 52.09/52.32 cnf(1165,plain, 52.09/52.32 (E(f46(x11651,x11652,x11653,x11654,x11655),f46(x11651,x11656,x11653,x11654,x11655))+~E(x11652,x11656)), 52.09/52.32 inference(rename_variables,[],[87])). 52.09/52.32 cnf(1168,plain, 52.09/52.32 (E(f46(x11681,x11682,x11683,x11684,x11685),f46(x11681,x11682,x11686,x11684,x11685))+~E(x11683,x11686)), 52.09/52.32 inference(rename_variables,[],[88])). 52.09/52.32 cnf(1170,plain, 52.09/52.32 (E(f46(x11701,x11702,x11703,x11704,x11705),f46(x11701,x11702,x11706,x11704,x11705))+~E(x11703,x11706)), 52.09/52.32 inference(rename_variables,[],[88])). 52.09/52.32 cnf(1172,plain, 52.09/52.32 (E(f46(x11721,x11722,x11723,x11724,x11725),f46(x11721,x11722,x11726,x11724,x11725))+~E(x11723,x11726)), 52.09/52.32 inference(rename_variables,[],[88])). 52.09/52.32 cnf(1175,plain, 52.09/52.32 (E(f46(x11751,x11752,x11753,x11754,x11755),f46(x11751,x11752,x11753,x11756,x11755))+~E(x11754,x11756)), 52.09/52.32 inference(rename_variables,[],[89])). 52.09/52.32 cnf(1177,plain, 52.09/52.32 (E(f46(x11771,x11772,x11773,x11774,x11775),f46(x11771,x11772,x11773,x11776,x11775))+~E(x11774,x11776)), 52.09/52.32 inference(rename_variables,[],[89])). 52.09/52.32 cnf(1179,plain, 52.09/52.32 (E(f46(x11791,x11792,x11793,x11794,x11795),f46(x11791,x11792,x11793,x11796,x11795))+~E(x11794,x11796)), 52.09/52.32 inference(rename_variables,[],[89])). 52.09/52.32 cnf(1182,plain, 52.09/52.32 (E(f46(x11821,x11822,x11823,x11824,x11825),f46(x11821,x11822,x11823,x11824,x11826))+~E(x11825,x11826)), 52.09/52.32 inference(rename_variables,[],[90])). 52.09/52.32 cnf(1184,plain, 52.09/52.32 (E(f46(x11841,x11842,x11843,x11844,x11845),f46(x11841,x11842,x11843,x11844,x11846))+~E(x11845,x11846)), 52.09/52.32 inference(rename_variables,[],[90])). 52.09/52.32 cnf(1186,plain, 52.09/52.32 (E(f46(x11861,x11862,x11863,x11864,x11865),f46(x11861,x11862,x11863,x11864,x11866))+~E(x11865,x11866)), 52.09/52.32 inference(rename_variables,[],[90])). 52.09/52.32 cnf(1189,plain, 52.09/52.32 (E(f21(x11891,x11892,x11893),f21(x11894,x11892,x11893))+~E(x11891,x11894)), 52.09/52.32 inference(rename_variables,[],[91])). 52.09/52.32 cnf(1191,plain, 52.09/52.32 (E(f21(x11911,x11912,x11913),f21(x11914,x11912,x11913))+~E(x11911,x11914)), 52.09/52.32 inference(rename_variables,[],[91])). 52.09/52.32 cnf(1193,plain, 52.09/52.32 (E(f21(x11931,x11932,x11933),f21(x11934,x11932,x11933))+~E(x11931,x11934)), 52.09/52.32 inference(rename_variables,[],[91])). 52.09/52.32 cnf(1196,plain, 52.09/52.32 (E(f21(x11961,x11962,x11963),f21(x11961,x11964,x11963))+~E(x11962,x11964)), 52.09/52.32 inference(rename_variables,[],[92])). 52.09/52.32 cnf(1198,plain, 52.09/52.32 (E(f21(x11981,x11982,x11983),f21(x11981,x11984,x11983))+~E(x11982,x11984)), 52.09/52.32 inference(rename_variables,[],[92])). 52.09/52.32 cnf(1200,plain, 52.09/52.32 (E(f21(x12001,x12002,x12003),f21(x12001,x12004,x12003))+~E(x12002,x12004)), 52.09/52.32 inference(rename_variables,[],[92])). 52.09/52.32 cnf(1203,plain, 52.09/52.32 (E(f21(x12031,x12032,x12033),f21(x12031,x12032,x12034))+~E(x12033,x12034)), 52.09/52.32 inference(rename_variables,[],[93])). 52.09/52.32 cnf(1205,plain, 52.09/52.32 (E(f21(x12051,x12052,x12053),f21(x12051,x12052,x12054))+~E(x12053,x12054)), 52.09/52.32 inference(rename_variables,[],[93])). 52.09/52.32 cnf(1207,plain, 52.09/52.32 (E(f21(x12071,x12072,x12073),f21(x12071,x12072,x12074))+~E(x12073,x12074)), 52.09/52.32 inference(rename_variables,[],[93])). 52.09/52.32 cnf(1210,plain, 52.09/52.32 (E(f42(x12101,x12102,x12103,x12104,x12105),f42(x12106,x12102,x12103,x12104,x12105))+~E(x12101,x12106)), 52.09/52.32 inference(rename_variables,[],[94])). 52.09/52.32 cnf(1212,plain, 52.09/52.32 (E(f42(x12121,x12122,x12123,x12124,x12125),f42(x12126,x12122,x12123,x12124,x12125))+~E(x12121,x12126)), 52.09/52.32 inference(rename_variables,[],[94])). 52.09/52.32 cnf(1214,plain, 52.09/52.32 (E(f42(x12141,x12142,x12143,x12144,x12145),f42(x12146,x12142,x12143,x12144,x12145))+~E(x12141,x12146)), 52.09/52.32 inference(rename_variables,[],[94])). 52.09/52.32 cnf(1217,plain, 52.09/52.32 (E(f42(x12171,x12172,x12173,x12174,x12175),f42(x12171,x12176,x12173,x12174,x12175))+~E(x12172,x12176)), 52.09/52.32 inference(rename_variables,[],[95])). 52.09/52.32 cnf(1219,plain, 52.09/52.32 (E(f42(x12191,x12192,x12193,x12194,x12195),f42(x12191,x12196,x12193,x12194,x12195))+~E(x12192,x12196)), 52.09/52.32 inference(rename_variables,[],[95])). 52.09/52.32 cnf(1221,plain, 52.09/52.32 (E(f42(x12211,x12212,x12213,x12214,x12215),f42(x12211,x12216,x12213,x12214,x12215))+~E(x12212,x12216)), 52.09/52.32 inference(rename_variables,[],[95])). 52.09/52.32 cnf(1224,plain, 52.09/52.32 (E(f42(x12241,x12242,x12243,x12244,x12245),f42(x12241,x12242,x12246,x12244,x12245))+~E(x12243,x12246)), 52.09/52.32 inference(rename_variables,[],[96])). 52.09/52.32 cnf(1226,plain, 52.09/52.32 (E(f42(x12261,x12262,x12263,x12264,x12265),f42(x12261,x12262,x12266,x12264,x12265))+~E(x12263,x12266)), 52.09/52.32 inference(rename_variables,[],[96])). 52.09/52.32 cnf(1228,plain, 52.09/52.32 (E(f42(x12281,x12282,x12283,x12284,x12285),f42(x12281,x12282,x12286,x12284,x12285))+~E(x12283,x12286)), 52.09/52.32 inference(rename_variables,[],[96])). 52.09/52.32 cnf(1231,plain, 52.09/52.32 (E(f42(x12311,x12312,x12313,x12314,x12315),f42(x12311,x12312,x12313,x12316,x12315))+~E(x12314,x12316)), 52.09/52.32 inference(rename_variables,[],[97])). 52.09/52.32 cnf(1233,plain, 52.09/52.32 (E(f42(x12331,x12332,x12333,x12334,x12335),f42(x12331,x12332,x12333,x12336,x12335))+~E(x12334,x12336)), 52.09/52.32 inference(rename_variables,[],[97])). 52.09/52.32 cnf(1235,plain, 52.09/52.32 (E(f42(x12351,x12352,x12353,x12354,x12355),f42(x12351,x12352,x12353,x12356,x12355))+~E(x12354,x12356)), 52.09/52.32 inference(rename_variables,[],[97])). 52.09/52.32 cnf(1238,plain, 52.09/52.32 (E(f42(x12381,x12382,x12383,x12384,x12385),f42(x12381,x12382,x12383,x12384,x12386))+~E(x12385,x12386)), 52.09/52.32 inference(rename_variables,[],[98])). 52.09/52.32 cnf(1240,plain, 52.09/52.32 (E(f42(x12401,x12402,x12403,x12404,x12405),f42(x12401,x12402,x12403,x12404,x12406))+~E(x12405,x12406)), 52.09/52.32 inference(rename_variables,[],[98])). 52.09/52.32 cnf(1242,plain, 52.09/52.32 (E(f42(x12421,x12422,x12423,x12424,x12425),f42(x12421,x12422,x12423,x12424,x12426))+~E(x12425,x12426)), 52.09/52.32 inference(rename_variables,[],[98])). 52.09/52.32 cnf(1245,plain, 52.09/52.32 (E(f24(x12451,x12452,x12453),f24(x12454,x12452,x12453))+~E(x12451,x12454)), 52.09/52.32 inference(rename_variables,[],[99])). 52.09/52.32 cnf(1247,plain, 52.09/52.32 (E(f24(x12471,x12472,x12473),f24(x12474,x12472,x12473))+~E(x12471,x12474)), 52.09/52.32 inference(rename_variables,[],[99])). 52.09/52.32 cnf(1249,plain, 52.09/52.32 (E(f24(x12491,x12492,x12493),f24(x12494,x12492,x12493))+~E(x12491,x12494)), 52.09/52.32 inference(rename_variables,[],[99])). 52.09/52.32 cnf(1252,plain, 52.09/52.32 (E(f24(x12521,x12522,x12523),f24(x12521,x12524,x12523))+~E(x12522,x12524)), 52.09/52.32 inference(rename_variables,[],[100])). 52.09/52.32 cnf(1254,plain, 52.09/52.32 (E(f24(x12541,x12542,x12543),f24(x12541,x12544,x12543))+~E(x12542,x12544)), 52.09/52.32 inference(rename_variables,[],[100])). 52.09/52.32 cnf(1256,plain, 52.09/52.32 (E(f24(x12561,x12562,x12563),f24(x12561,x12564,x12563))+~E(x12562,x12564)), 52.09/52.32 inference(rename_variables,[],[100])). 52.09/52.32 cnf(1259,plain, 52.09/52.32 (E(f24(x12591,x12592,x12593),f24(x12591,x12592,x12594))+~E(x12593,x12594)), 52.09/52.32 inference(rename_variables,[],[101])). 52.09/52.32 cnf(1261,plain, 52.09/52.32 (E(f24(x12611,x12612,x12613),f24(x12611,x12612,x12614))+~E(x12613,x12614)), 52.09/52.32 inference(rename_variables,[],[101])). 52.09/52.32 cnf(1263,plain, 52.09/52.32 (E(f24(x12631,x12632,x12633),f24(x12631,x12632,x12634))+~E(x12633,x12634)), 52.09/52.32 inference(rename_variables,[],[101])). 52.09/52.32 cnf(1266,plain, 52.09/52.32 (E(f19(x12661,x12662),f19(x12663,x12662))+~E(x12661,x12663)), 52.09/52.32 inference(rename_variables,[],[102])). 52.09/52.32 cnf(1267,plain, 52.09/52.32 (E(f19(f1(x12671,x12671),x12672),f19(x12671,x12672))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266])). 52.09/52.32 cnf(1268,plain, 52.09/52.32 (E(f19(x12681,x12682),f19(x12683,x12682))+~E(x12681,x12683)), 52.09/52.32 inference(rename_variables,[],[102])). 52.09/52.32 cnf(1269,plain, 52.09/52.32 (E(f19(f1(x12691,f1(x12691,x12692)),x12693),f19(x12692,x12693))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268])). 52.09/52.32 cnf(1270,plain, 52.09/52.32 (E(f19(x12701,x12702),f19(x12703,x12702))+~E(x12701,x12703)), 52.09/52.32 inference(rename_variables,[],[102])). 52.09/52.32 cnf(1273,plain, 52.09/52.32 (E(f19(x12731,x12732),f19(x12731,x12733))+~E(x12732,x12733)), 52.09/52.32 inference(rename_variables,[],[103])). 52.09/52.32 cnf(1274,plain, 52.09/52.32 (E(f19(x12741,f1(x12742,x12742)),f19(x12741,x12742))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273])). 52.09/52.32 cnf(1275,plain, 52.09/52.32 (E(f19(x12751,x12752),f19(x12751,x12753))+~E(x12752,x12753)), 52.09/52.32 inference(rename_variables,[],[103])). 52.09/52.32 cnf(1276,plain, 52.09/52.32 (E(f19(x12761,f1(x12762,f1(x12762,x12763))),f19(x12761,x12763))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275])). 52.09/52.32 cnf(1277,plain, 52.09/52.32 (E(f19(x12771,x12772),f19(x12771,x12773))+~E(x12772,x12773)), 52.09/52.32 inference(rename_variables,[],[103])). 52.09/52.32 cnf(1279,plain, 52.09/52.32 (E(f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a11))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209])). 52.09/52.32 cnf(1280,plain, 52.09/52.32 (~E(f1(x12801,x12802),x12802)+E(x12802,x12801)), 52.09/52.32 inference(rename_variables,[],[209])). 52.09/52.32 cnf(1282,plain, 52.09/52.32 (~E(f1(x12821,x12822),x12822)+E(x12822,x12821)), 52.09/52.32 inference(rename_variables,[],[209])). 52.09/52.32 cnf(1284,plain, 52.09/52.32 (~E(f1(x12841,x12842),x12842)+E(x12842,x12841)), 52.09/52.32 inference(rename_variables,[],[209])). 52.09/52.32 cnf(1287,plain, 52.09/52.32 (~E(f1(x12871,x12872),f1(x12871,x12873))+E(x12872,x12873)), 52.09/52.32 inference(rename_variables,[],[210])). 52.09/52.32 cnf(1289,plain, 52.09/52.32 (~E(f1(x12891,x12892),f1(x12891,x12893))+E(x12892,x12893)), 52.09/52.32 inference(rename_variables,[],[210])). 52.09/52.32 cnf(1290,plain, 52.09/52.32 (~E(f1(x12901,f14(x12902,x12903,a15,a16)),f1(x12901,x12903))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289])). 52.09/52.32 cnf(1291,plain, 52.09/52.32 (~E(f1(x12911,x12912),f1(x12911,x12913))+E(x12912,x12913)), 52.09/52.32 inference(rename_variables,[],[210])). 52.09/52.32 cnf(1294,plain, 52.09/52.32 (~E(f1(x12941,x12942),f1(x12943,x12942))+E(x12941,x12943)), 52.09/52.32 inference(rename_variables,[],[211])). 52.09/52.32 cnf(1296,plain, 52.09/52.32 (~E(f1(x12961,x12962),f1(x12963,x12962))+E(x12961,x12963)), 52.09/52.32 inference(rename_variables,[],[211])). 52.09/52.32 cnf(1298,plain, 52.09/52.32 (~E(f1(x12981,x12982),f1(x12983,x12982))+E(x12981,x12983)), 52.09/52.32 inference(rename_variables,[],[211])). 52.09/52.32 cnf(1301,plain, 52.09/52.32 (E(x13011,x13012)+P18(x13011,x13012,x13011)), 52.09/52.32 inference(rename_variables,[],[213])). 52.09/52.32 cnf(1303,plain, 52.09/52.32 (E(x13031,x13032)+P18(x13031,x13032,x13031)), 52.09/52.32 inference(rename_variables,[],[213])). 52.09/52.32 cnf(1305,plain, 52.09/52.32 (E(x13051,x13052)+P18(x13051,x13052,x13051)), 52.09/52.32 inference(rename_variables,[],[213])). 52.09/52.32 cnf(1307,plain, 52.09/52.32 (~P2(a9,a8,a9)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216])). 52.09/52.32 cnf(1308,plain, 52.09/52.32 (E(x13081,x13082)+~P2(x13081,x13082,x13081)), 52.09/52.32 inference(rename_variables,[],[216])). 52.09/52.32 cnf(1310,plain, 52.09/52.32 (E(x13101,x13102)+~P2(x13101,x13102,x13101)), 52.09/52.32 inference(rename_variables,[],[216])). 52.09/52.32 cnf(1312,plain, 52.09/52.32 (E(x13121,x13122)+~P2(x13121,x13122,x13121)), 52.09/52.32 inference(rename_variables,[],[216])). 52.09/52.32 cnf(1315,plain, 52.09/52.32 (E(x13151,x13152)+~P5(x13151,x13152,x13151)), 52.09/52.32 inference(rename_variables,[],[217])). 52.09/52.32 cnf(1317,plain, 52.09/52.32 (E(x13171,x13172)+~P5(x13171,x13172,x13171)), 52.09/52.32 inference(rename_variables,[],[217])). 52.09/52.32 cnf(1319,plain, 52.09/52.32 (E(x13191,x13192)+~P5(x13191,x13192,x13191)), 52.09/52.32 inference(rename_variables,[],[217])). 52.09/52.32 cnf(1322,plain, 52.09/52.32 (E(x13221,x13222)+~P4(x13222,x13221,x13222)), 52.09/52.32 inference(rename_variables,[],[218])). 52.09/52.32 cnf(1323,plain, 52.09/52.32 (~P4(a11,a10,a11)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322])). 52.09/52.32 cnf(1324,plain, 52.09/52.32 (E(x13241,x13242)+~P4(x13242,x13241,x13242)), 52.09/52.32 inference(rename_variables,[],[218])). 52.09/52.32 cnf(1325,plain, 52.09/52.32 (~P4(x13251,f14(x13252,x13251,a15,a16),x13251)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324])). 52.09/52.32 cnf(1326,plain, 52.09/52.32 (E(x13261,x13262)+~P4(x13262,x13261,x13262)), 52.09/52.32 inference(rename_variables,[],[218])). 52.09/52.32 cnf(1328,plain, 52.09/52.32 (~P5(x13281,x13282,f14(x13283,f1(x13282,x13281),a15,a16))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223])). 52.09/52.32 cnf(1329,plain, 52.09/52.32 (E(f1(x13291,x13292),x13293)+~P5(x13292,x13291,x13293)), 52.09/52.32 inference(rename_variables,[],[223])). 52.09/52.32 cnf(1330,plain, 52.09/52.32 (E(f1(f6(x13301,x13301),x13301),x13301)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329])). 52.09/52.32 cnf(1331,plain, 52.09/52.32 (E(f1(x13311,x13312),x13313)+~P5(x13312,x13311,x13313)), 52.09/52.32 inference(rename_variables,[],[223])). 52.09/52.32 cnf(1332,plain, 52.09/52.32 (E(f1(f7(a8,a9,a10),f7(a8,a9,a11)),f7(a8,a9,a11))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331])). 52.09/52.32 cnf(1333,plain, 52.09/52.32 (E(f1(x13331,x13332),x13333)+~P5(x13332,x13331,x13333)), 52.09/52.32 inference(rename_variables,[],[223])). 52.09/52.32 cnf(1336,plain, 52.09/52.32 (~E(f1(x13361,f1(x13362,x13363)),f1(x13362,f1(x13361,x13363)))+E(x13361,x13362)), 52.09/52.32 inference(rename_variables,[],[224])). 52.09/52.32 cnf(1338,plain, 52.09/52.32 (~E(f1(x13381,f1(x13382,x13383)),f1(x13382,f1(x13381,x13383)))+E(x13381,x13382)), 52.09/52.32 inference(rename_variables,[],[224])). 52.09/52.32 cnf(1340,plain, 52.09/52.32 (~E(f1(x13401,f1(x13402,x13403)),f1(x13402,f1(x13401,x13403)))+E(x13401,x13402)), 52.09/52.32 inference(rename_variables,[],[224])). 52.09/52.32 cnf(1342,plain, 52.09/52.32 (~P3(a9,a8,f19(a9,a8))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,200,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225])). 52.09/52.32 cnf(1343,plain, 52.09/52.32 (~P3(x13431,x13432,f19(x13431,x13432))+E(x13431,x13432)), 52.09/52.32 inference(rename_variables,[],[225])). 52.09/52.32 cnf(1344,plain, 52.09/52.32 (~P3(a10,a11,f19(a10,a11))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,207,199,200,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343])). 52.09/52.32 cnf(1345,plain, 52.09/52.32 (~P3(x13451,x13452,f19(x13451,x13452))+E(x13451,x13452)), 52.09/52.32 inference(rename_variables,[],[225])). 52.09/52.32 cnf(1347,plain, 52.09/52.32 (~P3(x13471,x13472,f19(x13471,x13472))+E(x13471,x13472)), 52.09/52.32 inference(rename_variables,[],[225])). 52.09/52.32 cnf(1350,plain, 52.09/52.32 (P2(x13501,x13502,x13503)+~P2(x13503,x13502,x13501)), 52.09/52.32 inference(rename_variables,[],[226])). 52.09/52.32 cnf(1351,plain, 52.09/52.32 (P2(f14(x13511,x13512,x13513,x13514),x13512,x13511)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,197,207,199,200,204,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350])). 52.09/52.32 cnf(1352,plain, 52.09/52.32 (P2(x13521,x13522,x13523)+~P2(x13523,x13522,x13521)), 52.09/52.32 inference(rename_variables,[],[226])). 52.09/52.32 cnf(1354,plain, 52.09/52.32 (P2(x13541,x13542,x13543)+~P2(x13543,x13542,x13541)), 52.09/52.32 inference(rename_variables,[],[226])). 52.09/52.32 cnf(1355,plain, 52.09/52.32 (~P2(a16,a17,a15)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354])). 52.09/52.32 cnf(1357,plain, 52.09/52.32 (P2(x13571,x13572,x13573)+~P5(x13571,x13572,x13573)), 52.09/52.32 inference(rename_variables,[],[227])). 52.09/52.32 cnf(1358,plain, 52.09/52.32 (P2(x13581,x13582,f1(x13582,x13581))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357])). 52.09/52.32 cnf(1359,plain, 52.09/52.32 (P2(x13591,x13592,x13593)+~P5(x13591,x13592,x13593)), 52.09/52.32 inference(rename_variables,[],[227])). 52.09/52.32 cnf(1360,plain, 52.09/52.32 (P2(x13601,f6(x13601,x13601),x13601)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359])). 52.09/52.32 cnf(1361,plain, 52.09/52.32 (P2(x13611,x13612,x13613)+~P5(x13611,x13612,x13613)), 52.09/52.32 inference(rename_variables,[],[227])). 52.09/52.32 cnf(1363,plain, 52.09/52.32 (~P5(f14(x13631,f1(x13632,x13633),a15,a16),x13632,x13633)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229])). 52.09/52.32 cnf(1364,plain, 52.09/52.32 (P5(x13641,x13642,x13643)+~P5(x13643,x13642,x13641)), 52.09/52.32 inference(rename_variables,[],[229])). 52.09/52.32 cnf(1365,plain, 52.09/52.32 (P5(f1(x13651,x13652),x13651,x13652)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364])). 52.09/52.32 cnf(1366,plain, 52.09/52.32 (P5(x13661,x13662,x13663)+~P5(x13663,x13662,x13661)), 52.09/52.32 inference(rename_variables,[],[229])). 52.09/52.32 cnf(1368,plain, 52.09/52.32 (P5(x13681,x13682,x13683)+~P5(x13683,x13682,x13681)), 52.09/52.32 inference(rename_variables,[],[229])). 52.09/52.32 cnf(1370,plain, 52.09/52.32 (P3(x13701,x13702,x13703)+~P2(x13702,x13703,x13701)), 52.09/52.32 inference(rename_variables,[],[230])). 52.09/52.32 cnf(1371,plain, 52.09/52.32 (P3(x13711,x13712,x13712)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370])). 52.09/52.32 cnf(1372,plain, 52.09/52.32 (P3(x13721,x13722,x13723)+~P2(x13722,x13723,x13721)), 52.09/52.32 inference(rename_variables,[],[230])). 52.09/52.32 cnf(1373,plain, 52.09/52.32 (P3(f14(x13731,x13732,x13733,x13734),x13731,x13732)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372])). 52.09/52.32 cnf(1374,plain, 52.09/52.32 (P3(x13741,x13742,x13743)+~P2(x13742,x13743,x13741)), 52.09/52.32 inference(rename_variables,[],[230])). 52.09/52.32 cnf(1377,plain, 52.09/52.32 (P3(x13771,x13772,x13773)+~P3(x13772,x13773,x13771)), 52.09/52.32 inference(rename_variables,[],[231])). 52.09/52.32 cnf(1379,plain, 52.09/52.32 (P3(x13791,x13792,x13793)+~P3(x13792,x13793,x13791)), 52.09/52.32 inference(rename_variables,[],[231])). 52.09/52.32 cnf(1381,plain, 52.09/52.32 (P3(x13811,x13812,x13813)+~P3(x13812,x13813,x13811)), 52.09/52.32 inference(rename_variables,[],[231])). 52.09/52.32 cnf(1384,plain, 52.09/52.32 (P3(x13841,x13842,x13843)+~P2(x13843,x13841,x13842)), 52.09/52.32 inference(rename_variables,[],[232])). 52.09/52.32 cnf(1385,plain, 52.09/52.32 (P3(x13851,f1(x13851,x13852),x13852)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384])). 52.09/52.32 cnf(1386,plain, 52.09/52.32 (P3(x13861,x13862,x13863)+~P2(x13863,x13861,x13862)), 52.09/52.32 inference(rename_variables,[],[232])). 52.09/52.32 cnf(1388,plain, 52.09/52.32 (P3(x13881,x13882,x13883)+~P2(x13883,x13881,x13882)), 52.09/52.32 inference(rename_variables,[],[232])). 52.09/52.32 cnf(1391,plain, 52.09/52.32 (P3(x13911,x13912,x13913)+~P2(x13911,x13912,x13913)), 52.09/52.32 inference(rename_variables,[],[233])). 52.09/52.32 cnf(1393,plain, 52.09/52.32 (P3(x13931,x13932,x13933)+~P2(x13931,x13932,x13933)), 52.09/52.32 inference(rename_variables,[],[233])). 52.09/52.32 cnf(1395,plain, 52.09/52.32 (P3(x13951,x13952,x13953)+~P2(x13951,x13952,x13953)), 52.09/52.32 inference(rename_variables,[],[233])). 52.09/52.32 cnf(1398,plain, 52.09/52.32 (P3(x13981,x13982,x13983)+~P18(x13981,x13982,x13983)), 52.09/52.32 inference(rename_variables,[],[234])). 52.09/52.32 cnf(1400,plain, 52.09/52.32 (P3(x14001,x14002,x14003)+~P18(x14001,x14002,x14003)), 52.09/52.32 inference(rename_variables,[],[234])). 52.09/52.32 cnf(1402,plain, 52.09/52.32 (P3(x14021,x14022,x14023)+~P18(x14021,x14022,x14023)), 52.09/52.32 inference(rename_variables,[],[234])). 52.09/52.32 cnf(1405,plain, 52.09/52.32 (P3(x14051,x14052,x14053)+~P3(x14053,x14052,x14051)), 52.09/52.32 inference(rename_variables,[],[235])). 52.09/52.32 cnf(1406,plain, 52.09/52.32 (P3(x14061,f1(x14062,x14061),x14062)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405])). 52.09/52.32 cnf(1407,plain, 52.09/52.32 (P3(x14071,x14072,x14073)+~P3(x14073,x14072,x14071)), 52.09/52.32 inference(rename_variables,[],[235])). 52.09/52.32 cnf(1408,plain, 52.09/52.32 (P3(f1(x14081,x14082),x14081,x14082)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407])). 52.09/52.32 cnf(1409,plain, 52.09/52.32 (P3(x14091,x14092,x14093)+~P3(x14093,x14092,x14091)), 52.09/52.32 inference(rename_variables,[],[235])). 52.09/52.32 cnf(1412,plain, 52.09/52.32 (P3(x14121,x14122,x14123)+~P3(x14123,x14121,x14122)), 52.09/52.32 inference(rename_variables,[],[236])). 52.09/52.32 cnf(1414,plain, 52.09/52.32 (P3(x14141,x14142,x14143)+~P3(x14143,x14141,x14142)), 52.09/52.32 inference(rename_variables,[],[236])). 52.09/52.32 cnf(1416,plain, 52.09/52.32 (P3(x14161,x14162,x14163)+~P3(x14163,x14161,x14162)), 52.09/52.32 inference(rename_variables,[],[236])). 52.09/52.32 cnf(1419,plain, 52.09/52.32 (P3(x14191,x14192,x14193)+~P3(x14192,x14191,x14193)), 52.09/52.32 inference(rename_variables,[],[237])). 52.09/52.32 cnf(1421,plain, 52.09/52.32 (P3(x14211,x14212,x14213)+~P3(x14212,x14211,x14213)), 52.09/52.32 inference(rename_variables,[],[237])). 52.09/52.32 cnf(1423,plain, 52.09/52.32 (P3(x14231,x14232,x14233)+~P3(x14232,x14231,x14233)), 52.09/52.32 inference(rename_variables,[],[237])). 52.09/52.32 cnf(1425,plain, 52.09/52.32 (~P3(a9,f19(a9,a8),a8)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238])). 52.09/52.32 cnf(1426,plain, 52.09/52.32 (P3(x14261,x14262,x14263)+~P3(x14261,x14263,x14262)), 52.09/52.32 inference(rename_variables,[],[238])). 52.09/52.32 cnf(1428,plain, 52.09/52.32 (P3(x14281,x14282,x14283)+~P3(x14281,x14283,x14282)), 52.09/52.32 inference(rename_variables,[],[238])). 52.09/52.32 cnf(1430,plain, 52.09/52.32 (P3(x14301,x14302,x14303)+~P3(x14301,x14303,x14302)), 52.09/52.32 inference(rename_variables,[],[238])). 52.09/52.32 cnf(1432,plain, 52.09/52.32 (P4(x14321,x14321,x14322)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239])). 52.09/52.32 cnf(1433,plain, 52.09/52.32 (P4(x14331,x14332,x14333)+~P4(x14333,x14332,x14331)), 52.09/52.32 inference(rename_variables,[],[239])). 52.09/52.32 cnf(1435,plain, 52.09/52.32 (P3(x14351,x14352,f21(x14351,x14352,x14353))+E(x14352,x14351)), 52.09/52.32 inference(rename_variables,[],[246])). 52.09/52.32 cnf(1437,plain, 52.09/52.32 (P3(x14371,x14372,f21(x14371,x14372,x14373))+E(x14372,x14371)), 52.09/52.32 inference(rename_variables,[],[246])). 52.09/52.32 cnf(1439,plain, 52.09/52.32 (P3(x14391,x14392,f21(x14391,x14392,x14393))+E(x14392,x14391)), 52.09/52.32 inference(rename_variables,[],[246])). 52.09/52.32 cnf(1442,plain, 52.09/52.32 (E(f7(x14421,x14422,f7(x14421,x14422,x14423)),x14423)+E(x14422,x14421)), 52.09/52.32 inference(rename_variables,[],[247])). 52.09/52.32 cnf(1444,plain, 52.09/52.32 (E(f7(x14441,x14442,f7(x14441,x14442,x14443)),x14443)+E(x14442,x14441)), 52.09/52.32 inference(rename_variables,[],[247])). 52.09/52.32 cnf(1446,plain, 52.09/52.32 (E(f7(x14461,x14462,f7(x14461,x14462,x14463)),x14463)+E(x14462,x14461)), 52.09/52.32 inference(rename_variables,[],[247])). 52.09/52.32 cnf(1448,plain, 52.09/52.32 (P4(x14481,x14482,f1(x14482,x14482))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248])). 52.09/52.32 cnf(1449,plain, 52.09/52.32 (P4(x14491,x14492,f1(x14492,x14493))+~P4(x14491,x14492,x14493)), 52.09/52.32 inference(rename_variables,[],[248])). 52.09/52.32 cnf(1450,plain, 52.09/52.32 (P4(x14501,x14502,f1(x14502,f1(x14502,x14502)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449])). 52.09/52.32 cnf(1451,plain, 52.09/52.32 (P4(x14511,x14512,f1(x14512,x14513))+~P4(x14511,x14512,x14513)), 52.09/52.32 inference(rename_variables,[],[248])). 52.09/52.32 cnf(1452,plain, 52.09/52.32 (P4(x14521,x14522,f1(x14522,f1(x14522,f1(x14522,x14522))))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451])). 52.09/52.32 cnf(1453,plain, 52.09/52.32 (P4(x14531,x14532,f1(x14532,x14533))+~P4(x14531,x14532,x14533)), 52.09/52.32 inference(rename_variables,[],[248])). 52.09/52.32 cnf(1455,plain, 52.09/52.32 (~P2(x14551,x14552,x14553)+~P18(x14551,x14552,x14553)), 52.09/52.32 inference(rename_variables,[],[249])). 52.09/52.32 cnf(1456,plain, 52.09/52.32 (~P18(f14(x14561,x14562,x14563,x14564),x14562,x14561)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455])). 52.09/52.32 cnf(1457,plain, 52.09/52.32 (~P2(x14571,x14572,x14573)+~P18(x14571,x14572,x14573)), 52.09/52.32 inference(rename_variables,[],[249])). 52.09/52.32 cnf(1458,plain, 52.09/52.32 (~P18(x14581,x14582,f1(x14582,x14581))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457])). 52.09/52.32 cnf(1459,plain, 52.09/52.32 (~P2(x14591,x14592,x14593)+~P18(x14591,x14592,x14593)), 52.09/52.32 inference(rename_variables,[],[249])). 52.09/52.32 cnf(1461,plain, 52.09/52.32 (~E(f22(a9,a8,a9),a8)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250])). 52.09/52.32 cnf(1462,plain, 52.09/52.32 (~E(f22(x14621,x14622,x14623),x14622)+~P18(x14621,x14622,x14623)), 52.09/52.32 inference(rename_variables,[],[250])). 52.09/52.32 cnf(1463,plain, 52.09/52.32 (P3(a9,a8,f23(a9,a8,f19(a9,a8)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259])). 52.09/52.32 cnf(1464,plain, 52.09/52.32 (P3(x14641,x14642,f23(x14641,x14642,x14643))+P3(x14641,x14642,x14643)), 52.09/52.32 inference(rename_variables,[],[259])). 52.09/52.32 cnf(1466,plain, 52.09/52.32 (P3(x14661,x14662,f23(x14661,x14662,x14663))+P3(x14661,x14662,x14663)), 52.09/52.32 inference(rename_variables,[],[259])). 52.09/52.32 cnf(1468,plain, 52.09/52.32 (P3(x14681,x14682,f23(x14681,x14682,x14683))+P3(x14681,x14682,x14683)), 52.09/52.32 inference(rename_variables,[],[259])). 52.09/52.32 cnf(1470,plain, 52.09/52.32 (P2(f1(x14701,x14702),f1(x14701,x14703),f1(x14701,f14(x14702,x14703,x14704,x14705)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261])). 52.09/52.32 cnf(1471,plain, 52.09/52.32 (P2(f1(x14711,x14712),f1(x14711,x14713),f1(x14711,x14714))+~P2(x14712,x14713,x14714)), 52.09/52.32 inference(rename_variables,[],[261])). 52.09/52.32 cnf(1472,plain, 52.09/52.32 (P2(f1(x14721,f14(x14722,x14723,x14724,x14725)),f1(x14721,x14723),f1(x14721,x14722))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471])). 52.09/52.32 cnf(1473,plain, 52.09/52.32 (P2(f1(x14731,x14732),f1(x14731,x14733),f1(x14731,x14734))+~P2(x14732,x14733,x14734)), 52.09/52.32 inference(rename_variables,[],[261])). 52.09/52.32 cnf(1474,plain, 52.09/52.32 (P2(f1(x14741,x14742),f1(x14741,x14743),f1(x14741,f1(x14743,x14742)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473])). 52.09/52.32 cnf(1475,plain, 52.09/52.32 (P2(f1(x14751,x14752),f1(x14751,x14753),f1(x14751,x14754))+~P2(x14752,x14753,x14754)), 52.09/52.32 inference(rename_variables,[],[261])). 52.09/52.32 cnf(1476,plain, 52.09/52.32 (P2(f1(x14761,x14762),f1(x14761,f6(x14762,x14762)),f1(x14761,x14762))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475])). 52.09/52.32 cnf(1478,plain, 52.09/52.32 (P18(f1(x14781,x14782),f1(x14781,x14783),f1(x14781,x14784))+~P18(x14782,x14783,x14784)), 52.09/52.32 inference(rename_variables,[],[262])). 52.09/52.32 cnf(1479,plain, 52.09/52.32 (P18(f1(x14791,f1(x14792,a9)),f1(x14791,f1(x14792,a8)),f1(x14791,f1(x14792,a9)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478])). 52.09/52.32 cnf(1480,plain, 52.09/52.32 (P18(f1(x14801,x14802),f1(x14801,x14803),f1(x14801,x14804))+~P18(x14802,x14803,x14804)), 52.09/52.32 inference(rename_variables,[],[262])). 52.09/52.32 cnf(1481,plain, 52.09/52.32 (P2(a9,a8,f22(a9,a8,a9))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278])). 52.09/52.32 cnf(1482,plain, 52.09/52.32 (P2(x14821,x14822,f22(x14823,x14822,x14821))+~P18(x14823,x14822,x14821)), 52.09/52.32 inference(rename_variables,[],[278])). 52.09/52.32 cnf(1484,plain, 52.09/52.32 (P2(x14841,x14842,f22(x14843,x14842,x14841))+~P18(x14843,x14842,x14841)), 52.09/52.32 inference(rename_variables,[],[278])). 52.09/52.32 cnf(1486,plain, 52.09/52.32 (~P2(f1(x14861,x14862),f1(x14861,x14863),f1(x14861,x14864))+P2(x14862,x14863,x14864)), 52.09/52.32 inference(rename_variables,[],[283])). 52.09/52.32 cnf(1488,plain, 52.09/52.32 (~P2(f1(x14881,x14882),f1(x14881,x14883),f1(x14881,x14884))+P2(x14882,x14883,x14884)), 52.09/52.32 inference(rename_variables,[],[283])). 52.09/52.32 cnf(1490,plain, 52.09/52.32 (~P2(f1(x14901,x14902),f1(x14901,x14903),f1(x14901,x14904))+P2(x14902,x14903,x14904)), 52.09/52.32 inference(rename_variables,[],[283])). 52.09/52.32 cnf(1493,plain, 52.09/52.32 (P2(x14931,f21(x14932,x14933,x14931),f25(x14932,x14933,x14931))+E(x14933,x14932)), 52.09/52.32 inference(rename_variables,[],[284])). 52.09/52.32 cnf(1495,plain, 52.09/52.32 (P2(x14951,f21(x14952,x14953,x14951),f25(x14952,x14953,x14951))+E(x14953,x14952)), 52.09/52.32 inference(rename_variables,[],[284])). 52.09/52.32 cnf(1497,plain, 52.09/52.32 (P2(x14971,f21(x14972,x14973,x14971),f25(x14972,x14973,x14971))+E(x14973,x14972)), 52.09/52.32 inference(rename_variables,[],[284])). 52.09/52.32 cnf(1500,plain, 52.09/52.32 (P3(x15001,x15002,f6(x15003,f7(x15001,x15002,x15003)))+E(x15001,x15002)), 52.09/52.32 inference(rename_variables,[],[290])). 52.09/52.32 cnf(1502,plain, 52.09/52.32 (P3(x15021,x15022,f6(x15023,f7(x15021,x15022,x15023)))+E(x15021,x15022)), 52.09/52.32 inference(rename_variables,[],[290])). 52.09/52.32 cnf(1504,plain, 52.09/52.32 (P3(x15041,x15042,f6(x15043,f7(x15041,x15042,x15043)))+E(x15041,x15042)), 52.09/52.32 inference(rename_variables,[],[290])). 52.09/52.32 cnf(1507,plain, 52.09/52.32 (P12(x15071,x15072,x15071,x15073)+~P5(x15072,x15071,x15073)), 52.09/52.32 inference(rename_variables,[],[296])). 52.09/52.32 cnf(1508,plain, 52.09/52.32 (P12(x15081,f1(x15081,x15082),x15081,x15082)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507])). 52.09/52.32 cnf(1509,plain, 52.09/52.32 (P12(x15091,x15092,x15091,x15093)+~P5(x15092,x15091,x15093)), 52.09/52.32 inference(rename_variables,[],[296])). 52.09/52.32 cnf(1511,plain, 52.09/52.32 (P27(x15111,x15112,f25(x15111,x15112,x15113),x15111)+E(x15111,x15112)), 52.09/52.32 inference(rename_variables,[],[297])). 52.09/52.32 cnf(1513,plain, 52.09/52.32 (P27(x15131,x15132,f25(x15131,x15132,x15133),x15131)+E(x15131,x15132)), 52.09/52.32 inference(rename_variables,[],[297])). 52.09/52.32 cnf(1515,plain, 52.09/52.32 (P27(x15151,x15152,f25(x15151,x15152,x15153),x15151)+E(x15151,x15152)), 52.09/52.32 inference(rename_variables,[],[297])). 52.09/52.32 cnf(1518,plain, 52.09/52.32 (P12(x15181,x15182,x15181,f1(x15183,x15182))+~P4(x15181,x15183,x15182)), 52.09/52.32 inference(rename_variables,[],[298])). 52.09/52.32 cnf(1520,plain, 52.09/52.32 (P12(x15201,x15202,x15201,f1(x15203,x15202))+~P4(x15201,x15203,x15202)), 52.09/52.32 inference(rename_variables,[],[298])). 52.09/52.32 cnf(1524,plain, 52.09/52.32 (E(x15241,x15242)+~P12(x15242,x15241,x15243,x15243)), 52.09/52.32 inference(rename_variables,[],[299])). 52.09/52.32 cnf(1525,plain, 52.09/52.32 (E(f14(x15251,x15252,x15253,x15253),x15252)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524])). 52.09/52.32 cnf(1526,plain, 52.09/52.32 (E(x15261,x15262)+~P12(x15262,x15261,x15263,x15263)), 52.09/52.32 inference(rename_variables,[],[299])). 52.09/52.32 cnf(1528,plain, 52.09/52.32 (E(x15281,x15282)+~P12(x15282,x15281,x15283,x15283)), 52.09/52.32 inference(rename_variables,[],[299])). 52.09/52.32 cnf(1531,plain, 52.09/52.32 (E(x15311,x15312)+~P12(x15311,x15312,x15313,x15313)), 52.09/52.32 inference(rename_variables,[],[300])). 52.09/52.32 cnf(1533,plain, 52.09/52.32 (E(x15331,x15332)+~P12(x15331,x15332,x15333,x15333)), 52.09/52.32 inference(rename_variables,[],[300])). 52.09/52.32 cnf(1535,plain, 52.09/52.32 (E(x15351,x15352)+~P12(x15351,x15352,x15353,x15353)), 52.09/52.32 inference(rename_variables,[],[300])). 52.09/52.32 cnf(1538,plain, 52.09/52.32 (P27(x15381,x15382,x15383,f23(x15381,x15382,x15383))+P3(x15381,x15382,x15383)), 52.09/52.32 inference(rename_variables,[],[302])). 52.09/52.32 cnf(1540,plain, 52.09/52.32 (P27(x15401,x15402,x15403,f23(x15401,x15402,x15403))+P3(x15401,x15402,x15403)), 52.09/52.32 inference(rename_variables,[],[302])). 52.09/52.32 cnf(1542,plain, 52.09/52.32 (P27(x15421,x15422,x15423,f23(x15421,x15422,x15423))+P3(x15421,x15422,x15423)), 52.09/52.32 inference(rename_variables,[],[302])). 52.09/52.32 cnf(1544,plain, 52.09/52.32 (~P28(x15441,x15442,x15442,x15443)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308])). 52.09/52.32 cnf(1545,plain, 52.09/52.32 (~P3(x15451,x15452,x15453)+~P28(x15454,x15453,x15451,x15452)), 52.09/52.32 inference(rename_variables,[],[308])). 52.09/52.32 cnf(1546,plain, 52.09/52.32 (~P28(x15461,x15462,x15463,x15462)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545])). 52.09/52.32 cnf(1547,plain, 52.09/52.32 (~P3(x15471,x15472,x15473)+~P28(x15474,x15473,x15471,x15472)), 52.09/52.32 inference(rename_variables,[],[308])). 52.09/52.32 cnf(1548,plain, 52.09/52.32 (~P28(x15481,x15482,f14(x15483,x15482,x15484,x15485),x15483)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547])). 52.09/52.32 cnf(1549,plain, 52.09/52.32 (~P3(x15491,x15492,x15493)+~P28(x15494,x15493,x15491,x15492)), 52.09/52.32 inference(rename_variables,[],[308])). 52.09/52.32 cnf(1550,plain, 52.09/52.32 (~P28(x15501,x15502,x15503,f14(x15503,x15502,x15504,x15505))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549])). 52.09/52.32 cnf(1551,plain, 52.09/52.32 (~P28(x15511,x15512,x15511,x15513)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309])). 52.09/52.32 cnf(1552,plain, 52.09/52.32 (~P3(x15521,x15522,x15523)+~P28(x15523,x15524,x15521,x15522)), 52.09/52.32 inference(rename_variables,[],[309])). 52.09/52.32 cnf(1553,plain, 52.09/52.32 (~P28(x15531,x15532,x15533,x15531)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552])). 52.09/52.32 cnf(1554,plain, 52.09/52.32 (~P3(x15541,x15542,x15543)+~P28(x15543,x15544,x15541,x15542)), 52.09/52.32 inference(rename_variables,[],[309])). 52.09/52.32 cnf(1555,plain, 52.09/52.32 (~P28(x15551,x15552,f14(x15553,x15551,x15554,x15555),x15553)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554])). 52.09/52.32 cnf(1556,plain, 52.09/52.32 (~P3(x15561,x15562,x15563)+~P28(x15563,x15564,x15561,x15562)), 52.09/52.32 inference(rename_variables,[],[309])). 52.09/52.32 cnf(1557,plain, 52.09/52.32 (~P28(x15571,x15572,x15573,f14(x15573,x15571,x15574,x15575))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556])). 52.09/52.32 cnf(1558,plain, 52.09/52.32 (~P29(x15581,x15582,x15583,x15582)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310])). 52.09/52.32 cnf(1559,plain, 52.09/52.32 (~P3(x15591,x15592,x15593)+~P29(x15594,x15591,x15592,x15593)), 52.09/52.32 inference(rename_variables,[],[310])). 52.09/52.32 cnf(1560,plain, 52.09/52.32 (~P29(x15601,x15602,x15602,x15603)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559])). 52.09/52.32 cnf(1561,plain, 52.09/52.32 (~P3(x15611,x15612,x15613)+~P29(x15614,x15611,x15612,x15613)), 52.09/52.32 inference(rename_variables,[],[310])). 52.09/52.32 cnf(1563,plain, 52.09/52.32 (~P3(x15631,x15632,x15633)+~P29(x15634,x15631,x15632,x15633)), 52.09/52.32 inference(rename_variables,[],[310])). 52.09/52.32 cnf(1565,plain, 52.09/52.32 (~P29(x15651,x15651,x15652,x15653)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311])). 52.09/52.32 cnf(1566,plain, 52.09/52.32 (~P3(x15661,x15662,x15663)+~P29(x15663,x15661,x15662,x15664)), 52.09/52.32 inference(rename_variables,[],[311])). 52.09/52.32 cnf(1567,plain, 52.09/52.32 (~P29(x15671,x15672,x15671,x15673)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566])). 52.09/52.32 cnf(1568,plain, 52.09/52.32 (~P3(x15681,x15682,x15683)+~P29(x15683,x15681,x15682,x15684)), 52.09/52.32 inference(rename_variables,[],[311])). 52.09/52.32 cnf(1569,plain, 52.09/52.32 (~P29(x15691,f14(x15692,x15691,x15693,x15694),x15692,x15695)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568])). 52.09/52.32 cnf(1570,plain, 52.09/52.32 (~P3(x15701,x15702,x15703)+~P29(x15703,x15701,x15702,x15704)), 52.09/52.32 inference(rename_variables,[],[311])). 52.09/52.32 cnf(1571,plain, 52.09/52.32 (~P29(x15711,x15712,f14(x15712,x15711,x15713,x15714),x15715)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570])). 52.09/52.32 cnf(1572,plain, 52.09/52.32 (~P12(a8,a8,a8,f1(a9,a8))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313])). 52.09/52.32 cnf(1573,plain, 52.09/52.32 (~P12(x15731,x15732,x15731,f1(x15733,x15732))+P4(x15731,x15733,x15732)), 52.09/52.32 inference(rename_variables,[],[313])). 52.09/52.32 cnf(1574,plain, 52.09/52.32 (~P12(a11,a11,a11,f1(a10,a11))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573])). 52.09/52.32 cnf(1575,plain, 52.09/52.32 (~P12(x15751,x15752,x15751,f1(x15753,x15752))+P4(x15751,x15753,x15752)), 52.09/52.32 inference(rename_variables,[],[313])). 52.09/52.32 cnf(1576,plain, 52.09/52.32 (~P12(f1(x15761,x15762),f1(x15761,x15762),f1(x15761,x15762),f1(f14(x15763,f1(x15761,x15762),a15,a16),f1(x15761,x15762)))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575])). 52.09/52.32 cnf(1577,plain, 52.09/52.32 (~P12(x15771,x15772,x15771,f1(x15773,x15772))+P4(x15771,x15773,x15772)), 52.09/52.32 inference(rename_variables,[],[313])). 52.09/52.32 cnf(1580,plain, 52.09/52.32 (P5(x15801,f30(x15801,x15802,x15803),x15802)+~P12(x15803,x15801,x15803,x15802)), 52.09/52.32 inference(rename_variables,[],[320])). 52.09/52.32 cnf(1581,plain, 52.09/52.32 (P5(x15811,f30(x15811,x15811,x15812),x15811)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580])). 52.09/52.32 cnf(1582,plain, 52.09/52.32 (P5(x15821,f30(x15821,x15822,x15823),x15822)+~P12(x15823,x15821,x15823,x15822)), 52.09/52.32 inference(rename_variables,[],[320])). 52.09/52.32 cnf(1584,plain, 52.09/52.32 (P5(x15841,f30(x15841,x15842,x15843),x15842)+~P12(x15843,x15841,x15843,x15842)), 52.09/52.32 inference(rename_variables,[],[320])). 52.09/52.32 cnf(1585,plain, 52.09/52.32 (P5(x15851,f30(x15851,f1(x15852,x15851),x15852),f1(x15852,x15851))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584])). 52.09/52.32 cnf(1587,plain, 52.09/52.32 (P12(x15871,x15872,x15873,x15874)+~P12(x15873,x15874,x15871,x15872)), 52.09/52.32 inference(rename_variables,[],[327])). 52.09/52.32 cnf(1589,plain, 52.09/52.32 (P12(x15891,x15892,x15893,x15894)+~P12(x15893,x15894,x15891,x15892)), 52.09/52.32 inference(rename_variables,[],[327])). 52.09/52.32 cnf(1590,plain, 52.09/52.32 (P12(x15901,x15901,x15901,f14(x15902,x15901,x15901,x15901))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589])). 52.09/52.32 cnf(1591,plain, 52.09/52.32 (P12(x15911,x15912,x15913,x15914)+~P12(x15913,x15914,x15911,x15912)), 52.09/52.32 inference(rename_variables,[],[327])). 52.09/52.32 cnf(1594,plain, 52.09/52.32 (P12(x15941,x15942,x15943,x15944)+~P12(x15942,x15941,x15944,x15943)), 52.09/52.32 inference(rename_variables,[],[328])). 52.09/52.32 cnf(1595,plain, 52.09/52.32 (P12(f14(x15951,x15952,x15952,x15952),x15952,x15952,x15952)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594])). 52.09/52.32 cnf(1596,plain, 52.09/52.32 (P12(x15961,x15962,x15963,x15964)+~P12(x15962,x15961,x15964,x15963)), 52.09/52.32 inference(rename_variables,[],[328])). 52.09/52.32 cnf(1598,plain, 52.09/52.32 (P12(x15981,x15982,x15983,x15984)+~P12(x15982,x15981,x15984,x15983)), 52.09/52.32 inference(rename_variables,[],[328])). 52.09/52.32 cnf(1599,plain, 52.09/52.32 (P12(f1(x15991,x15992),x15991,x15992,x15991)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598])). 52.09/52.32 cnf(1601,plain, 52.09/52.32 (P12(x16011,x16012,x16013,x16014)+~P12(x16012,x16011,x16013,x16014)), 52.09/52.32 inference(rename_variables,[],[329])). 52.09/52.32 cnf(1603,plain, 52.09/52.32 (P12(x16031,x16032,x16033,x16034)+~P12(x16032,x16031,x16033,x16034)), 52.09/52.32 inference(rename_variables,[],[329])). 52.09/52.32 cnf(1604,plain, 52.09/52.32 (P12(f1(x16041,x16042),x16041,x16041,x16042)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603])). 52.09/52.32 cnf(1605,plain, 52.09/52.32 (P12(x16051,x16052,x16053,x16054)+~P12(x16052,x16051,x16053,x16054)), 52.09/52.32 inference(rename_variables,[],[329])). 52.09/52.32 cnf(1608,plain, 52.09/52.32 (P12(x16081,x16082,x16083,x16084)+~P12(x16081,x16082,x16084,x16083)), 52.09/52.32 inference(rename_variables,[],[330])). 52.09/52.32 cnf(1610,plain, 52.09/52.32 (P12(x16101,x16102,x16103,x16104)+~P12(x16101,x16102,x16104,x16103)), 52.09/52.32 inference(rename_variables,[],[330])). 52.09/52.32 cnf(1612,plain, 52.09/52.32 (P12(x16121,x16122,x16123,x16124)+~P12(x16121,x16122,x16124,x16123)), 52.09/52.32 inference(rename_variables,[],[330])). 52.09/52.32 cnf(1615,plain, 52.09/52.32 (P27(x16151,x16152,x16153,x16154)+~P27(x16153,x16154,x16151,x16152)), 52.09/52.32 inference(rename_variables,[],[331])). 52.09/52.32 cnf(1617,plain, 52.09/52.32 (P27(x16171,x16172,x16173,x16174)+~P27(x16173,x16174,x16171,x16172)), 52.09/52.32 inference(rename_variables,[],[331])). 52.09/52.32 cnf(1618,plain, 52.09/52.32 (P27(f25(f14(x16181,f1(x16182,x16183),a15,a16),f1(x16182,x16183),x16184),f14(x16181,f1(x16182,x16183),a15,a16),f14(x16181,f1(x16182,x16183),a15,a16),f1(x16182,x16183))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617])). 52.09/52.32 cnf(1619,plain, 52.09/52.32 (P27(x16191,x16192,x16193,x16194)+~P27(x16193,x16194,x16191,x16192)), 52.09/52.32 inference(rename_variables,[],[331])). 52.09/52.32 cnf(1622,plain, 52.09/52.32 (P27(x16221,x16222,x16223,x16224)+~P27(x16222,x16221,x16223,x16224)), 52.09/52.32 inference(rename_variables,[],[332])). 52.09/52.32 cnf(1624,plain, 52.09/52.32 (P27(x16241,x16242,x16243,x16244)+~P27(x16242,x16241,x16243,x16244)), 52.09/52.32 inference(rename_variables,[],[332])). 52.09/52.32 cnf(1626,plain, 52.09/52.32 (P27(x16261,x16262,x16263,x16264)+~P27(x16262,x16261,x16263,x16264)), 52.09/52.32 inference(rename_variables,[],[332])). 52.09/52.32 cnf(1629,plain, 52.09/52.32 (P27(x16291,x16292,x16293,x16294)+~P27(x16291,x16292,x16294,x16293)), 52.09/52.32 inference(rename_variables,[],[333])). 52.09/52.32 cnf(1631,plain, 52.09/52.32 (P27(x16311,x16312,x16313,x16314)+~P27(x16311,x16312,x16314,x16313)), 52.09/52.32 inference(rename_variables,[],[333])). 52.09/52.32 cnf(1633,plain, 52.09/52.32 (P27(x16331,x16332,x16333,x16334)+~P27(x16331,x16332,x16334,x16333)), 52.09/52.32 inference(rename_variables,[],[333])). 52.09/52.32 cnf(1636,plain, 52.09/52.32 (P28(x16361,x16362,x16363,x16364)+~P28(x16361,x16362,x16364,x16363)), 52.09/52.32 inference(rename_variables,[],[334])). 52.09/52.32 cnf(1638,plain, 52.09/52.32 (P28(x16381,x16382,x16383,x16384)+~P28(x16381,x16382,x16384,x16383)), 52.09/52.32 inference(rename_variables,[],[334])). 52.09/52.32 cnf(1640,plain, 52.09/52.32 (P28(x16401,x16402,x16403,x16404)+~P28(x16401,x16402,x16404,x16403)), 52.09/52.32 inference(rename_variables,[],[334])). 52.09/52.32 cnf(1643,plain, 52.09/52.32 (P29(x16431,x16432,x16433,x16434)+~P29(x16434,x16432,x16433,x16431)), 52.09/52.32 inference(rename_variables,[],[335])). 52.09/52.32 cnf(1645,plain, 52.09/52.32 (P12(f1(x16451,x16452),f1(x16451,x16453),f1(x16451,x16454),f1(x16451,x16455))+~P12(x16452,x16453,x16454,x16455)), 52.09/52.32 inference(rename_variables,[],[349])). 52.09/52.32 cnf(1646,plain, 52.09/52.32 (P12(f1(x16461,x16462),f1(x16461,f14(x16463,x16462,x16462,x16462)),f1(x16461,x16462),f1(x16461,x16462))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645])). 52.09/52.32 cnf(1647,plain, 52.09/52.32 (P12(f1(x16471,x16472),f1(x16471,x16473),f1(x16471,x16474),f1(x16471,x16475))+~P12(x16472,x16473,x16474,x16475)), 52.09/52.32 inference(rename_variables,[],[349])). 52.09/52.32 cnf(1649,plain, 52.09/52.32 (P12(f1(x16491,x16492),f1(x16491,x16493),f1(x16491,x16494),f1(x16491,x16495))+~P12(x16492,x16493,x16494,x16495)), 52.09/52.32 inference(rename_variables,[],[349])). 52.09/52.32 cnf(1650,plain, 52.09/52.32 (P12(f1(x16501,x16502),f1(x16501,f1(x16502,x16503)),f1(x16501,x16502),f1(x16501,x16503))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649])). 52.09/52.32 cnf(1652,plain, 52.09/52.32 (~P12(f1(x16521,x16522),f1(x16521,x16523),f1(x16521,x16524),f1(x16521,x16525))+P12(x16522,x16523,x16524,x16525)), 52.09/52.32 inference(rename_variables,[],[354])). 52.09/52.32 cnf(1654,plain, 52.09/52.32 (~P12(f1(x16541,x16542),f1(x16541,x16543),f1(x16541,x16544),f1(x16541,x16545))+P12(x16542,x16543,x16544,x16545)), 52.09/52.32 inference(rename_variables,[],[354])). 52.09/52.32 cnf(1656,plain, 52.09/52.32 (~P12(f1(x16561,x16562),f1(x16561,x16563),f1(x16561,x16564),f1(x16561,x16565))+P12(x16562,x16563,x16564,x16565)), 52.09/52.32 inference(rename_variables,[],[354])). 52.09/52.32 cnf(1658,plain, 52.09/52.32 (P2(x16581,x16582,f38(x16581,x16582,x16581,x16582))), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361])). 52.09/52.32 cnf(1659,plain, 52.09/52.32 (P2(x16591,x16592,f38(x16593,x16594,x16591,x16592))+~P13(x16591,x16592,x16593,x16594)), 52.09/52.32 inference(rename_variables,[],[361])). 52.09/52.32 cnf(1660,plain, 52.09/52.32 (P12(x16601,f38(x16601,x16602,x16601,x16602),x16601,x16602)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379])). 52.09/52.32 cnf(1661,plain, 52.09/52.32 (P12(x16611,f38(x16612,x16613,x16611,x16614),x16612,x16613)+~P13(x16611,x16614,x16612,x16613)), 52.09/52.32 inference(rename_variables,[],[379])). 52.09/52.32 cnf(1662,plain, 52.09/52.32 (P12(x16621,f38(x16622,x16623,x16621,x16621),x16622,x16623)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661])). 52.09/52.32 cnf(1663,plain, 52.09/52.32 (P12(x16631,f38(x16632,x16633,x16631,x16634),x16632,x16633)+~P13(x16631,x16634,x16632,x16633)), 52.09/52.32 inference(rename_variables,[],[379])). 52.09/52.32 cnf(1664,plain, 52.09/52.32 (P2(x16641,f14(f14(x16642,x16641,a15,a16),x16641,x16641,x16642),x16642)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403])). 52.09/52.32 cnf(1665,plain, 52.09/52.32 (P2(x16651,f14(f14(x16652,x16651,a15,a16),x16651,x16653,x16654),x16652)+~P13(x16653,x16654,x16651,x16652)), 52.09/52.32 inference(rename_variables,[],[403])). 52.09/52.32 cnf(1666,plain, 52.09/52.32 (P2(x16661,f14(f14(x16662,x16661,a15,a16),x16661,x16663,x16663),x16662)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665])). 52.09/52.32 cnf(1667,plain, 52.09/52.32 (P2(x16671,f14(f14(x16672,x16671,a15,a16),x16671,x16673,x16674),x16672)+~P13(x16673,x16674,x16671,x16672)), 52.09/52.32 inference(rename_variables,[],[403])). 52.09/52.32 cnf(1669,plain, 52.09/52.32 (P3(x16691,x16692,x16693)+~P41(x16694,x16695,x16693,x16691,x16692)), 52.09/52.32 inference(rename_variables,[],[405])). 52.09/52.32 cnf(1670,plain, 52.09/52.32 (~P41(x16701,x16702,f19(a10,a11),a10,a11)), 52.09/52.32 inference(scs_inference,[],[189,202,203,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669])). 52.09/52.32 cnf(1671,plain, 52.09/52.32 (P3(x16711,x16712,x16713)+~P41(x16714,x16715,x16713,x16711,x16712)), 52.09/52.32 inference(rename_variables,[],[405])). 52.09/52.32 cnf(1673,plain, 52.09/52.32 (P3(x16731,x16732,x16733)+~P41(x16734,x16735,x16733,x16731,x16732)), 52.09/52.32 inference(rename_variables,[],[405])). 52.09/52.32 cnf(1676,plain, 52.09/52.32 (P3(x16761,x16762,x16763)+~P41(x16761,x16762,x16763,x16764,x16765)), 52.09/52.32 inference(rename_variables,[],[407])). 52.09/52.32 cnf(1678,plain, 52.09/52.32 (P3(x16781,x16782,x16783)+~P41(x16781,x16782,x16783,x16784,x16785)), 52.09/52.32 inference(rename_variables,[],[407])). 52.09/52.32 cnf(1680,plain, 52.09/52.32 (P3(x16801,x16802,x16803)+~P41(x16801,x16802,x16803,x16804,x16805)), 52.09/52.32 inference(rename_variables,[],[407])). 52.09/52.32 cnf(1682,plain, 52.09/52.32 (~P27(x16821,x16822,x16823,x16823)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412])). 52.09/52.32 cnf(1683,plain, 52.09/52.32 (P41(x16831,x16832,f39(x16831,x16832,x16833,x16834),x16833,x16834)+~P27(x16831,x16832,x16833,x16834)), 52.09/52.32 inference(rename_variables,[],[412])). 52.09/52.32 cnf(1685,plain, 52.09/52.32 (P41(x16851,x16852,f39(x16851,x16852,x16853,x16854),x16853,x16854)+~P27(x16851,x16852,x16853,x16854)), 52.09/52.32 inference(rename_variables,[],[412])). 52.09/52.32 cnf(1687,plain, 52.09/52.32 (P41(x16871,x16872,f39(x16871,x16872,x16873,x16874),x16873,x16874)+~P27(x16871,x16872,x16873,x16874)), 52.09/52.32 inference(rename_variables,[],[412])). 52.09/52.32 cnf(1690,plain, 52.09/52.32 (P12(x16901,x16902,x16903,f14(f14(x16904,x16903,a15,a16),x16903,x16901,x16902))+~P13(x16901,x16902,x16903,x16904)), 52.09/52.32 inference(rename_variables,[],[413])). 52.09/52.32 cnf(1692,plain, 52.09/52.32 (P12(x16921,x16922,x16923,f14(f14(x16924,x16923,a15,a16),x16923,x16921,x16922))+~P13(x16921,x16922,x16923,x16924)), 52.09/52.32 inference(rename_variables,[],[413])). 52.09/52.32 cnf(1694,plain, 52.09/52.32 (E(f14(x16941,x16942,f14(f14(x16943,x16944,a15,a16),x16944,x16941,x16942),x16943),f38(x16944,x16943,x16941,x16942))+~P13(x16941,x16942,x16944,x16943)), 52.09/52.32 inference(rename_variables,[],[417])). 52.09/52.32 cnf(1696,plain, 52.09/52.32 (E(f14(x16961,x16962,f14(f14(x16963,x16964,a15,a16),x16964,x16961,x16962),x16963),f38(x16964,x16963,x16961,x16962))+~P13(x16961,x16962,x16964,x16963)), 52.09/52.32 inference(rename_variables,[],[417])). 52.09/52.32 cnf(1698,plain, 52.09/52.32 (P41(x16981,x16982,x16983,x16984,x16985)+~P41(x16984,x16985,x16983,x16981,x16982)), 52.09/52.32 inference(rename_variables,[],[422])). 52.09/52.32 cnf(1699,plain, 52.09/52.32 (P41(f25(a10,a11,x16991),a10,f39(a10,a11,f25(a10,a11,x16991),a10),a10,a11)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698])). 52.09/52.32 cnf(1700,plain, 52.09/52.32 (P41(x17001,x17002,x17003,x17004,x17005)+~P41(x17004,x17005,x17003,x17001,x17002)), 52.09/52.32 inference(rename_variables,[],[422])). 52.09/52.32 cnf(1701,plain, 52.09/52.32 (P41(f25(a17,a16,x17011),a17,f39(a17,a16,f25(a17,a16,x17011),a17),a17,a16)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700])). 52.09/52.32 cnf(1702,plain, 52.09/52.32 (P41(x17021,x17022,x17023,x17024,x17025)+~P41(x17024,x17025,x17023,x17021,x17022)), 52.09/52.32 inference(rename_variables,[],[422])). 52.09/52.32 cnf(1704,plain, 52.09/52.32 (~E(f44(x17041,x17042,x17043,x17044,x17045),x17045)+~P41(x17041,x17042,x17045,x17043,x17044)), 52.09/52.32 inference(rename_variables,[],[426])). 52.09/52.32 cnf(1706,plain, 52.09/52.32 (~E(f44(x17061,x17062,x17063,x17064,x17065),x17065)+~P41(x17061,x17062,x17065,x17063,x17064)), 52.09/52.32 inference(rename_variables,[],[426])). 52.09/52.32 cnf(1708,plain, 52.09/52.32 (~E(f44(x17081,x17082,x17083,x17084,x17085),x17085)+~P41(x17081,x17082,x17085,x17083,x17084)), 52.09/52.32 inference(rename_variables,[],[426])). 52.09/52.32 cnf(1711,plain, 52.09/52.32 (~E(f45(x17111,x17112,x17113,x17114,x17115),x17115)+~P41(x17111,x17112,x17115,x17113,x17114)), 52.09/52.32 inference(rename_variables,[],[427])). 52.09/52.32 cnf(1713,plain, 52.09/52.32 (~E(f45(x17131,x17132,x17133,x17134,x17135),x17135)+~P41(x17131,x17132,x17135,x17133,x17134)), 52.09/52.32 inference(rename_variables,[],[427])). 52.09/52.32 cnf(1715,plain, 52.09/52.32 (~E(f45(x17151,x17152,x17153,x17154,x17155),x17155)+~P41(x17151,x17152,x17155,x17153,x17154)), 52.09/52.32 inference(rename_variables,[],[427])). 52.09/52.32 cnf(1718,plain, 52.09/52.32 (P3(x17181,x17182,f45(x17181,x17182,x17183,x17184,x17185))+~P41(x17181,x17182,x17185,x17183,x17184)), 52.09/52.32 inference(rename_variables,[],[432])). 52.09/52.32 cnf(1720,plain, 52.09/52.32 (P3(x17201,x17202,f45(x17201,x17202,x17203,x17204,x17205))+~P41(x17201,x17202,x17205,x17203,x17204)), 52.09/52.32 inference(rename_variables,[],[432])). 52.09/52.32 cnf(1722,plain, 52.09/52.32 (P3(x17221,x17222,f45(x17221,x17222,x17223,x17224,x17225))+~P41(x17221,x17222,x17225,x17223,x17224)), 52.09/52.32 inference(rename_variables,[],[432])). 52.09/52.32 cnf(1725,plain, 52.09/52.32 (P3(x17251,x17252,f44(x17253,x17254,x17251,x17252,x17255))+~P41(x17253,x17254,x17255,x17251,x17252)), 52.09/52.32 inference(rename_variables,[],[433])). 52.09/52.32 cnf(1727,plain, 52.09/52.32 (P3(x17271,x17272,f44(x17273,x17274,x17271,x17272,x17275))+~P41(x17273,x17274,x17275,x17271,x17272)), 52.09/52.32 inference(rename_variables,[],[433])). 52.09/52.32 cnf(1729,plain, 52.09/52.32 (P3(x17291,x17292,f44(x17293,x17294,x17291,x17292,x17295))+~P41(x17293,x17294,x17295,x17291,x17292)), 52.09/52.32 inference(rename_variables,[],[433])). 52.09/52.32 cnf(1732,plain, 52.09/52.32 (P12(x17321,x17322,x17323,x17324)+~P49(x17325,x17321,x17322,x17326,x17323,x17324)), 52.09/52.32 inference(rename_variables,[],[442])). 52.09/52.32 cnf(1734,plain, 52.09/52.32 (P12(x17341,x17342,x17343,x17344)+~P49(x17345,x17341,x17342,x17346,x17343,x17344)), 52.09/52.32 inference(rename_variables,[],[442])). 52.09/52.32 cnf(1736,plain, 52.09/52.32 (P12(x17361,x17362,x17363,x17364)+~P49(x17365,x17361,x17362,x17366,x17363,x17364)), 52.09/52.32 inference(rename_variables,[],[442])). 52.09/52.32 cnf(1739,plain, 52.09/52.32 (P12(x17391,x17392,x17393,x17394)+~P49(x17391,x17395,x17392,x17393,x17396,x17394)), 52.09/52.32 inference(rename_variables,[],[443])). 52.09/52.32 cnf(1741,plain, 52.09/52.32 (P12(x17411,x17412,x17413,x17414)+~P49(x17411,x17415,x17412,x17413,x17416,x17414)), 52.09/52.32 inference(rename_variables,[],[443])). 52.09/52.32 cnf(1743,plain, 52.09/52.32 (P12(x17431,x17432,x17433,x17434)+~P49(x17431,x17435,x17432,x17433,x17436,x17434)), 52.09/52.32 inference(rename_variables,[],[443])). 52.09/52.32 cnf(1746,plain, 52.09/52.32 (P12(x17461,x17462,x17463,x17464)+~P49(x17461,x17462,x17465,x17463,x17464,x17466)), 52.09/52.32 inference(rename_variables,[],[444])). 52.09/52.32 cnf(1748,plain, 52.09/52.32 (P12(x17481,x17482,x17483,x17484)+~P49(x17481,x17482,x17485,x17483,x17484,x17486)), 52.09/52.32 inference(rename_variables,[],[444])). 52.09/52.32 cnf(1750,plain, 52.09/52.32 (P12(x17501,x17502,x17503,x17504)+~P49(x17501,x17502,x17505,x17503,x17504,x17506)), 52.09/52.32 inference(rename_variables,[],[444])). 52.09/52.32 cnf(1753,plain, 52.09/52.32 (P2(x17531,x17532,x17533)+~P52(x17534,x17535,x17531,x17532,x17533,x17536,x17537)), 52.09/52.32 inference(rename_variables,[],[448])). 52.09/52.32 cnf(1755,plain, 52.09/52.32 (P2(x17551,x17552,x17553)+~P52(x17554,x17555,x17551,x17552,x17553,x17556,x17557)), 52.09/52.32 inference(rename_variables,[],[448])). 52.09/52.32 cnf(1757,plain, 52.09/52.32 (P2(x17571,x17572,x17573)+~P52(x17574,x17575,x17571,x17572,x17573,x17576,x17577)), 52.09/52.32 inference(rename_variables,[],[448])). 52.09/52.32 cnf(1760,plain, 52.09/52.32 (P2(x17601,x17602,x17603)+~P52(x17601,x17604,x17605,x17602,x17606,x17607,x17603)), 52.09/52.32 inference(rename_variables,[],[449])). 52.09/52.32 cnf(1762,plain, 52.09/52.32 (P2(x17621,x17622,x17623)+~P52(x17621,x17624,x17625,x17622,x17626,x17627,x17623)), 52.09/52.32 inference(rename_variables,[],[449])). 52.09/52.32 cnf(1764,plain, 52.09/52.32 (P2(x17641,x17642,x17643)+~P52(x17641,x17644,x17645,x17642,x17646,x17647,x17643)), 52.09/52.32 inference(rename_variables,[],[449])). 52.09/52.32 cnf(1767,plain, 52.09/52.32 (P2(x17671,x17672,x17673)+~P52(x17674,x17671,x17675,x17672,x17676,x17673,x17677)), 52.09/52.32 inference(rename_variables,[],[450])). 52.09/52.32 cnf(1769,plain, 52.09/52.32 (P2(x17691,x17692,x17693)+~P52(x17694,x17691,x17695,x17692,x17696,x17693,x17697)), 52.09/52.32 inference(rename_variables,[],[450])). 52.09/52.32 cnf(1771,plain, 52.09/52.32 (P2(x17711,x17712,x17713)+~P52(x17714,x17711,x17715,x17712,x17716,x17713,x17717)), 52.09/52.32 inference(rename_variables,[],[450])). 52.09/52.32 cnf(1774,plain, 52.09/52.32 (P5(x17741,x17742,x17743)+~P52(x17744,x17745,x17746,x17747,x17743,x17742,x17741)), 52.09/52.32 inference(rename_variables,[],[451])). 52.09/52.32 cnf(1776,plain, 52.09/52.32 (P5(x17761,x17762,x17763)+~P52(x17764,x17765,x17766,x17767,x17763,x17762,x17761)), 52.09/52.32 inference(rename_variables,[],[451])). 52.09/52.32 cnf(1777,plain, 52.09/52.32 (~P52(x17771,x17772,x17773,x17774,f14(x17775,f1(x17776,x17777),a15,a16),f1(x17776,x17777),f14(x17775,f1(x17776,x17777),a15,a16))), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776])). 52.09/52.32 cnf(1778,plain, 52.09/52.32 (P5(x17781,x17782,x17783)+~P52(x17784,x17785,x17786,x17787,x17783,x17782,x17781)), 52.09/52.32 inference(rename_variables,[],[451])). 52.09/52.32 cnf(1779,plain, 52.09/52.32 (~P52(x17791,x17792,x17793,x17794,f14(x17795,f1(x17796,x17797),a15,a16),x17796,x17797)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778])). 52.09/52.32 cnf(1781,plain, 52.09/52.32 (P5(x17811,x17812,x17813)+~P52(x17811,x17812,x17813,x17814,x17815,x17816,x17817)), 52.09/52.32 inference(rename_variables,[],[452])). 52.09/52.32 cnf(1783,plain, 52.09/52.32 (P5(x17831,x17832,x17833)+~P52(x17831,x17832,x17833,x17834,x17835,x17836,x17837)), 52.09/52.32 inference(rename_variables,[],[452])). 52.09/52.32 cnf(1784,plain, 52.09/52.32 (~P52(f14(x17841,f1(x17842,x17843),a15,a16),f1(x17842,x17843),f14(x17841,f1(x17842,x17843),a15,a16),x17844,x17845,x17846,x17847)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783])). 52.09/52.32 cnf(1785,plain, 52.09/52.32 (P5(x17851,x17852,x17853)+~P52(x17851,x17852,x17853,x17854,x17855,x17856,x17857)), 52.09/52.32 inference(rename_variables,[],[452])). 52.09/52.32 cnf(1786,plain, 52.09/52.32 (~P52(x17861,x17862,f14(x17863,f1(x17862,x17861),a15,a16),x17864,x17865,x17866,x17867)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785])). 52.09/52.32 cnf(1788,plain, 52.09/52.32 (P12(x17881,x17882,x17881,x17883)+~P52(x17882,x17884,x17883,x17881,x17885,x17886,x17887)), 52.09/52.32 inference(rename_variables,[],[453])). 52.09/52.32 cnf(1790,plain, 52.09/52.32 (P12(x17901,x17902,x17901,x17903)+~P52(x17902,x17904,x17903,x17901,x17905,x17906,x17907)), 52.09/52.32 inference(rename_variables,[],[453])). 52.09/52.32 cnf(1792,plain, 52.09/52.32 (P12(x17921,x17922,x17921,x17923)+~P52(x17922,x17924,x17923,x17921,x17925,x17926,x17927)), 52.09/52.32 inference(rename_variables,[],[453])). 52.09/52.32 cnf(1795,plain, 52.09/52.32 (P12(x17951,x17952,x17951,x17953)+~P52(x17954,x17955,x17956,x17951,x17953,x17957,x17952)), 52.09/52.32 inference(rename_variables,[],[454])). 52.09/52.32 cnf(1797,plain, 52.09/52.32 (P12(x17971,x17972,x17971,x17973)+~P52(x17974,x17975,x17976,x17971,x17973,x17977,x17972)), 52.09/52.32 inference(rename_variables,[],[454])). 52.09/52.32 cnf(1799,plain, 52.09/52.32 (P12(x17991,x17992,x17991,x17993)+~P52(x17994,x17995,x17996,x17991,x17993,x17997,x17992)), 52.09/52.32 inference(rename_variables,[],[454])). 52.09/52.32 cnf(1802,plain, 52.09/52.32 (P2(x18021,x18022,x18023)+~P53(x18024,x18025,x18026,x18027,x18021,x18022,x18023,x18028)), 52.09/52.32 inference(rename_variables,[],[459])). 52.09/52.32 cnf(1804,plain, 52.09/52.32 (P2(x18041,x18042,x18043)+~P53(x18044,x18045,x18046,x18047,x18041,x18042,x18043,x18048)), 52.09/52.32 inference(rename_variables,[],[459])). 52.09/52.32 cnf(1806,plain, 52.09/52.32 (P2(x18061,x18062,x18063)+~P53(x18064,x18065,x18066,x18067,x18061,x18062,x18063,x18068)), 52.09/52.32 inference(rename_variables,[],[459])). 52.09/52.32 cnf(1809,plain, 52.09/52.32 (P2(x18091,x18092,x18093)+~P53(x18091,x18092,x18093,x18094,x18095,x18096,x18097,x18098)), 52.09/52.32 inference(rename_variables,[],[460])). 52.09/52.32 cnf(1811,plain, 52.09/52.32 (P2(x18111,x18112,x18113)+~P53(x18111,x18112,x18113,x18114,x18115,x18116,x18117,x18118)), 52.09/52.32 inference(rename_variables,[],[460])). 52.09/52.32 cnf(1813,plain, 52.09/52.32 (P2(x18131,x18132,x18133)+~P53(x18131,x18132,x18133,x18134,x18135,x18136,x18137,x18138)), 52.09/52.32 inference(rename_variables,[],[460])). 52.09/52.32 cnf(1816,plain, 52.09/52.32 (P2(x18161,x18162,x18163)+~P54(x18164,x18165,x18166,x18167,x18161,x18162,x18163,x18168)), 52.09/52.32 inference(rename_variables,[],[461])). 52.09/52.32 cnf(1818,plain, 52.09/52.32 (P2(x18181,x18182,x18183)+~P54(x18184,x18185,x18186,x18187,x18181,x18182,x18183,x18188)), 52.09/52.32 inference(rename_variables,[],[461])). 52.09/52.32 cnf(1820,plain, 52.09/52.32 (P2(x18201,x18202,x18203)+~P54(x18204,x18205,x18206,x18207,x18201,x18202,x18203,x18208)), 52.09/52.32 inference(rename_variables,[],[461])). 52.09/52.32 cnf(1823,plain, 52.09/52.32 (P2(x18231,x18232,x18233)+~P54(x18231,x18232,x18233,x18234,x18235,x18236,x18237,x18238)), 52.09/52.32 inference(rename_variables,[],[462])). 52.09/52.32 cnf(1825,plain, 52.09/52.32 (P2(x18251,x18252,x18253)+~P54(x18251,x18252,x18253,x18254,x18255,x18256,x18257,x18258)), 52.09/52.32 inference(rename_variables,[],[462])). 52.09/52.32 cnf(1827,plain, 52.09/52.32 (P2(x18271,x18272,x18273)+~P54(x18271,x18272,x18273,x18274,x18275,x18276,x18277,x18278)), 52.09/52.32 inference(rename_variables,[],[462])). 52.09/52.32 cnf(1830,plain, 52.09/52.32 (P3(x18301,x18302,x18303)+~P55(x18301,x18302,x18303,x18304,x18305,x18306,x18307,x18308)), 52.09/52.32 inference(rename_variables,[],[463])). 52.09/52.32 cnf(1832,plain, 52.09/52.32 (P3(x18321,x18322,x18323)+~P55(x18321,x18322,x18323,x18324,x18325,x18326,x18327,x18328)), 52.09/52.32 inference(rename_variables,[],[463])). 52.09/52.32 cnf(1834,plain, 52.09/52.32 (P3(x18341,x18342,x18343)+~P55(x18341,x18342,x18343,x18344,x18345,x18346,x18347,x18348)), 52.09/52.32 inference(rename_variables,[],[463])). 52.09/52.32 cnf(1837,plain, 52.09/52.32 (P12(x18371,x18372,x18373,x18374)+~P55(x18375,x18371,x18376,x18372,x18377,x18373,x18378,x18374)), 52.09/52.32 inference(rename_variables,[],[464])). 52.09/52.32 cnf(1839,plain, 52.09/52.32 (P12(x18391,x18392,x18393,x18394)+~P55(x18395,x18391,x18396,x18392,x18397,x18393,x18398,x18394)), 52.09/52.32 inference(rename_variables,[],[464])). 52.09/52.32 cnf(1841,plain, 52.09/52.32 (P12(x18411,x18412,x18413,x18414)+~P55(x18415,x18411,x18416,x18412,x18417,x18413,x18418,x18414)), 52.09/52.32 inference(rename_variables,[],[464])). 52.09/52.32 cnf(1844,plain, 52.09/52.32 (P12(x18441,x18442,x18443,x18444)+~P54(x18445,x18441,x18442,x18446,x18447,x18443,x18444,x18448)), 52.09/52.32 inference(rename_variables,[],[465])). 52.09/52.32 cnf(1846,plain, 52.09/52.32 (P12(x18461,x18462,x18463,x18464)+~P54(x18465,x18461,x18462,x18466,x18467,x18463,x18464,x18468)), 52.09/52.32 inference(rename_variables,[],[465])). 52.09/52.32 cnf(1848,plain, 52.09/52.32 (P12(x18481,x18482,x18483,x18484)+~P54(x18485,x18481,x18482,x18486,x18487,x18483,x18484,x18488)), 52.09/52.32 inference(rename_variables,[],[465])). 52.09/52.32 cnf(1850,plain, 52.09/52.32 (~P55(a8,x18501,x18502,a9,a8,x18503,x18504,a8)), 52.09/52.32 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466])). 52.09/52.32 cnf(1851,plain, 52.09/52.32 (P12(x18511,x18512,x18513,x18514)+~P55(x18511,x18515,x18516,x18512,x18513,x18517,x18518,x18514)), 52.09/52.32 inference(rename_variables,[],[466])). 52.09/52.32 cnf(1853,plain, 52.09/52.32 (P12(x18531,x18532,x18533,x18534)+~P55(x18531,x18535,x18536,x18532,x18533,x18537,x18538,x18534)), 52.09/52.32 inference(rename_variables,[],[466])). 52.09/52.32 cnf(1855,plain, 52.09/52.32 (P12(x18551,x18552,x18553,x18554)+~P55(x18551,x18555,x18556,x18552,x18553,x18557,x18558,x18554)), 52.09/52.32 inference(rename_variables,[],[466])). 52.09/52.32 cnf(1858,plain, 52.09/52.32 (P12(x18581,x18582,x18583,x18584)+~P53(x18581,x18585,x18582,x18586,x18583,x18587,x18584,x18588)), 52.09/52.32 inference(rename_variables,[],[467])). 52.09/52.32 cnf(1860,plain, 52.09/52.32 (P12(x18601,x18602,x18603,x18604)+~P53(x18601,x18605,x18602,x18606,x18603,x18607,x18604,x18608)), 52.09/52.32 inference(rename_variables,[],[467])). 52.09/52.32 cnf(1862,plain, 52.09/52.32 (P12(x18621,x18622,x18623,x18624)+~P53(x18621,x18625,x18622,x18626,x18623,x18627,x18624,x18628)), 52.09/52.32 inference(rename_variables,[],[467])). 52.09/52.32 cnf(1865,plain, 52.09/52.32 (P12(x18651,x18652,x18653,x18654)+~P53(x18655,x18656,x18651,x18652,x18657,x18658,x18653,x18654)), 52.09/52.32 inference(rename_variables,[],[468])). 52.09/52.32 cnf(1867,plain, 52.09/52.32 (P12(x18671,x18672,x18673,x18674)+~P53(x18675,x18676,x18671,x18672,x18677,x18678,x18673,x18674)), 52.09/52.32 inference(rename_variables,[],[468])). 52.09/52.32 cnf(1869,plain, 52.09/52.32 (P12(x18691,x18692,x18693,x18694)+~P53(x18695,x18696,x18691,x18692,x18697,x18698,x18693,x18694)), 52.09/52.32 inference(rename_variables,[],[468])). 52.09/52.32 cnf(1872,plain, 52.09/52.32 (P12(x18721,x18722,x18723,x18724)+~P53(x18725,x18721,x18726,x18722,x18727,x18723,x18728,x18724)), 52.09/52.32 inference(rename_variables,[],[469])). 52.09/52.32 cnf(1874,plain, 52.09/52.32 (P12(x18741,x18742,x18743,x18744)+~P53(x18745,x18741,x18746,x18742,x18747,x18743,x18748,x18744)), 52.09/52.32 inference(rename_variables,[],[469])). 52.09/52.32 cnf(1876,plain, 52.09/52.32 (P12(x18761,x18762,x18763,x18764)+~P53(x18765,x18761,x18766,x18762,x18767,x18763,x18768,x18764)), 52.09/52.32 inference(rename_variables,[],[469])). 52.09/52.32 cnf(1879,plain, 52.09/52.33 (P12(x18791,x18792,x18793,x18794)+~P53(x18795,x18791,x18792,x18796,x18797,x18793,x18794,x18798)), 52.09/52.33 inference(rename_variables,[],[470])). 52.09/52.33 cnf(1881,plain, 52.09/52.33 (P12(x18811,x18812,x18813,x18814)+~P53(x18815,x18811,x18812,x18816,x18817,x18813,x18814,x18818)), 52.09/52.33 inference(rename_variables,[],[470])). 52.09/52.33 cnf(1883,plain, 52.09/52.33 (P12(x18831,x18832,x18833,x18834)+~P53(x18835,x18831,x18832,x18836,x18837,x18833,x18834,x18838)), 52.09/52.33 inference(rename_variables,[],[470])). 52.09/52.33 cnf(1886,plain, 52.09/52.33 (P12(x18861,x18862,x18863,x18864)+~P53(x18861,x18865,x18866,x18862,x18863,x18867,x18868,x18864)), 52.09/52.33 inference(rename_variables,[],[471])). 52.09/52.33 cnf(1888,plain, 52.09/52.33 (P12(x18881,x18882,x18883,x18884)+~P53(x18881,x18885,x18886,x18882,x18883,x18887,x18888,x18884)), 52.09/52.33 inference(rename_variables,[],[471])). 52.09/52.33 cnf(1890,plain, 52.09/52.33 (P12(x18901,x18902,x18903,x18904)+~P53(x18901,x18905,x18906,x18902,x18903,x18907,x18908,x18904)), 52.09/52.33 inference(rename_variables,[],[471])). 52.09/52.33 cnf(1893,plain, 52.09/52.33 (P12(x18931,x18932,x18933,x18934)+~P54(x18935,x18931,x18936,x18932,x18937,x18933,x18938,x18934)), 52.09/52.33 inference(rename_variables,[],[472])). 52.09/52.33 cnf(1895,plain, 52.09/52.33 (P12(x18951,x18952,x18953,x18954)+~P54(x18955,x18951,x18956,x18952,x18957,x18953,x18958,x18954)), 52.09/52.33 inference(rename_variables,[],[472])). 52.09/52.33 cnf(1897,plain, 52.09/52.33 (P12(x18971,x18972,x18973,x18974)+~P54(x18975,x18971,x18976,x18972,x18977,x18973,x18978,x18974)), 52.09/52.33 inference(rename_variables,[],[472])). 52.09/52.33 cnf(1900,plain, 52.09/52.33 (P12(x19001,x19002,x19003,x19004)+~P54(x19001,x19005,x19006,x19002,x19003,x19007,x19008,x19004)), 52.09/52.33 inference(rename_variables,[],[473])). 52.09/52.33 cnf(1902,plain, 52.09/52.33 (P12(x19021,x19022,x19023,x19024)+~P54(x19021,x19025,x19026,x19022,x19023,x19027,x19028,x19024)), 52.09/52.33 inference(rename_variables,[],[473])). 52.09/52.33 cnf(1904,plain, 52.09/52.33 (P12(x19041,x19042,x19043,x19044)+~P54(x19041,x19045,x19046,x19042,x19043,x19047,x19048,x19044)), 52.09/52.33 inference(rename_variables,[],[473])). 52.09/52.33 cnf(1907,plain, 52.09/52.33 (P12(x19071,x19072,x19073,x19074)+~P54(x19071,x19072,x19075,x19076,x19073,x19074,x19077,x19078)), 52.09/52.33 inference(rename_variables,[],[474])). 52.09/52.33 cnf(1909,plain, 52.09/52.33 (P12(x19091,x19092,x19093,x19094)+~P54(x19091,x19092,x19095,x19096,x19093,x19094,x19097,x19098)), 52.09/52.33 inference(rename_variables,[],[474])). 52.09/52.33 cnf(1911,plain, 52.09/52.33 (P12(x19111,x19112,x19113,x19114)+~P54(x19111,x19112,x19115,x19116,x19113,x19114,x19117,x19118)), 52.09/52.33 inference(rename_variables,[],[474])). 52.09/52.33 cnf(1914,plain, 52.09/52.33 (P49(x19141,x19142,x19143,x19144,x19145,x19146)+~P55(x19141,x19142,x19143,x19147,x19144,x19145,x19146,x19148)), 52.09/52.33 inference(rename_variables,[],[476])). 52.09/52.33 cnf(1916,plain, 52.09/52.33 (P49(x19161,x19162,x19163,x19164,x19165,x19166)+~P55(x19161,x19162,x19163,x19167,x19164,x19165,x19166,x19168)), 52.09/52.33 inference(rename_variables,[],[476])). 52.09/52.33 cnf(1918,plain, 52.09/52.33 (P49(x19181,x19182,x19183,x19184,x19185,x19186)+~P55(x19181,x19182,x19183,x19187,x19184,x19185,x19186,x19188)), 52.09/52.33 inference(rename_variables,[],[476])). 52.09/52.33 cnf(1920,plain, 52.09/52.33 (E(a11,f7(a8,a9,f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242])). 52.09/52.33 cnf(1921,plain, 52.09/52.33 (E(x19211,f7(x19212,x19213,x19214))+~E(x19214,f7(x19212,x19213,x19211))+E(x19212,x19213)), 52.09/52.33 inference(rename_variables,[],[242])). 52.09/52.33 cnf(1922,plain, 52.09/52.33 (E(x19221,f7(a9,a8,f1(f7(a9,a8,x19221),f7(a9,a8,x19221))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921])). 52.09/52.33 cnf(1923,plain, 52.09/52.33 (E(x19231,f7(x19232,x19233,x19234))+~E(x19234,f7(x19232,x19233,x19231))+E(x19232,x19233)), 52.09/52.33 inference(rename_variables,[],[242])). 52.09/52.33 cnf(1925,plain, 52.09/52.33 (E(x19251,f7(x19252,x19253,x19254))+~E(x19254,f7(x19252,x19253,x19251))+E(x19252,x19253)), 52.09/52.33 inference(rename_variables,[],[242])). 52.09/52.33 cnf(1927,plain, 52.09/52.33 (E(f7(a8,a9,f7(a8,a9,a10)),a11)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243])). 52.09/52.33 cnf(1928,plain, 52.09/52.33 (E(f7(x19281,x19282,x19283),x19284)+~E(x19283,f7(x19281,x19282,x19284))+E(x19281,x19282)), 52.09/52.33 inference(rename_variables,[],[243])). 52.09/52.33 cnf(1929,plain, 52.09/52.33 (E(f7(a9,a8,f1(f7(a9,a8,x19291),f7(a9,a8,x19291))),x19291)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928])). 52.09/52.33 cnf(1930,plain, 52.09/52.33 (E(f7(x19301,x19302,x19303),x19304)+~E(x19303,f7(x19301,x19302,x19304))+E(x19301,x19302)), 52.09/52.33 inference(rename_variables,[],[243])). 52.09/52.33 cnf(1932,plain, 52.09/52.33 (E(f7(x19321,x19322,x19323),x19324)+~E(x19323,f7(x19321,x19322,x19324))+E(x19321,x19322)), 52.09/52.33 inference(rename_variables,[],[243])). 52.09/52.33 cnf(1934,plain, 52.09/52.33 (E(x19341,f7(f1(x19342,x19343),f14(f6(x19341,x19341),f1(x19342,x19343),a15,a16),x19341))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489])). 52.09/52.33 cnf(1935,plain, 52.09/52.33 (~P3(x19351,x19352,f6(x19353,x19353))+E(x19353,f7(x19351,x19352,x19353))+E(x19351,x19352)), 52.09/52.33 inference(rename_variables,[],[489])). 52.09/52.33 cnf(1936,plain, 52.09/52.33 (E(x19361,f7(f14(f6(x19361,x19361),f1(x19362,x19363),a15,a16),f1(x19362,x19363),x19361))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935])). 52.09/52.33 cnf(1937,plain, 52.09/52.33 (~P3(x19371,x19372,f6(x19373,x19373))+E(x19373,f7(x19371,x19372,x19373))+E(x19371,x19372)), 52.09/52.33 inference(rename_variables,[],[489])). 52.09/52.33 cnf(1939,plain, 52.09/52.33 (~E(x19391,x19392)+E(x19393,x19392)+~E(x19393,x19391)), 52.09/52.33 inference(rename_variables,[],[3])). 52.09/52.33 cnf(1941,plain, 52.09/52.33 (~E(x19411,x19412)+E(x19413,x19412)+~E(x19413,x19411)), 52.09/52.33 inference(rename_variables,[],[3])). 52.09/52.33 cnf(1943,plain, 52.09/52.33 (~E(x19431,x19432)+E(x19433,x19432)+~E(x19433,x19431)), 52.09/52.33 inference(rename_variables,[],[3])). 52.09/52.33 cnf(1946,plain, 52.09/52.33 (~P2(x19461,x19462,x19463)+P2(x19464,x19462,x19463)+~E(x19461,x19464)), 52.09/52.33 inference(rename_variables,[],[104])). 52.09/52.33 cnf(1947,plain, 52.09/52.33 (P2(f7(a8,a9,a11),x19471,f1(x19471,f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946])). 52.09/52.33 cnf(1948,plain, 52.09/52.33 (~P2(x19481,x19482,x19483)+P2(x19484,x19482,x19483)+~E(x19481,x19484)), 52.09/52.33 inference(rename_variables,[],[104])). 52.09/52.33 cnf(1949,plain, 52.09/52.33 (P2(f7(a8,a9,a11),f6(f7(a8,a9,a10),f7(a8,a9,a10)),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948])). 52.09/52.33 cnf(1950,plain, 52.09/52.33 (~P2(x19501,x19502,x19503)+P2(x19504,x19502,x19503)+~E(x19501,x19504)), 52.09/52.33 inference(rename_variables,[],[104])). 52.09/52.33 cnf(1952,plain, 52.09/52.33 (~E(a15,a16)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105])). 52.09/52.33 cnf(1953,plain, 52.09/52.33 (~P2(x19531,x19532,x19533)+P2(x19531,x19534,x19533)+~E(x19532,x19534)), 52.09/52.33 inference(rename_variables,[],[105])). 52.09/52.33 cnf(1954,plain, 52.09/52.33 (P2(f7(a8,a9,a10),f7(a8,a9,a11),f1(f7(a8,a9,a10),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953])). 52.09/52.33 cnf(1955,plain, 52.09/52.33 (~P2(x19551,x19552,x19553)+P2(x19551,x19554,x19553)+~E(x19552,x19554)), 52.09/52.33 inference(rename_variables,[],[105])). 52.09/52.33 cnf(1956,plain, 52.09/52.33 (P2(f6(x19561,x19561),f7(a9,a8,x19562),f14(f6(x19561,x19561),f1(f7(a9,a8,x19562),f7(a9,a8,x19562)),a15,a16))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955])). 52.09/52.33 cnf(1957,plain, 52.09/52.33 (~P2(x19571,x19572,x19573)+P2(x19571,x19574,x19573)+~E(x19572,x19574)), 52.09/52.33 inference(rename_variables,[],[105])). 52.09/52.33 cnf(1958,plain, 52.09/52.33 (P2(f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a10),f1(f7(a8,a9,a11),f1(f7(a8,a9,a10),f7(a8,a9,a10))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957])). 52.09/52.33 cnf(1959,plain, 52.09/52.33 (~E(f6(x19591,x19591),f14(f6(x19591,x19591),f1(f7(a9,a8,x19592),f7(a9,a8,x19592)),a15,a16))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106])). 52.09/52.33 cnf(1960,plain, 52.09/52.33 (~P2(x19601,x19602,x19603)+P2(x19601,x19602,x19604)+~E(x19603,x19604)), 52.09/52.33 inference(rename_variables,[],[106])). 52.09/52.33 cnf(1961,plain, 52.09/52.33 (P2(f7(a8,a9,a10),f6(f7(a8,a9,a10),f7(a8,a9,a10)),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960])). 52.09/52.33 cnf(1962,plain, 52.09/52.33 (~P2(x19621,x19622,x19623)+P2(x19621,x19622,x19624)+~E(x19623,x19624)), 52.09/52.33 inference(rename_variables,[],[106])). 52.09/52.33 cnf(1963,plain, 52.09/52.33 (P2(f1(f7(a8,a9,a11),f7(a8,a9,a10)),f1(f7(a8,a9,a11),f6(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962])). 52.09/52.33 cnf(1964,plain, 52.09/52.33 (~P2(x19641,x19642,x19643)+P2(x19641,x19642,x19644)+~E(x19643,x19644)), 52.09/52.33 inference(rename_variables,[],[106])). 52.09/52.33 cnf(1965,plain, 52.09/52.33 (P2(f7(a8,a9,a11),f7(a8,a9,a10),f7(a9,a8,f7(a9,a8,f7(a8,a9,a11))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964])). 52.09/52.33 cnf(1966,plain, 52.09/52.33 (~P55(f7(a9,a8,f7(a9,a8,a9)),a8,f19(a9,a8),x19661,x19662,x19663,x19664,x19665)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107])). 52.09/52.33 cnf(1967,plain, 52.09/52.33 (~P55(x19671,x19672,x19673,x19674,x19675,x19676,x19677,x19678)+P55(x19679,x19672,x19673,x19674,x19675,x19676,x19677,x19678)+~E(x19671,x19679)), 52.09/52.33 inference(rename_variables,[],[107])). 52.09/52.33 cnf(1969,plain, 52.09/52.33 (~P55(x19691,x19692,x19693,x19694,x19695,x19696,x19697,x19698)+P55(x19699,x19692,x19693,x19694,x19695,x19696,x19697,x19698)+~E(x19691,x19699)), 52.09/52.33 inference(rename_variables,[],[107])). 52.09/52.33 cnf(1971,plain, 52.09/52.33 (~P55(x19711,x19712,x19713,x19714,x19715,x19716,x19717,x19718)+P55(x19719,x19712,x19713,x19714,x19715,x19716,x19717,x19718)+~E(x19711,x19719)), 52.09/52.33 inference(rename_variables,[],[107])). 52.09/52.33 cnf(1974,plain, 52.09/52.33 (~P55(x19741,x19742,x19743,x19744,x19745,x19746,x19747,x19748)+P55(x19741,x19749,x19743,x19744,x19745,x19746,x19747,x19748)+~E(x19742,x19749)), 52.09/52.33 inference(rename_variables,[],[108])). 52.09/52.33 cnf(1976,plain, 52.09/52.33 (~P55(x19761,x19762,x19763,x19764,x19765,x19766,x19767,x19768)+P55(x19761,x19769,x19763,x19764,x19765,x19766,x19767,x19768)+~E(x19762,x19769)), 52.09/52.33 inference(rename_variables,[],[108])). 52.09/52.33 cnf(1978,plain, 52.09/52.33 (~P55(x19781,x19782,x19783,x19784,x19785,x19786,x19787,x19788)+P55(x19781,x19789,x19783,x19784,x19785,x19786,x19787,x19788)+~E(x19782,x19789)), 52.09/52.33 inference(rename_variables,[],[108])). 52.09/52.33 cnf(1981,plain, 52.09/52.33 (~P55(x19811,x19812,x19813,x19814,x19815,x19816,x19817,x19818)+P55(x19811,x19812,x19819,x19814,x19815,x19816,x19817,x19818)+~E(x19813,x19819)), 52.09/52.33 inference(rename_variables,[],[109])). 52.09/52.33 cnf(1983,plain, 52.09/52.33 (~P55(x19831,x19832,x19833,x19834,x19835,x19836,x19837,x19838)+P55(x19831,x19832,x19839,x19834,x19835,x19836,x19837,x19838)+~E(x19833,x19839)), 52.09/52.33 inference(rename_variables,[],[109])). 52.09/52.33 cnf(1985,plain, 52.09/52.33 (~P55(x19851,x19852,x19853,x19854,x19855,x19856,x19857,x19858)+P55(x19851,x19852,x19859,x19854,x19855,x19856,x19857,x19858)+~E(x19853,x19859)), 52.09/52.33 inference(rename_variables,[],[109])). 52.09/52.33 cnf(1988,plain, 52.09/52.33 (~P55(x19881,x19882,x19883,x19884,x19885,x19886,x19887,x19888)+P55(x19881,x19882,x19883,x19889,x19885,x19886,x19887,x19888)+~E(x19884,x19889)), 52.09/52.33 inference(rename_variables,[],[110])). 52.09/52.33 cnf(1989,plain, 52.09/52.33 (~P55(a8,x19891,x19892,f7(a9,a8,f7(a9,a8,a9)),a8,x19893,x19894,a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988])). 52.09/52.33 cnf(1990,plain, 52.09/52.33 (~P55(x19901,x19902,x19903,x19904,x19905,x19906,x19907,x19908)+P55(x19901,x19902,x19903,x19909,x19905,x19906,x19907,x19908)+~E(x19904,x19909)), 52.09/52.33 inference(rename_variables,[],[110])). 52.09/52.33 cnf(1992,plain, 52.09/52.33 (~P55(x19921,x19922,x19923,x19924,x19925,x19926,x19927,x19928)+P55(x19921,x19922,x19923,x19929,x19925,x19926,x19927,x19928)+~E(x19924,x19929)), 52.09/52.33 inference(rename_variables,[],[110])). 52.09/52.33 cnf(1994,plain, 52.09/52.33 (~P55(a9,x19941,x19942,a8,f7(a9,a8,f7(a9,a8,a9)),x19943,x19944,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111])). 52.09/52.33 cnf(1995,plain, 52.09/52.33 (~P55(x19951,x19952,x19953,x19954,x19955,x19956,x19957,x19958)+P55(x19951,x19952,x19953,x19954,x19959,x19956,x19957,x19958)+~E(x19955,x19959)), 52.09/52.33 inference(rename_variables,[],[111])). 52.09/52.33 cnf(1998,plain, 52.09/52.33 (~P55(x19981,a9,x19982,a8,x19983,f7(a9,a8,f7(a9,a8,a9)),x19984,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112])). 52.09/52.33 cnf(1999,plain, 52.09/52.33 (~P55(x19991,x19992,x19993,x19994,x19995,x19996,x19997,x19998)+P55(x19991,x19992,x19993,x19994,x19995,x19999,x19997,x19998)+~E(x19996,x19999)), 52.09/52.33 inference(rename_variables,[],[112])). 52.09/52.33 cnf(2001,plain, 52.09/52.33 (~P55(x20011,x20012,x20013,x20014,x20015,x20016,x20017,x20018)+P55(x20011,x20012,x20013,x20014,x20015,x20019,x20017,x20018)+~E(x20016,x20019)), 52.09/52.33 inference(rename_variables,[],[112])). 52.09/52.33 cnf(2002,plain, 52.09/52.33 (~P55(x20021,f7(a9,a8,f7(a9,a8,a9)),x20022,a8,x20023,f7(a9,a8,f7(a9,a8,a9)),x20024,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001])). 52.09/52.33 cnf(2003,plain, 52.09/52.33 (~P55(x20031,x20032,x20033,x20034,x20035,x20036,x20037,x20038)+P55(x20031,x20032,x20033,x20034,x20035,x20039,x20037,x20038)+~E(x20036,x20039)), 52.09/52.33 inference(rename_variables,[],[112])). 52.09/52.33 cnf(2004,plain, 52.09/52.33 (~P55(x20041,f7(a10,a11,f7(a10,a11,a9)),x20042,a8,x20043,f7(a9,a8,f7(a9,a8,a9)),x20044,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003])). 52.09/52.33 cnf(2006,plain, 52.09/52.33 (~P55(x20061,x20062,x20063,x20064,x20065,x20066,x20067,x20068)+P55(x20061,x20062,x20063,x20064,x20065,x20066,x20069,x20068)+~E(x20067,x20069)), 52.09/52.33 inference(rename_variables,[],[113])). 52.09/52.33 cnf(2007,plain, 52.09/52.33 (~P55(x20071,a9,a8,x20072,x20073,f7(a9,a8,f7(a9,a8,a9)),f7(a9,a8,f7(a9,a8,a9)),x20074)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006])). 52.09/52.33 cnf(2008,plain, 52.09/52.33 (~P55(x20081,x20082,x20083,x20084,x20085,x20086,x20087,x20088)+P55(x20081,x20082,x20083,x20084,x20085,x20086,x20089,x20088)+~E(x20087,x20089)), 52.09/52.33 inference(rename_variables,[],[113])). 52.09/52.33 cnf(2012,plain, 52.09/52.33 (~P55(x20121,x20122,x20123,x20124,x20125,x20126,x20127,x20128)+P55(x20121,x20122,x20123,x20124,x20125,x20126,x20127,x20129)+~E(x20128,x20129)), 52.09/52.33 inference(rename_variables,[],[114])). 52.09/52.33 cnf(2013,plain, 52.09/52.33 (~P55(a9,x20131,x20132,a8,a9,x20133,x20134,f7(a9,a8,f7(a9,a8,a9)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012])). 52.09/52.33 cnf(2014,plain, 52.09/52.33 (~P55(x20141,x20142,x20143,x20144,x20145,x20146,x20147,x20148)+P55(x20141,x20142,x20143,x20144,x20145,x20146,x20147,x20149)+~E(x20148,x20149)), 52.09/52.33 inference(rename_variables,[],[114])). 52.09/52.33 cnf(2016,plain, 52.09/52.33 (~P55(x20161,x20162,x20163,x20164,x20165,x20166,x20167,x20168)+P55(x20161,x20162,x20163,x20164,x20165,x20166,x20167,x20169)+~E(x20168,x20169)), 52.09/52.33 inference(rename_variables,[],[114])). 52.09/52.33 cnf(2018,plain, 52.09/52.33 (~E(f19(a9,a8),a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115])). 52.09/52.33 cnf(2019,plain, 52.09/52.33 (~P3(x20191,x20192,x20193)+P3(x20194,x20192,x20193)+~E(x20191,x20194)), 52.09/52.33 inference(rename_variables,[],[115])). 52.09/52.33 cnf(2020,plain, 52.09/52.33 (P3(f7(a8,a9,a11),f7(a8,a9,a10),x20201)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019])). 52.09/52.33 cnf(2021,plain, 52.09/52.33 (~P3(x20211,x20212,x20213)+P3(x20214,x20212,x20213)+~E(x20211,x20214)), 52.09/52.33 inference(rename_variables,[],[115])). 52.09/52.33 cnf(2022,plain, 52.09/52.33 (P3(f7(a9,a8,f7(a9,a8,f7(a8,a9,a11))),f7(a8,a9,a10),x20221)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021])). 52.09/52.33 cnf(2023,plain, 52.09/52.33 (~P3(x20231,x20232,x20233)+P3(x20234,x20232,x20233)+~E(x20231,x20234)), 52.09/52.33 inference(rename_variables,[],[115])). 52.09/52.33 cnf(2024,plain, 52.09/52.33 (P3(f7(a17,a16,f7(a17,a16,f19(a9,a8))),a8,f19(a9,a8))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023])). 52.09/52.33 cnf(2026,plain, 52.09/52.33 (~P3(x20261,x20262,x20263)+P3(x20261,x20264,x20263)+~E(x20262,x20264)), 52.09/52.33 inference(rename_variables,[],[116])). 52.09/52.33 cnf(2027,plain, 52.09/52.33 (P3(f7(a8,a9,a10),f7(a9,a8,f7(a9,a8,f7(a8,a9,a11))),x20271)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026])). 52.09/52.33 cnf(2028,plain, 52.09/52.33 (~P3(x20281,x20282,x20283)+P3(x20281,x20284,x20283)+~E(x20282,x20284)), 52.09/52.33 inference(rename_variables,[],[116])). 52.09/52.33 cnf(2029,plain, 52.09/52.33 (P3(a8,f7(a17,a16,f7(a17,a16,f19(a9,a8))),f23(a8,f19(a9,a8),a9))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028])). 52.09/52.33 cnf(2030,plain, 52.09/52.33 (~P3(x20301,x20302,x20303)+P3(x20301,x20304,x20303)+~E(x20302,x20304)), 52.09/52.33 inference(rename_variables,[],[116])). 52.09/52.33 cnf(2031,plain, 52.09/52.33 (~P3(f19(a9,a8),f7(a9,a8,f7(a9,a8,a9)),a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030])). 52.09/52.33 cnf(2032,plain, 52.09/52.33 (P3(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10)),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117])). 52.09/52.33 cnf(2033,plain, 52.09/52.33 (~P3(x20331,x20332,x20333)+P3(x20331,x20332,x20334)+~E(x20333,x20334)), 52.09/52.33 inference(rename_variables,[],[117])). 52.09/52.33 cnf(2034,plain, 52.09/52.33 (P3(f19(a9,a8),a8,f7(a17,a16,f7(a17,a16,f19(a9,a8))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033])). 52.09/52.33 cnf(2035,plain, 52.09/52.33 (~P3(x20351,x20352,x20353)+P3(x20351,x20352,x20354)+~E(x20353,x20354)), 52.09/52.33 inference(rename_variables,[],[117])). 52.09/52.33 cnf(2036,plain, 52.09/52.33 (P3(f19(a9,a8),a8,f14(x20361,f19(a9,a8),f19(a9,a8),f19(a9,a8)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035])). 52.09/52.33 cnf(2037,plain, 52.09/52.33 (~P3(x20371,x20372,x20373)+P3(x20371,x20372,x20374)+~E(x20373,x20374)), 52.09/52.33 inference(rename_variables,[],[117])). 52.09/52.33 cnf(2039,plain, 52.09/52.33 (~E(f25(a9,a8,x20391),a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118])). 52.09/52.33 cnf(2040,plain, 52.09/52.33 (~P41(x20401,x20402,x20403,x20404,x20405)+P41(x20406,x20402,x20403,x20404,x20405)+~E(x20401,x20406)), 52.09/52.33 inference(rename_variables,[],[118])). 52.09/52.33 cnf(2041,plain, 52.09/52.33 (P41(f25(a9,a8,f7(a8,a9,a11)),a9,f39(a9,a8,f25(a9,a8,f7(a8,a9,a10)),a9),a9,a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040])). 52.09/52.33 cnf(2042,plain, 52.09/52.33 (~P41(x20421,x20422,x20423,x20424,x20425)+P41(x20426,x20422,x20423,x20424,x20425)+~E(x20421,x20426)), 52.09/52.33 inference(rename_variables,[],[118])). 52.09/52.33 cnf(2043,plain, 52.09/52.33 (P41(f7(a8,a9,f1(f7(a8,a9,a11),f7(a8,a9,a10))),a11,f39(a10,a11,f25(a10,a11,x20431),a10),f25(a10,a11,x20431),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042])). 52.09/52.33 cnf(2044,plain, 52.09/52.33 (~P41(x20441,x20442,x20443,x20444,x20445)+P41(x20446,x20442,x20443,x20444,x20445)+~E(x20441,x20446)), 52.09/52.33 inference(rename_variables,[],[118])). 52.09/52.33 cnf(2045,plain, 52.09/52.33 (P41(f7(a8,a9,f7(a8,a9,a10)),a11,f39(a10,a11,f25(a10,a11,x20451),a10),f25(a10,a11,x20451),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044])). 52.09/52.33 cnf(2047,plain, 52.09/52.33 (~P41(x20471,x20472,x20473,x20474,x20475)+P41(x20471,x20476,x20473,x20474,x20475)+~E(x20472,x20476)), 52.09/52.33 inference(rename_variables,[],[119])). 52.09/52.33 cnf(2048,plain, 52.09/52.33 (P41(a10,f7(a8,a9,f7(a8,a9,a10)),f39(a10,a11,f25(a10,a11,x20481),a10),f25(a10,a11,x20481),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047])). 52.09/52.33 cnf(2049,plain, 52.09/52.33 (~P41(x20491,x20492,x20493,x20494,x20495)+P41(x20491,x20496,x20493,x20494,x20495)+~E(x20492,x20496)), 52.09/52.33 inference(rename_variables,[],[119])). 52.09/52.33 cnf(2050,plain, 52.09/52.33 (P41(a10,f7(a8,a9,f7(a8,a9,a11)),f39(a10,a11,f25(a10,a11,x20501),a10),f25(a10,a11,x20501),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049])). 52.09/52.33 cnf(2051,plain, 52.09/52.33 (~P41(x20511,x20512,x20513,x20514,x20515)+P41(x20511,x20516,x20513,x20514,x20515)+~E(x20512,x20516)), 52.09/52.33 inference(rename_variables,[],[119])). 52.09/52.33 cnf(2052,plain, 52.09/52.33 (P41(f25(a10,a11,x20521),f7(a8,a9,f1(f7(a8,a9,a11),f7(a8,a9,a10))),f39(a10,a11,f25(a10,a11,x20521),a10),a10,a11)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051])). 52.09/52.33 cnf(2053,plain, 52.09/52.33 (~E(f39(a9,a8,f25(a9,a8,f7(a8,a9,a10)),a9),f19(a9,a8))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120])). 52.09/52.33 cnf(2056,plain, 52.09/52.33 (~P41(x20561,x20562,x20563,x20564,x20565)+P41(x20561,x20562,x20563,x20566,x20565)+~E(x20564,x20566)), 52.09/52.33 inference(rename_variables,[],[121])). 52.09/52.33 cnf(2058,plain, 52.09/52.33 (~P41(x20581,x20582,x20583,x20584,x20585)+P41(x20581,x20582,x20583,x20586,x20585)+~E(x20584,x20586)), 52.09/52.33 inference(rename_variables,[],[121])). 52.09/52.33 cnf(2059,plain, 52.09/52.33 (~P41(x20591,x20592,x20593,f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058])). 52.09/52.33 cnf(2060,plain, 52.09/52.33 (~P41(x20601,x20602,x20603,x20604,x20605)+P41(x20601,x20602,x20603,x20606,x20605)+~E(x20604,x20606)), 52.09/52.33 inference(rename_variables,[],[121])). 52.09/52.33 cnf(2061,plain, 52.09/52.33 (~P41(x20611,x20612,x20613,f1(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060])). 52.09/52.33 cnf(2062,plain, 52.09/52.33 (~P41(x20621,x20622,f39(x20621,x20622,a9,a9),a9,f7(a9,a8,f7(a9,a8,a9)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122])). 52.09/52.33 cnf(2063,plain, 52.09/52.33 (~P41(x20631,x20632,x20633,x20634,x20635)+P41(x20631,x20632,x20633,x20634,x20636)+~E(x20635,x20636)), 52.09/52.33 inference(rename_variables,[],[122])). 52.09/52.33 cnf(2064,plain, 52.09/52.33 (~P41(x20641,x20642,x20643,f1(x20644,f1(x20644,f7(a8,a9,a10))),f1(f7(a8,a9,a11),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063])). 52.09/52.33 cnf(2065,plain, 52.09/52.33 (~P41(x20651,x20652,x20653,x20654,x20655)+P41(x20651,x20652,x20653,x20654,x20656)+~E(x20655,x20656)), 52.09/52.33 inference(rename_variables,[],[122])). 52.09/52.33 cnf(2066,plain, 52.09/52.33 (~P41(x20661,x20662,f39(x20661,x20662,a9,a9),a9,f7(a10,a11,f7(a10,a11,a9)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065])). 52.09/52.33 cnf(2067,plain, 52.09/52.33 (~P41(x20671,x20672,x20673,x20674,x20675)+P41(x20671,x20672,x20673,x20674,x20676)+~E(x20675,x20676)), 52.09/52.33 inference(rename_variables,[],[122])). 52.09/52.33 cnf(2068,plain, 52.09/52.33 (~P41(x20681,x20682,f39(x20681,x20682,a9,a9),a9,f7(a17,a16,f7(a17,a16,a9)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067])). 52.09/52.33 cnf(2069,plain, 52.09/52.33 (P4(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a11),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124])). 52.09/52.33 cnf(2070,plain, 52.09/52.33 (~P4(x20701,x20702,x20703)+P4(x20701,x20704,x20703)+~E(x20702,x20704)), 52.09/52.33 inference(rename_variables,[],[124])). 52.09/52.33 cnf(2071,plain, 52.09/52.33 (~P4(a8,f7(a9,a8,f7(a9,a8,a9)),a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070])). 52.09/52.33 cnf(2072,plain, 52.09/52.33 (~P4(x20721,x20722,x20723)+P4(x20721,x20724,x20723)+~E(x20722,x20724)), 52.09/52.33 inference(rename_variables,[],[124])). 52.09/52.33 cnf(2074,plain, 52.09/52.33 (~P4(x20741,x20742,x20743)+P4(x20741,x20744,x20743)+~E(x20742,x20744)), 52.09/52.33 inference(rename_variables,[],[124])). 52.09/52.33 cnf(2075,plain, 52.09/52.33 (~P4(a8,f7(a10,a11,f7(a10,a11,a9)),a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074])). 52.09/52.33 cnf(2076,plain, 52.09/52.33 (P4(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125])). 52.09/52.33 cnf(2077,plain, 52.09/52.33 (~P4(x20771,x20772,x20773)+P4(x20771,x20772,x20774)+~E(x20773,x20774)), 52.09/52.33 inference(rename_variables,[],[125])). 52.09/52.33 cnf(2079,plain, 52.09/52.33 (~P4(x20791,x20792,x20793)+P4(x20791,x20792,x20794)+~E(x20793,x20794)), 52.09/52.33 inference(rename_variables,[],[125])). 52.09/52.33 cnf(2081,plain, 52.09/52.33 (~P4(x20811,x20812,x20813)+P4(x20811,x20812,x20814)+~E(x20813,x20814)), 52.09/52.33 inference(rename_variables,[],[125])). 52.09/52.33 cnf(2083,plain, 52.09/52.33 (P5(f7(a8,a9,a11),f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126])). 52.09/52.33 cnf(2084,plain, 52.09/52.33 (~P5(x20841,x20842,x20843)+P5(x20844,x20842,x20843)+~E(x20841,x20844)), 52.09/52.33 inference(rename_variables,[],[126])). 52.09/52.33 cnf(2085,plain, 52.09/52.33 (P5(f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084])). 52.09/52.33 cnf(2086,plain, 52.09/52.33 (~P5(x20861,x20862,x20863)+P5(x20864,x20862,x20863)+~E(x20861,x20864)), 52.09/52.33 inference(rename_variables,[],[126])). 52.09/52.33 cnf(2088,plain, 52.09/52.33 (~P5(x20881,x20882,x20883)+P5(x20884,x20882,x20883)+~E(x20881,x20884)), 52.09/52.33 inference(rename_variables,[],[126])). 52.09/52.33 cnf(2090,plain, 52.09/52.33 (P5(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127])). 52.09/52.33 cnf(2091,plain, 52.09/52.33 (~P5(x20911,x20912,x20913)+P5(x20911,x20914,x20913)+~E(x20912,x20914)), 52.09/52.33 inference(rename_variables,[],[127])). 52.09/52.33 cnf(2093,plain, 52.09/52.33 (~P5(x20931,x20932,x20933)+P5(x20931,x20934,x20933)+~E(x20932,x20934)), 52.09/52.33 inference(rename_variables,[],[127])). 52.09/52.33 cnf(2094,plain, 52.09/52.33 (P5(f7(a8,a9,a10),f1(f7(a8,a9,a11),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093])). 52.09/52.33 cnf(2095,plain, 52.09/52.33 (~P5(x20951,x20952,x20953)+P5(x20951,x20954,x20953)+~E(x20952,x20954)), 52.09/52.33 inference(rename_variables,[],[127])). 52.09/52.33 cnf(2096,plain, 52.09/52.33 (P5(f7(a8,a9,a10),f6(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095])). 52.09/52.33 cnf(2097,plain, 52.09/52.33 (P5(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128])). 52.09/52.33 cnf(2098,plain, 52.09/52.33 (~P5(x20981,x20982,x20983)+P5(x20981,x20982,x20984)+~E(x20983,x20984)), 52.09/52.33 inference(rename_variables,[],[128])). 52.09/52.33 cnf(2099,plain, 52.09/52.33 (P5(f7(a8,a9,a11),f7(a8,a9,a10),f7(a9,a8,f7(a9,a8,f7(a8,a9,a11))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098])). 52.09/52.33 cnf(2100,plain, 52.09/52.33 (~P5(x21001,x21002,x21003)+P5(x21001,x21002,x21004)+~E(x21003,x21004)), 52.09/52.33 inference(rename_variables,[],[128])). 52.09/52.33 cnf(2101,plain, 52.09/52.33 (P5(f19(a9,a8),f30(f19(a9,a8),f19(a9,a8),f19(a9,a8)),f7(a17,a16,f7(a17,a16,f19(a9,a8))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100])). 52.09/52.33 cnf(2102,plain, 52.09/52.33 (~P5(x21021,x21022,x21023)+P5(x21021,x21022,x21024)+~E(x21023,x21024)), 52.09/52.33 inference(rename_variables,[],[128])). 52.09/52.33 cnf(2103,plain, 52.09/52.33 (P5(f7(a8,a9,a10),f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a11)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102])). 52.09/52.33 cnf(2104,plain, 52.09/52.33 (P13(f7(a8,a9,a11),x21041,f7(a8,a9,a10),x21041)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129])). 52.09/52.33 cnf(2105,plain, 52.09/52.33 (~P13(x21051,x21052,x21053,x21054)+P13(x21055,x21052,x21053,x21054)+~E(x21051,x21055)), 52.09/52.33 inference(rename_variables,[],[129])). 52.09/52.33 cnf(2107,plain, 52.09/52.33 (~P13(x21071,x21072,x21073,x21074)+P13(x21075,x21072,x21073,x21074)+~E(x21071,x21075)), 52.09/52.33 inference(rename_variables,[],[129])). 52.09/52.33 cnf(2109,plain, 52.09/52.33 (~P13(x21091,x21092,x21093,x21094)+P13(x21095,x21092,x21093,x21094)+~E(x21091,x21095)), 52.09/52.33 inference(rename_variables,[],[129])). 52.09/52.33 cnf(2112,plain, 52.09/52.33 (~P13(x21121,x21122,x21123,x21124)+P13(x21121,x21125,x21123,x21124)+~E(x21122,x21125)), 52.09/52.33 inference(rename_variables,[],[130])). 52.09/52.33 cnf(2113,plain, 52.09/52.33 (P13(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10),x21131,x21132)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112])). 52.09/52.33 cnf(2114,plain, 52.09/52.33 (~P13(x21141,x21142,x21143,x21144)+P13(x21141,x21145,x21143,x21144)+~E(x21142,x21145)), 52.09/52.33 inference(rename_variables,[],[130])). 52.09/52.33 cnf(2116,plain, 52.09/52.33 (~P13(x21161,x21162,x21163,x21164)+P13(x21161,x21165,x21163,x21164)+~E(x21162,x21165)), 52.09/52.33 inference(rename_variables,[],[130])). 52.09/52.33 cnf(2117,plain, 52.09/52.33 (P13(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a10),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116])). 52.09/52.33 cnf(2119,plain, 52.09/52.33 (~P13(x21191,x21192,x21193,x21194)+P13(x21191,x21192,x21195,x21194)+~E(x21193,x21195)), 52.09/52.33 inference(rename_variables,[],[131])). 52.09/52.33 cnf(2120,plain, 52.09/52.33 (P13(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a11),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119])). 52.09/52.33 cnf(2121,plain, 52.09/52.33 (~P13(x21211,x21212,x21213,x21214)+P13(x21211,x21212,x21215,x21214)+~E(x21213,x21215)), 52.09/52.33 inference(rename_variables,[],[131])). 52.09/52.33 cnf(2123,plain, 52.09/52.33 (~P13(x21231,x21232,x21233,x21234)+P13(x21231,x21232,x21235,x21234)+~E(x21233,x21235)), 52.09/52.33 inference(rename_variables,[],[131])). 52.09/52.33 cnf(2124,plain, 52.09/52.33 (P13(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a11),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123])). 52.09/52.33 cnf(2125,plain, 52.09/52.33 (P13(f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132])). 52.09/52.33 cnf(2126,plain, 52.09/52.33 (~P13(x21261,x21262,x21263,x21264)+P13(x21261,x21262,x21263,x21265)+~E(x21264,x21265)), 52.09/52.33 inference(rename_variables,[],[132])). 52.09/52.33 cnf(2128,plain, 52.09/52.33 (~P13(x21281,x21282,x21283,x21284)+P13(x21281,x21282,x21283,x21285)+~E(x21284,x21285)), 52.09/52.33 inference(rename_variables,[],[132])). 52.09/52.33 cnf(2130,plain, 52.09/52.33 (~P13(x21301,x21302,x21303,x21304)+P13(x21301,x21302,x21303,x21305)+~E(x21304,x21305)), 52.09/52.33 inference(rename_variables,[],[132])). 52.09/52.33 cnf(2132,plain, 52.09/52.33 (P12(f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133])). 52.09/52.33 cnf(2133,plain, 52.09/52.33 (~P12(x21331,x21332,x21333,x21334)+P12(x21335,x21332,x21333,x21334)+~E(x21331,x21335)), 52.09/52.33 inference(rename_variables,[],[133])). 52.09/52.33 cnf(2134,plain, 52.09/52.33 (P12(f7(a8,a9,a11),x21341,f7(a8,a9,a10),x21341)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133])). 52.09/52.33 cnf(2135,plain, 52.09/52.33 (~P12(x21351,x21352,x21353,x21354)+P12(x21355,x21352,x21353,x21354)+~E(x21351,x21355)), 52.09/52.33 inference(rename_variables,[],[133])). 52.09/52.33 cnf(2136,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),x21361,x21361)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135])). 52.09/52.33 cnf(2137,plain, 52.09/52.33 (~P12(x21371,x21372,x21373,x21374)+P12(x21375,x21372,x21373,x21374)+~E(x21371,x21375)), 52.09/52.33 inference(rename_variables,[],[133])). 52.09/52.33 cnf(2138,plain, 52.09/52.33 (P12(f7(a8,a9,a10),x21381,f1(x21382,f1(f7(a8,a9,a11),f7(a8,a9,a10))),f1(x21382,x21381))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137])). 52.09/52.33 cnf(2139,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134])). 52.09/52.33 cnf(2140,plain, 52.09/52.33 (~P12(x21401,x21402,x21403,x21404)+P12(x21401,x21405,x21403,x21404)+~E(x21402,x21405)), 52.09/52.33 inference(rename_variables,[],[134])). 52.09/52.33 cnf(2141,plain, 52.09/52.33 (P12(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10),x21411,x21411)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140])). 52.09/52.33 cnf(2142,plain, 52.09/52.33 (~P12(x21421,x21422,x21423,x21424)+P12(x21421,x21425,x21423,x21424)+~E(x21422,x21425)), 52.09/52.33 inference(rename_variables,[],[134])). 52.09/52.33 cnf(2143,plain, 52.09/52.33 (P12(f19(a9,a8),f7(a17,a16,f7(a17,a16,f19(a9,a8))),f19(a9,a8),f19(a9,a8))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142])). 52.09/52.33 cnf(2144,plain, 52.09/52.33 (~P12(x21441,x21442,x21443,x21444)+P12(x21441,x21445,x21443,x21444)+~E(x21442,x21445)), 52.09/52.33 inference(rename_variables,[],[134])). 52.09/52.33 cnf(2145,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a10),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144])). 52.09/52.33 cnf(2146,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135])). 52.09/52.33 cnf(2147,plain, 52.09/52.33 (~P12(x21471,x21472,x21473,x21474)+P12(x21471,x21472,x21475,x21474)+~E(x21473,x21475)), 52.09/52.33 inference(rename_variables,[],[135])). 52.09/52.33 cnf(2148,plain, 52.09/52.33 (P12(f19(a9,a8),f19(a9,a8),f7(a17,a16,f7(a17,a16,f19(a9,a8))),f19(a9,a8))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147])). 52.09/52.33 cnf(2149,plain, 52.09/52.33 (~P12(x21491,x21492,x21493,x21494)+P12(x21491,x21492,x21495,x21494)+~E(x21493,x21495)), 52.09/52.33 inference(rename_variables,[],[135])). 52.09/52.33 cnf(2150,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a10),f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149])). 52.09/52.33 cnf(2151,plain, 52.09/52.33 (~P12(x21511,x21512,x21513,x21514)+P12(x21511,x21512,x21515,x21514)+~E(x21513,x21515)), 52.09/52.33 inference(rename_variables,[],[135])). 52.09/52.33 cnf(2153,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136])). 52.09/52.33 cnf(2154,plain, 52.09/52.33 (~P12(x21541,x21542,x21543,x21544)+P12(x21541,x21542,x21543,x21545)+~E(x21544,x21545)), 52.09/52.33 inference(rename_variables,[],[136])). 52.09/52.33 cnf(2155,plain, 52.09/52.33 (P12(f19(a9,a8),f19(a9,a8),f19(a9,a8),f7(a17,a16,f7(a17,a16,f19(a9,a8))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154])). 52.09/52.33 cnf(2156,plain, 52.09/52.33 (~P12(x21561,x21562,x21563,x21564)+P12(x21561,x21562,x21563,x21565)+~E(x21564,x21565)), 52.09/52.33 inference(rename_variables,[],[136])). 52.09/52.33 cnf(2157,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a10),f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156])). 52.09/52.33 cnf(2158,plain, 52.09/52.33 (~P12(x21581,x21582,x21583,x21584)+P12(x21581,x21582,x21583,x21585)+~E(x21584,x21585)), 52.09/52.33 inference(rename_variables,[],[136])). 52.09/52.33 cnf(2159,plain, 52.09/52.33 (P12(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158])). 52.09/52.33 cnf(2161,plain, 52.09/52.33 (~P29(x21611,x21612,x21613,x21614)+P29(x21611,x21615,x21613,x21614)+~E(x21612,x21615)), 52.09/52.33 inference(rename_variables,[],[138])). 52.09/52.33 cnf(2162,plain, 52.09/52.33 (~P29(x21621,f1(f7(a8,a9,a11),f7(a8,a9,a10)),f7(a8,a9,a10),x21622)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161])). 52.09/52.33 cnf(2163,plain, 52.09/52.33 (~P29(x21631,x21632,x21633,x21634)+P29(x21631,x21635,x21633,x21634)+~E(x21632,x21635)), 52.09/52.33 inference(rename_variables,[],[138])). 52.09/52.33 cnf(2165,plain, 52.09/52.33 (~P29(x21651,x21652,x21653,x21654)+P29(x21651,x21655,x21653,x21654)+~E(x21652,x21655)), 52.09/52.33 inference(rename_variables,[],[138])). 52.09/52.33 cnf(2168,plain, 52.09/52.33 (~P29(x21681,x21682,x21683,x21684)+P29(x21681,x21682,x21685,x21684)+~E(x21683,x21685)), 52.09/52.33 inference(rename_variables,[],[139])). 52.09/52.33 cnf(2170,plain, 52.09/52.33 (~P29(x21701,x21702,x21703,x21704)+P29(x21701,x21702,x21705,x21704)+~E(x21703,x21705)), 52.09/52.33 inference(rename_variables,[],[139])). 52.09/52.33 cnf(2172,plain, 52.09/52.33 (~P29(x21721,x21722,x21723,x21724)+P29(x21721,x21722,x21725,x21724)+~E(x21723,x21725)), 52.09/52.33 inference(rename_variables,[],[139])). 52.09/52.33 cnf(2175,plain, 52.09/52.33 (~P29(x21751,x21752,x21753,x21754)+P29(x21751,x21752,x21753,x21755)+~E(x21754,x21755)), 52.09/52.33 inference(rename_variables,[],[140])). 52.09/52.33 cnf(2177,plain, 52.09/52.33 (~P29(x21771,x21772,x21773,x21774)+P29(x21771,x21772,x21773,x21775)+~E(x21774,x21775)), 52.09/52.33 inference(rename_variables,[],[140])). 52.09/52.33 cnf(2179,plain, 52.09/52.33 (~P29(x21791,x21792,x21793,x21794)+P29(x21791,x21792,x21793,x21795)+~E(x21794,x21795)), 52.09/52.33 inference(rename_variables,[],[140])). 52.09/52.33 cnf(2180,plain, 52.09/52.33 (~P29(x21801,f19(a9,a8),a8,f14(x21802,f19(a9,a8),f19(a9,a8),f19(a9,a8)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179])). 52.09/52.33 cnf(2182,plain, 52.09/52.33 (~P28(x21821,x21822,x21823,x21824)+P28(x21821,x21822,x21825,x21824)+~E(x21823,x21825)), 52.09/52.33 inference(rename_variables,[],[143])). 52.09/52.33 cnf(2184,plain, 52.09/52.33 (~P28(x21841,x21842,x21843,x21844)+P28(x21841,x21842,x21845,x21844)+~E(x21843,x21845)), 52.09/52.33 inference(rename_variables,[],[143])). 52.09/52.33 cnf(2186,plain, 52.09/52.33 (~P28(x21861,x21862,x21863,x21864)+P28(x21861,x21862,x21865,x21864)+~E(x21863,x21865)), 52.09/52.33 inference(rename_variables,[],[143])). 52.09/52.33 cnf(2187,plain, 52.09/52.33 (~P28(x21871,x21872,f7(a8,a9,a11),f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186])). 52.09/52.33 cnf(2189,plain, 52.09/52.33 (~P28(x21891,x21892,x21893,x21894)+P28(x21891,x21892,x21893,x21895)+~E(x21894,x21895)), 52.09/52.33 inference(rename_variables,[],[144])). 52.09/52.33 cnf(2190,plain, 52.09/52.33 (~P28(x21901,x21902,f7(a8,a9,a11),f1(f7(a8,a9,a11),f7(a8,a9,a10)))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189])). 52.09/52.33 cnf(2191,plain, 52.09/52.33 (~P28(x21911,x21912,x21913,x21914)+P28(x21911,x21912,x21913,x21915)+~E(x21914,x21915)), 52.09/52.33 inference(rename_variables,[],[144])). 52.09/52.33 cnf(2192,plain, 52.09/52.33 (~P28(x21921,x21922,f7(a8,a9,a10),f1(f1(f7(a8,a9,a11),f7(a8,a9,a10)),f1(f7(a8,a9,a10),f7(a8,a9,a10))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191])). 52.09/52.33 cnf(2193,plain, 52.09/52.33 (~P28(x21931,x21932,x21933,x21934)+P28(x21931,x21932,x21933,x21935)+~E(x21934,x21935)), 52.09/52.33 inference(rename_variables,[],[144])). 52.09/52.33 cnf(2194,plain, 52.09/52.33 (~P28(x21941,x21942,f1(f7(a8,a9,a11),f7(a8,a9,a10)),f1(f7(a8,a9,a11),f1(f7(a8,a9,a11),f7(a8,a9,a10))))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193])). 52.09/52.33 cnf(2195,plain, 52.09/52.33 (~P49(f7(a9,a8,f7(a9,a8,a9)),x21951,a8,a9,x21952,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145])). 52.09/52.33 cnf(2196,plain, 52.09/52.33 (~P49(x21961,x21962,x21963,x21964,x21965,x21966)+P49(x21967,x21962,x21963,x21964,x21965,x21966)+~E(x21961,x21967)), 52.09/52.33 inference(rename_variables,[],[145])). 52.09/52.33 cnf(2197,plain, 52.09/52.33 (~P49(f7(a9,a8,f7(a9,a8,a9)),a8,x21971,a9,a9,x21972)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196])). 52.09/52.33 cnf(2198,plain, 52.09/52.33 (~P49(x21981,x21982,x21983,x21984,x21985,x21986)+P49(x21987,x21982,x21983,x21984,x21985,x21986)+~E(x21981,x21987)), 52.09/52.33 inference(rename_variables,[],[145])). 52.09/52.33 cnf(2200,plain, 52.09/52.33 (~P49(x22001,x22002,x22003,x22004,x22005,x22006)+P49(x22007,x22002,x22003,x22004,x22005,x22006)+~E(x22001,x22007)), 52.09/52.33 inference(rename_variables,[],[145])). 52.09/52.33 cnf(2202,plain, 52.09/52.33 (~P49(x22021,f7(a9,a8,f7(a9,a8,a9)),a8,x22022,a9,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146])). 52.09/52.33 cnf(2203,plain, 52.09/52.33 (~P49(x22031,x22032,x22033,x22034,x22035,x22036)+P49(x22031,x22037,x22033,x22034,x22035,x22036)+~E(x22032,x22037)), 52.09/52.33 inference(rename_variables,[],[146])). 52.09/52.33 cnf(2204,plain, 52.09/52.33 (~P49(x22041,f7(a10,a11,f7(a10,a11,a9)),a8,x22042,a9,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203])). 52.09/52.33 cnf(2205,plain, 52.09/52.33 (~P49(x22051,x22052,x22053,x22054,x22055,x22056)+P49(x22051,x22057,x22053,x22054,x22055,x22056)+~E(x22052,x22057)), 52.09/52.33 inference(rename_variables,[],[146])). 52.09/52.33 cnf(2206,plain, 52.09/52.33 (~P49(x22061,f7(a17,a16,f7(a17,a16,a9)),a8,x22062,a9,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205])). 52.09/52.33 cnf(2207,plain, 52.09/52.33 (~P49(x22071,x22072,x22073,x22074,x22075,x22076)+P49(x22071,x22077,x22073,x22074,x22075,x22076)+~E(x22072,x22077)), 52.09/52.33 inference(rename_variables,[],[146])). 52.09/52.33 cnf(2209,plain, 52.09/52.33 (~P49(x22091,a8,f7(a9,a8,f7(a9,a8,a9)),x22092,a8,a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147])). 52.09/52.33 cnf(2210,plain, 52.09/52.33 (~P49(x22101,x22102,x22103,x22104,x22105,x22106)+P49(x22101,x22102,x22107,x22104,x22105,x22106)+~E(x22103,x22107)), 52.09/52.33 inference(rename_variables,[],[147])). 52.09/52.33 cnf(2211,plain, 52.09/52.33 (~P49(x22111,a8,f7(a10,a11,f7(a10,a11,a9)),x22112,a8,a8)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210])). 52.09/52.33 cnf(2212,plain, 52.09/52.33 (~P49(x22121,x22122,x22123,x22124,x22125,x22126)+P49(x22121,x22122,x22127,x22124,x22125,x22126)+~E(x22123,x22127)), 52.09/52.33 inference(rename_variables,[],[147])). 52.09/52.33 cnf(2214,plain, 52.09/52.33 (~P49(x22141,x22142,x22143,x22144,x22145,x22146)+P49(x22141,x22142,x22147,x22144,x22145,x22146)+~E(x22143,x22147)), 52.09/52.33 inference(rename_variables,[],[147])). 52.09/52.33 cnf(2217,plain, 52.09/52.33 (~P49(x22171,x22172,x22173,x22174,x22175,x22176)+P49(x22171,x22172,x22173,x22177,x22175,x22176)+~E(x22174,x22177)), 52.09/52.33 inference(rename_variables,[],[148])). 52.09/52.33 cnf(2219,plain, 52.09/52.33 (~P49(x22191,x22192,x22193,x22194,x22195,x22196)+P49(x22191,x22192,x22193,x22197,x22195,x22196)+~E(x22194,x22197)), 52.09/52.33 inference(rename_variables,[],[148])). 52.09/52.33 cnf(2220,plain, 52.09/52.33 (~P49(f7(a9,a8,f7(a9,a8,a9)),x22201,a8,f7(a9,a8,f7(a9,a8,a9)),x22202,a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219])). 52.09/52.33 cnf(2221,plain, 52.09/52.33 (~P49(x22211,x22212,x22213,x22214,x22215,x22216)+P49(x22211,x22212,x22213,x22217,x22215,x22216)+~E(x22214,x22217)), 52.09/52.33 inference(rename_variables,[],[148])). 52.09/52.33 cnf(2222,plain, 52.09/52.33 (~P49(f7(a9,a8,f7(a9,a8,a9)),a8,x22221,f7(a9,a8,f7(a9,a8,a9)),a9,x22222)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221])). 52.09/52.33 cnf(2224,plain, 52.09/52.33 (~P49(x22241,x22242,x22243,x22244,x22245,x22246)+P49(x22241,x22242,x22243,x22244,x22247,x22246)+~E(x22245,x22247)), 52.09/52.33 inference(rename_variables,[],[149])). 52.09/52.33 cnf(2226,plain, 52.09/52.33 (~P49(x22261,x22262,x22263,x22264,x22265,x22266)+P49(x22261,x22262,x22263,x22264,x22267,x22266)+~E(x22265,x22267)), 52.09/52.33 inference(rename_variables,[],[149])). 52.09/52.33 cnf(2228,plain, 52.09/52.33 (~P49(x22281,x22282,x22283,x22284,x22285,x22286)+P49(x22281,x22282,x22283,x22284,x22287,x22286)+~E(x22285,x22287)), 52.09/52.33 inference(rename_variables,[],[149])). 52.09/52.33 cnf(2231,plain, 52.09/52.33 (~P49(x22311,x22312,x22313,x22314,x22315,x22316)+P49(x22311,x22312,x22313,x22314,x22315,x22317)+~E(x22316,x22317)), 52.09/52.33 inference(rename_variables,[],[150])). 52.09/52.33 cnf(2233,plain, 52.09/52.33 (~P49(x22331,x22332,x22333,x22334,x22335,x22336)+P49(x22331,x22332,x22333,x22334,x22335,x22337)+~E(x22336,x22337)), 52.09/52.33 inference(rename_variables,[],[150])). 52.09/52.33 cnf(2235,plain, 52.09/52.33 (~P49(x22351,x22352,x22353,x22354,x22355,x22356)+P49(x22351,x22352,x22353,x22354,x22355,x22357)+~E(x22356,x22357)), 52.09/52.33 inference(rename_variables,[],[150])). 52.09/52.33 cnf(2237,plain, 52.09/52.33 (P27(f7(a8,a9,f7(a8,a9,a10)),a10,f25(a10,a11,x22371),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151])). 52.09/52.33 cnf(2238,plain, 52.09/52.33 (~P27(x22381,x22382,x22383,x22384)+P27(x22385,x22382,x22383,x22384)+~E(x22381,x22385)), 52.09/52.33 inference(rename_variables,[],[151])). 52.09/52.33 cnf(2239,plain, 52.09/52.33 (P27(f7(a8,a9,f7(a8,a9,a11)),a10,f25(a10,a11,x22391),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238])). 52.09/52.33 cnf(2240,plain, 52.09/52.33 (~P27(x22401,x22402,x22403,x22404)+P27(x22405,x22402,x22403,x22404)+~E(x22401,x22405)), 52.09/52.33 inference(rename_variables,[],[151])). 52.09/52.33 cnf(2241,plain, 52.09/52.33 (P27(f7(a8,a9,f1(f7(a8,a9,a11),f7(a8,a9,a10))),a11,f25(a10,a11,x22411),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240])). 52.09/52.33 cnf(2242,plain, 52.09/52.33 (~P27(x22421,x22422,x22423,x22424)+P27(x22425,x22422,x22423,x22424)+~E(x22421,x22425)), 52.09/52.33 inference(rename_variables,[],[151])). 52.09/52.33 cnf(2243,plain, 52.09/52.33 (P27(f7(a8,a9,f7(a8,a9,a10)),a11,f25(a10,a11,x22431),a10)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242])). 52.09/52.33 cnf(2244,plain, 52.09/52.33 (~P5(f19(a9,a8),f30(f19(a9,a8),f19(a9,a8),f19(a9,a8)),a9)), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251])). 52.09/52.33 cnf(2245,plain, 52.09/52.33 (~P5(x22451,x22452,x22453)+~P5(x22451,x22452,x22454)+E(x22454,x22453)), 52.09/52.33 inference(rename_variables,[],[251])). 52.09/52.33 cnf(2246,plain, 52.09/52.33 (~P5(f19(a9,a8),f30(f19(a9,a8),f19(a9,a8),f19(a9,a8)),f39(a9,a8,f25(a9,a8,f7(a8,a9,a10)),a9))), 52.09/52.33 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245])). 52.09/52.33 cnf(2247,plain, 52.09/52.33 (~P5(x22471,x22472,x22473)+~P5(x22471,x22472,x22474)+E(x22474,x22473)), 52.09/52.33 inference(rename_variables,[],[251])). 52.09/52.33 cnf(2249,plain, 52.09/52.33 (~P5(x22491,x22492,x22493)+~P5(x22491,x22492,x22494)+E(x22494,x22493)), 52.09/52.33 inference(rename_variables,[],[251])). 52.09/52.33 cnf(2251,plain, 52.09/52.33 (~P2(a8,a9,f22(a9,a8,a9))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254])). 52.09/52.34 cnf(2252,plain, 52.09/52.34 (E(x22521,x22522)+~P2(x22522,x22521,x22523)+~P2(x22521,x22522,x22523)), 52.09/52.34 inference(rename_variables,[],[254])). 52.09/52.34 cnf(2254,plain, 52.09/52.34 (E(x22541,x22542)+~P2(x22542,x22541,x22543)+~P2(x22541,x22542,x22543)), 52.09/52.34 inference(rename_variables,[],[254])). 52.09/52.34 cnf(2257,plain, 52.09/52.34 (~P18(a15,a17,a16)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257])). 52.09/52.34 cnf(2258,plain, 52.09/52.34 (~P18(x22581,x22582,x22583)+P2(x22582,x22583,x22581)+P2(x22582,x22581,x22583)), 52.09/52.34 inference(rename_variables,[],[257])). 52.09/52.34 cnf(2260,plain, 52.09/52.34 (~P18(x22601,x22602,x22603)+P2(x22602,x22603,x22601)+P2(x22602,x22601,x22603)), 52.09/52.34 inference(rename_variables,[],[257])). 52.09/52.34 cnf(2262,plain, 52.09/52.34 (~P18(x22621,x22622,x22623)+P2(x22622,x22623,x22621)+P2(x22622,x22621,x22623)), 52.09/52.34 inference(rename_variables,[],[257])). 52.09/52.34 cnf(2265,plain, 52.09/52.34 (~P3(x22651,x22652,x22653)+P2(x22651,x22652,x22653)+P18(x22651,x22652,x22653)), 52.09/52.34 inference(rename_variables,[],[258])). 52.09/52.34 cnf(2266,plain, 52.09/52.34 (~P3(a17,a16,a15)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265])). 52.09/52.34 cnf(2267,plain, 52.09/52.34 (~P3(x22671,x22672,x22673)+P2(x22671,x22672,x22673)+P18(x22671,x22672,x22673)), 52.09/52.34 inference(rename_variables,[],[258])). 52.09/52.34 cnf(2268,plain, 52.09/52.34 (~P3(a16,a15,a17)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267])). 52.09/52.34 cnf(2269,plain, 52.09/52.34 (~P3(x22691,x22692,x22693)+P2(x22691,x22692,x22693)+P18(x22691,x22692,x22693)), 52.09/52.34 inference(rename_variables,[],[258])). 52.09/52.34 cnf(2272,plain, 52.09/52.34 (P3(x22721,x22722,f24(x22721,x22722,x22723))+E(x22721,x22722)+P3(x22721,x22722,x22723)), 52.09/52.34 inference(rename_variables,[],[260])). 52.09/52.34 cnf(2274,plain, 52.09/52.34 (P3(x22741,x22742,f24(x22741,x22742,x22743))+E(x22741,x22742)+P3(x22741,x22742,x22743)), 52.09/52.34 inference(rename_variables,[],[260])). 52.09/52.34 cnf(2276,plain, 52.09/52.34 (P3(x22761,x22762,f24(x22761,x22762,x22763))+E(x22761,x22762)+P3(x22761,x22762,x22763)), 52.09/52.34 inference(rename_variables,[],[260])). 52.09/52.34 cnf(2279,plain, 52.09/52.34 (~P2(x22791,x22792,x22793)+~P2(x22791,x22793,x22794)+P2(x22792,x22793,x22794)), 52.09/52.34 inference(rename_variables,[],[263])). 52.09/52.34 cnf(2280,plain, 52.09/52.34 (~P2(a16,a17,a16)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279])). 52.09/52.34 cnf(2281,plain, 52.09/52.34 (~P2(x22811,x22812,x22813)+~P2(x22811,x22813,x22814)+P2(x22812,x22813,x22814)), 52.09/52.34 inference(rename_variables,[],[263])). 52.09/52.34 cnf(2283,plain, 52.09/52.34 (~P2(x22831,x22832,x22833)+~P2(x22831,x22833,x22834)+P2(x22832,x22833,x22834)), 52.09/52.34 inference(rename_variables,[],[263])). 52.09/52.34 cnf(2286,plain, 52.09/52.34 (~P2(x22861,x22862,x22863)+~P2(x22864,x22861,x22863)+P2(x22864,x22862,x22863)), 52.09/52.34 inference(rename_variables,[],[264])). 52.09/52.34 cnf(2290,plain, 52.09/52.34 (~P2(x22901,x22902,x22903)+~P2(x22901,x22904,x22902)+P2(x22901,x22904,x22903)), 52.09/52.34 inference(rename_variables,[],[265])). 52.09/52.34 cnf(2292,plain, 52.09/52.34 (~P2(x22921,x22922,x22923)+~P2(x22921,x22924,x22922)+P2(x22921,x22924,x22923)), 52.09/52.34 inference(rename_variables,[],[265])). 52.09/52.34 cnf(2294,plain, 52.09/52.34 (~P2(x22941,x22942,x22943)+~P2(x22941,x22944,x22942)+P2(x22941,x22944,x22943)), 52.09/52.34 inference(rename_variables,[],[265])). 52.09/52.34 cnf(2297,plain, 52.09/52.34 (~P2(x22971,x22972,x22973)+~P2(x22974,x22971,x22973)+P2(x22974,x22971,x22972)), 52.09/52.34 inference(rename_variables,[],[266])). 52.09/52.34 cnf(2299,plain, 52.09/52.34 (~P2(x22991,x22992,x22993)+~P2(x22994,x22991,x22993)+P2(x22994,x22991,x22992)), 52.09/52.34 inference(rename_variables,[],[266])). 52.09/52.34 cnf(2301,plain, 52.09/52.34 (~P2(x23011,x23012,x23013)+~P2(x23014,x23011,x23013)+P2(x23014,x23011,x23012)), 52.09/52.34 inference(rename_variables,[],[266])). 52.09/52.34 cnf(2304,plain, 52.09/52.34 (P2(x23041,f24(x23042,x23043,x23041),f26(x23042,x23043,x23041))+E(x23043,x23042)+P3(x23042,x23043,x23041)), 52.09/52.34 inference(rename_variables,[],[295])). 52.09/52.34 cnf(2306,plain, 52.09/52.34 (P2(x23061,f24(x23062,x23063,x23061),f26(x23062,x23063,x23061))+E(x23063,x23062)+P3(x23062,x23063,x23061)), 52.09/52.34 inference(rename_variables,[],[295])). 52.09/52.34 cnf(2308,plain, 52.09/52.34 (P2(x23081,f24(x23082,x23083,x23081),f26(x23082,x23083,x23081))+E(x23083,x23082)+P3(x23082,x23083,x23081)), 52.09/52.34 inference(rename_variables,[],[295])). 52.09/52.34 cnf(2310,plain, 52.09/52.34 (P27(a8,a9,f26(a8,a9,f19(a9,a8)),a8)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303])). 52.09/52.34 cnf(2311,plain, 52.09/52.34 (P27(x23111,x23112,f26(x23111,x23112,x23113),x23111)+E(x23112,x23111)+P3(x23111,x23112,x23113)), 52.09/52.34 inference(rename_variables,[],[303])). 52.09/52.34 cnf(2313,plain, 52.09/52.34 (P27(x23131,x23132,f26(x23131,x23132,x23133),x23131)+E(x23132,x23131)+P3(x23131,x23132,x23133)), 52.09/52.34 inference(rename_variables,[],[303])). 52.09/52.34 cnf(2315,plain, 52.09/52.34 (P27(x23151,x23152,f26(x23151,x23152,x23153),x23151)+E(x23152,x23151)+P3(x23151,x23152,x23153)), 52.09/52.34 inference(rename_variables,[],[303])). 52.09/52.34 cnf(2317,plain, 52.09/52.34 (P13(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a11),f7(a8,a9,a11))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305])). 52.09/52.34 cnf(2318,plain, 52.09/52.34 (~P3(x23181,x23182,x23183)+P13(x23182,x23183,x23181,x23183)+~P2(x23181,x23182,x23183)), 52.09/52.34 inference(rename_variables,[],[305])). 52.09/52.34 cnf(2320,plain, 52.09/52.34 (~P3(x23201,x23202,x23203)+P13(x23202,x23203,x23201,x23203)+~P2(x23201,x23202,x23203)), 52.09/52.34 inference(rename_variables,[],[305])). 52.09/52.34 cnf(2323,plain, 52.09/52.34 (P13(f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a11))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307])). 52.09/52.34 cnf(2324,plain, 52.09/52.34 (~P3(x23241,x23242,x23243)+P13(x23241,x23242,x23241,x23243)+~P2(x23241,x23242,x23243)), 52.09/52.34 inference(rename_variables,[],[307])). 52.09/52.34 cnf(2327,plain, 52.09/52.34 (~P12(a16,a15,a16,a16)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312])). 52.09/52.34 cnf(2328,plain, 52.09/52.34 (E(x23281,x23282)+~P2(x23283,x23281,x23282)+~P12(x23283,x23282,x23283,x23281)), 52.09/52.34 inference(rename_variables,[],[312])). 52.09/52.34 cnf(2330,plain, 52.09/52.34 (E(x23301,x23302)+~P2(x23303,x23301,x23302)+~P12(x23303,x23302,x23303,x23301)), 52.09/52.34 inference(rename_variables,[],[312])). 52.09/52.34 cnf(2334,plain, 52.09/52.34 (~P2(x23341,x23342,x23343)+~P12(x23344,x23345,x23341,x23342)+P13(x23344,x23345,x23341,x23343)), 52.09/52.34 inference(rename_variables,[],[343])). 52.09/52.34 cnf(2336,plain, 52.09/52.34 (~P2(x23361,x23362,x23363)+~P12(x23364,x23365,x23361,x23362)+P13(x23364,x23365,x23361,x23363)), 52.09/52.34 inference(rename_variables,[],[343])). 52.09/52.34 cnf(2338,plain, 52.09/52.34 (~P2(x23381,x23382,x23383)+~P12(x23384,x23385,x23381,x23382)+P13(x23384,x23385,x23381,x23383)), 52.09/52.34 inference(rename_variables,[],[343])). 52.09/52.34 cnf(2341,plain, 52.09/52.34 (~P2(x23411,x23412,x23413)+~P12(x23411,x23413,x23414,x23415)+P13(x23411,x23412,x23414,x23415)), 52.09/52.34 inference(rename_variables,[],[344])). 52.09/52.34 cnf(2343,plain, 52.09/52.34 (~P2(x23431,x23432,x23433)+~P12(x23431,x23433,x23434,x23435)+P13(x23431,x23432,x23434,x23435)), 52.09/52.34 inference(rename_variables,[],[344])). 52.09/52.34 cnf(2345,plain, 52.09/52.34 (~P2(x23451,x23452,x23453)+~P12(x23451,x23453,x23454,x23455)+P13(x23451,x23452,x23454,x23455)), 52.09/52.34 inference(rename_variables,[],[344])). 52.09/52.34 cnf(2347,plain, 52.09/52.34 (P12(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f1(f7(a8,a9,a10),f7(a8,a9,a10)),x23471,x23471)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369])). 52.09/52.34 cnf(2348,plain, 52.09/52.34 (~P12(x23481,x23482,x23483,x23484)+~P12(x23485,x23486,x23481,x23482)+P12(x23485,x23486,x23483,x23484)), 52.09/52.34 inference(rename_variables,[],[369])). 52.09/52.34 cnf(2350,plain, 52.09/52.34 (~P12(x23501,x23502,x23503,x23504)+~P12(x23505,x23506,x23501,x23502)+P12(x23505,x23506,x23503,x23504)), 52.09/52.34 inference(rename_variables,[],[369])). 52.09/52.34 cnf(2352,plain, 52.09/52.34 (~P12(x23521,x23522,x23523,x23524)+~P12(x23525,x23526,x23521,x23522)+P12(x23525,x23526,x23523,x23524)), 52.09/52.34 inference(rename_variables,[],[369])). 52.09/52.34 cnf(2355,plain, 52.09/52.34 (~P12(x23551,x23552,x23553,x23554)+~P12(x23551,x23552,x23555,x23556)+P12(x23555,x23556,x23553,x23554)), 52.09/52.34 inference(rename_variables,[],[370])). 52.09/52.34 cnf(2356,plain, 52.09/52.34 (~P12(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f1(f7(a8,a9,a10),f7(a8,a9,a10)),a8,a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355])). 52.09/52.34 cnf(2357,plain, 52.09/52.34 (~P12(x23571,x23572,x23573,x23574)+~P12(x23571,x23572,x23575,x23576)+P12(x23575,x23576,x23573,x23574)), 52.09/52.34 inference(rename_variables,[],[370])). 52.09/52.34 cnf(2358,plain, 52.09/52.34 (~P12(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10),a8,a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357])). 52.09/52.34 cnf(2359,plain, 52.09/52.34 (~P12(x23591,x23592,x23593,x23594)+~P12(x23591,x23592,x23595,x23596)+P12(x23595,x23596,x23593,x23594)), 52.09/52.34 inference(rename_variables,[],[370])). 52.09/52.34 cnf(2362,plain, 52.09/52.34 (~P13(x23621,x23622,x23623,x23624)+P12(x23621,x23622,x23623,x23624)+~P13(x23623,x23624,x23621,x23622)), 52.09/52.34 inference(rename_variables,[],[371])). 52.09/52.34 cnf(2366,plain, 52.09/52.34 (~P13(x23661,x23662,x23663,x23664)+~P13(x23665,x23666,x23661,x23662)+P13(x23665,x23666,x23663,x23664)), 52.09/52.34 inference(rename_variables,[],[374])). 52.09/52.34 cnf(2368,plain, 52.09/52.34 (~P13(x23681,x23682,x23683,x23684)+~P13(x23685,x23686,x23681,x23682)+P13(x23685,x23686,x23683,x23684)), 52.09/52.34 inference(rename_variables,[],[374])). 52.09/52.34 cnf(2370,plain, 52.09/52.34 (~P13(x23701,x23702,x23703,x23704)+~P13(x23705,x23706,x23701,x23702)+P13(x23705,x23706,x23703,x23704)), 52.09/52.34 inference(rename_variables,[],[374])). 52.09/52.34 cnf(2372,plain, 52.09/52.34 (P18(f14(f14(a8,a9,a15,a16),a9,a8,a9),a9,a8)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391])). 52.09/52.34 cnf(2373,plain, 52.09/52.34 (P18(f14(f14(x23731,x23732,a15,a16),x23732,x23733,x23734),x23732,x23731)+E(x23732,x23731)+E(x23734,x23733)), 52.09/52.34 inference(rename_variables,[],[391])). 52.09/52.34 cnf(2374,plain, 52.09/52.34 (P18(f14(f14(a11,a10,a15,a16),a10,a11,a10),a10,a11)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373])). 52.09/52.34 cnf(2375,plain, 52.09/52.34 (P18(f14(f14(x23751,x23752,a15,a16),x23752,x23753,x23754),x23752,x23751)+E(x23752,x23751)+E(x23754,x23753)), 52.09/52.34 inference(rename_variables,[],[391])). 52.09/52.34 cnf(2376,plain, 52.09/52.34 (P18(f14(f14(a16,a17,a15,a16),a17,a16,a17),a17,a16)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375])). 52.09/52.34 cnf(2377,plain, 52.09/52.34 (P18(f14(f14(x23771,x23772,a15,a16),x23772,x23773,x23774),x23772,x23771)+E(x23772,x23771)+E(x23774,x23773)), 52.09/52.34 inference(rename_variables,[],[391])). 52.09/52.34 cnf(2378,plain, 52.09/52.34 (P18(f14(f14(a15,a17,a15,a16),a17,a15,a17),a17,a15)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377])). 52.09/52.34 cnf(2379,plain, 52.09/52.34 (P2(f7(a8,a9,a10),f14(f14(f7(a8,a9,a10),f7(a8,a9,a10),a15,a16),f7(a8,a9,a10),f7(a8,a9,a10),f6(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410])). 52.09/52.34 cnf(2380,plain, 52.09/52.34 (P2(x23801,f14(f14(x23802,x23801,a15,a16),x23801,x23803,x23804),x23802)+~P12(x23803,x23805,x23801,x23802)+~P2(x23803,x23804,x23805)), 52.09/52.34 inference(rename_variables,[],[410])). 52.09/52.34 cnf(2381,plain, 52.09/52.34 (P2(f7(a8,a9,a10),f14(f14(f7(a8,a9,a10),f7(a8,a9,a10),a15,a16),f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11)),f7(a8,a9,a10))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380])). 52.09/52.34 cnf(2382,plain, 52.09/52.34 (P2(x23821,f14(f14(x23822,x23821,a15,a16),x23821,x23823,x23824),x23822)+~P12(x23823,x23825,x23821,x23822)+~P2(x23823,x23824,x23825)), 52.09/52.34 inference(rename_variables,[],[410])). 52.09/52.34 cnf(2384,plain, 52.09/52.34 (P2(x23841,f14(f14(x23842,x23841,a15,a16),x23841,x23843,x23844),x23842)+~P12(x23843,x23845,x23841,x23842)+~P2(x23843,x23844,x23845)), 52.09/52.34 inference(rename_variables,[],[410])). 52.09/52.34 cnf(2387,plain, 52.09/52.34 (P2(x23871,x23872,f42(x23872,x23873,x23871,x23874,x23875))+~P2(x23873,x23872,x23874)+~P2(x23875,x23874,x23871)), 52.09/52.34 inference(rename_variables,[],[418])). 52.09/52.34 cnf(2389,plain, 52.09/52.34 (P2(x23891,x23892,f42(x23892,x23893,x23891,x23894,x23895))+~P2(x23893,x23892,x23894)+~P2(x23895,x23894,x23891)), 52.09/52.34 inference(rename_variables,[],[418])). 52.09/52.34 cnf(2391,plain, 52.09/52.34 (P2(x23911,x23912,f42(x23912,x23913,x23911,x23914,x23915))+~P2(x23913,x23912,x23914)+~P2(x23915,x23914,x23911)), 52.09/52.34 inference(rename_variables,[],[418])). 52.09/52.34 cnf(2393,plain, 52.09/52.34 (P2(a15,f43(a17,a15,a15,a17,a15),a17)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419])). 52.09/52.34 cnf(2394,plain, 52.09/52.34 (P2(x23941,f43(x23942,x23941,x23943,x23944,x23945),x23944)+~P2(x23944,x23945,x23943)+~P2(x23942,x23941,x23943)), 52.09/52.34 inference(rename_variables,[],[419])). 52.09/52.34 cnf(2395,plain, 52.09/52.34 (P2(a16,f43(a16,a16,a15,a16,a16),a16)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394])). 52.09/52.34 cnf(2396,plain, 52.09/52.34 (P2(x23961,f43(x23962,x23961,x23963,x23964,x23965),x23964)+~P2(x23964,x23965,x23963)+~P2(x23962,x23961,x23963)), 52.09/52.34 inference(rename_variables,[],[419])). 52.09/52.34 cnf(2398,plain, 52.09/52.34 (P2(x23981,f43(x23982,x23981,x23983,x23984,x23985),x23984)+~P2(x23984,x23985,x23983)+~P2(x23982,x23981,x23983)), 52.09/52.34 inference(rename_variables,[],[419])). 52.09/52.34 cnf(2401,plain, 52.09/52.34 (P2(x24011,f43(x24012,x24013,x24014,x24015,x24011),x24012)+~P2(x24015,x24011,x24014)+~P2(x24012,x24013,x24014)), 52.09/52.34 inference(rename_variables,[],[420])). 52.09/52.34 cnf(2403,plain, 52.09/52.34 (P2(x24031,f43(x24032,x24033,x24034,x24035,x24031),x24032)+~P2(x24035,x24031,x24034)+~P2(x24032,x24033,x24034)), 52.09/52.34 inference(rename_variables,[],[420])). 52.09/52.34 cnf(2405,plain, 52.09/52.34 (P2(x24051,f43(x24052,x24053,x24054,x24055,x24051),x24052)+~P2(x24055,x24051,x24054)+~P2(x24052,x24053,x24054)), 52.09/52.34 inference(rename_variables,[],[420])). 52.09/52.34 cnf(2408,plain, 52.09/52.34 (P2(x24081,f42(x24082,x24083,x24084,x24085,x24081),x24083)+~P2(x24083,x24082,x24085)+~P2(x24081,x24085,x24084)), 52.09/52.34 inference(rename_variables,[],[421])). 52.09/52.34 cnf(2410,plain, 52.09/52.34 (P2(x24101,f42(x24102,x24103,x24104,x24105,x24101),x24103)+~P2(x24103,x24102,x24105)+~P2(x24101,x24105,x24104)), 52.09/52.34 inference(rename_variables,[],[421])). 52.09/52.34 cnf(2412,plain, 52.09/52.34 (P2(x24121,f42(x24122,x24123,x24124,x24125,x24121),x24123)+~P2(x24123,x24122,x24125)+~P2(x24121,x24125,x24124)), 52.09/52.34 inference(rename_variables,[],[421])). 52.09/52.34 cnf(2415,plain, 52.09/52.34 (P49(x24151,x24152,x24153,x24154,f14(f14(x24155,x24154,a15,a16),x24154,x24151,x24152),x24155)+~P2(x24151,x24152,x24153)+~P12(x24151,x24153,x24154,x24155)), 52.09/52.34 inference(rename_variables,[],[436])). 52.09/52.34 cnf(2417,plain, 52.09/52.34 (P49(x24171,x24172,x24173,x24174,f14(f14(x24175,x24174,a15,a16),x24174,x24171,x24172),x24175)+~P2(x24171,x24172,x24173)+~P12(x24171,x24173,x24174,x24175)), 52.09/52.34 inference(rename_variables,[],[436])). 52.09/52.34 cnf(2419,plain, 52.09/52.34 (P49(x24191,x24192,x24193,x24194,f14(f14(x24195,x24194,a15,a16),x24194,x24191,x24192),x24195)+~P2(x24191,x24192,x24193)+~P12(x24191,x24193,x24194,x24195)), 52.09/52.34 inference(rename_variables,[],[436])). 52.09/52.34 cnf(2420,plain, 52.09/52.34 (P49(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a10),f14(f14(f7(a8,a9,a10),f7(a8,a9,a10),a15,a16),f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11)),f7(a8,a9,a10))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419])). 52.09/52.34 cnf(2421,plain, 52.09/52.34 (~P12(a9,a8,f7(a9,a8,f7(a9,a8,a9)),a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437])). 52.09/52.34 cnf(2424,plain, 52.09/52.34 (P2(x24241,x24242,x24243)+~P2(x24244,x24245,x24246)+~P49(x24244,x24245,x24246,x24241,x24242,x24243)), 52.09/52.34 inference(rename_variables,[],[439])). 52.09/52.34 cnf(2426,plain, 52.09/52.34 (P2(x24261,x24262,x24263)+~P2(x24264,x24265,x24266)+~P49(x24264,x24265,x24266,x24261,x24262,x24263)), 52.09/52.34 inference(rename_variables,[],[439])). 52.09/52.34 cnf(2428,plain, 52.09/52.34 (P2(x24281,x24282,x24283)+~P2(x24284,x24285,x24286)+~P49(x24284,x24285,x24286,x24281,x24282,x24283)), 52.09/52.34 inference(rename_variables,[],[439])). 52.09/52.34 cnf(2431,plain, 52.09/52.34 (P3(x24311,x24312,x24313)+~P3(x24314,x24315,x24316)+~P49(x24314,x24315,x24316,x24311,x24312,x24313)), 52.09/52.34 inference(rename_variables,[],[440])). 52.09/52.34 cnf(2433,plain, 52.09/52.34 (P3(x24331,x24332,x24333)+~P3(x24334,x24335,x24336)+~P49(x24334,x24335,x24336,x24331,x24332,x24333)), 52.09/52.34 inference(rename_variables,[],[440])). 52.09/52.34 cnf(2435,plain, 52.09/52.34 (P3(x24351,x24352,x24353)+~P3(x24354,x24355,x24356)+~P49(x24354,x24355,x24356,x24351,x24352,x24353)), 52.09/52.34 inference(rename_variables,[],[440])). 52.09/52.34 cnf(2438,plain, 52.09/52.34 (P4(x24381,x24382,x24383)+~P4(x24384,x24385,x24386)+~P49(x24384,x24385,x24386,x24381,x24382,x24383)), 52.09/52.34 inference(rename_variables,[],[441])). 52.09/52.34 cnf(2440,plain, 52.09/52.34 (P4(x24401,x24402,x24403)+~P4(x24404,x24405,x24406)+~P49(x24404,x24405,x24406,x24401,x24402,x24403)), 52.09/52.34 inference(rename_variables,[],[441])). 52.09/52.34 cnf(2442,plain, 52.09/52.34 (P4(x24421,x24422,x24423)+~P4(x24424,x24425,x24426)+~P49(x24424,x24425,x24426,x24421,x24422,x24423)), 52.09/52.34 inference(rename_variables,[],[441])). 52.09/52.34 cnf(2445,plain, 52.09/52.34 (P12(x24451,x24452,x24453,x24454)+E(x24455,x24456)+~P55(x24456,x24455,x24451,x24452,x24457,x24458,x24453,x24454)), 52.09/52.34 inference(rename_variables,[],[475])). 52.09/52.34 cnf(2447,plain, 52.09/52.34 (P12(x24471,x24472,x24473,x24474)+E(x24475,x24476)+~P55(x24476,x24475,x24471,x24472,x24477,x24478,x24473,x24474)), 52.09/52.34 inference(rename_variables,[],[475])). 52.09/52.34 cnf(2449,plain, 52.09/52.34 (P12(x24491,x24492,x24493,x24494)+E(x24495,x24496)+~P55(x24496,x24495,x24491,x24492,x24497,x24498,x24493,x24494)), 52.09/52.34 inference(rename_variables,[],[475])). 52.09/52.34 cnf(2451,plain, 52.09/52.34 (P27(a8,f7(a17,a16,f7(a17,a16,f19(a9,a8))),a9,f23(a8,f19(a9,a8),a9))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152])). 52.09/52.34 cnf(2452,plain, 52.09/52.34 (~P27(x24521,x24522,x24523,x24524)+P27(x24521,x24525,x24523,x24524)+~E(x24522,x24525)), 52.09/52.34 inference(rename_variables,[],[152])). 52.09/52.34 cnf(2454,plain, 52.09/52.34 (~P27(x24541,x24542,x24543,x24544)+P27(x24541,x24545,x24543,x24544)+~E(x24542,x24545)), 52.09/52.34 inference(rename_variables,[],[152])). 52.09/52.34 cnf(2456,plain, 52.09/52.34 (~P27(x24561,x24562,x24563,x24564)+P27(x24561,x24565,x24563,x24564)+~E(x24562,x24565)), 52.09/52.34 inference(rename_variables,[],[152])). 52.09/52.34 cnf(2458,plain, 52.09/52.34 (P27(a9,a8,f7(a17,a16,f7(a17,a16,f19(a9,a8))),f23(a9,a8,f19(a9,a8)))), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153])). 52.09/52.34 cnf(2459,plain, 52.09/52.34 (~P27(x24591,x24592,x24593,x24594)+P27(x24591,x24592,x24595,x24594)+~E(x24593,x24595)), 52.09/52.34 inference(rename_variables,[],[153])). 52.09/52.34 cnf(2460,plain, 52.09/52.34 (~P27(x24601,x24602,f7(a9,a8,f7(a9,a8,a9)),a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459])). 52.09/52.34 cnf(2461,plain, 52.09/52.34 (~P27(x24611,x24612,x24613,x24614)+P27(x24611,x24612,x24615,x24614)+~E(x24613,x24615)), 52.09/52.34 inference(rename_variables,[],[153])). 52.09/52.34 cnf(2462,plain, 52.09/52.34 (~P27(x24621,x24622,f1(f7(a9,a8,f7(a9,a8,a9)),f7(a9,a8,f7(a9,a8,a9))),a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461])). 52.09/52.34 cnf(2463,plain, 52.09/52.34 (~P27(x24631,x24632,x24633,x24634)+P27(x24631,x24632,x24635,x24634)+~E(x24633,x24635)), 52.09/52.34 inference(rename_variables,[],[153])). 52.09/52.34 cnf(2464,plain, 52.09/52.34 (~P27(x24641,x24642,f7(a10,a11,f7(a10,a11,a9)),a9)), 52.09/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463])). 52.09/52.34 cnf(2466,plain, 52.09/52.34 (~P27(x24661,x24662,x24663,x24664)+P27(x24661,x24662,x24663,x24665)+~E(x24664,x24665)), 52.09/52.34 inference(rename_variables,[],[154])). 52.09/52.34 cnf(2467,plain, 52.09/52.34 (~P27(a8,f19(a9,a8),a9,f7(a9,a8,f7(a9,a8,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466])). 52.23/52.34 cnf(2468,plain, 52.23/52.34 (~P27(x24681,x24682,x24683,x24684)+P27(x24681,x24682,x24683,x24685)+~E(x24684,x24685)), 52.23/52.34 inference(rename_variables,[],[154])). 52.23/52.34 cnf(2469,plain, 52.23/52.34 (~P27(a8,f19(a9,a8),a9,f7(a10,a11,f7(a10,a11,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468])). 52.23/52.34 cnf(2470,plain, 52.23/52.34 (~P27(x24701,x24702,x24703,x24704)+P27(x24701,x24702,x24703,x24705)+~E(x24704,x24705)), 52.23/52.34 inference(rename_variables,[],[154])). 52.23/52.34 cnf(2471,plain, 52.23/52.34 (~P27(a8,f19(a9,a8),a9,f7(a17,a16,f7(a17,a16,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470])). 52.23/52.34 cnf(2473,plain, 52.23/52.34 (~P18(x24731,x24732,x24733)+P18(x24734,x24732,x24733)+~E(x24731,x24734)), 52.23/52.34 inference(rename_variables,[],[155])). 52.23/52.34 cnf(2475,plain, 52.23/52.34 (~P18(x24751,x24752,x24753)+P18(x24754,x24752,x24753)+~E(x24751,x24754)), 52.23/52.34 inference(rename_variables,[],[155])). 52.23/52.34 cnf(2477,plain, 52.23/52.34 (~P18(x24771,x24772,x24773)+P18(x24774,x24772,x24773)+~E(x24771,x24774)), 52.23/52.34 inference(rename_variables,[],[155])). 52.23/52.34 cnf(2480,plain, 52.23/52.34 (~P18(x24801,x24802,x24803)+P18(x24801,x24804,x24803)+~E(x24802,x24804)), 52.23/52.34 inference(rename_variables,[],[156])). 52.23/52.34 cnf(2482,plain, 52.23/52.34 (~P18(x24821,x24822,x24823)+P18(x24821,x24824,x24823)+~E(x24822,x24824)), 52.23/52.34 inference(rename_variables,[],[156])). 52.23/52.34 cnf(2483,plain, 52.23/52.34 (~P18(f7(a8,a9,a10),f1(f7(a8,a9,a10),f1(f7(a8,a9,a11),f7(a8,a9,a10))),f7(a8,a9,a10))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482])). 52.23/52.34 cnf(2484,plain, 52.23/52.34 (~P18(x24841,x24842,x24843)+P18(x24841,x24844,x24843)+~E(x24842,x24844)), 52.23/52.34 inference(rename_variables,[],[156])). 52.23/52.34 cnf(2487,plain, 52.23/52.34 (~P18(x24871,x24872,x24873)+P18(x24871,x24872,x24874)+~E(x24873,x24874)), 52.23/52.34 inference(rename_variables,[],[157])). 52.23/52.34 cnf(2489,plain, 52.23/52.34 (~P18(x24891,x24892,x24893)+P18(x24891,x24892,x24894)+~E(x24893,x24894)), 52.23/52.34 inference(rename_variables,[],[157])). 52.23/52.34 cnf(2491,plain, 52.23/52.34 (~P18(x24911,x24912,x24913)+P18(x24911,x24912,x24914)+~E(x24913,x24914)), 52.23/52.34 inference(rename_variables,[],[157])). 52.23/52.34 cnf(2494,plain, 52.23/52.34 (~P53(x24941,x24942,x24943,x24944,x24945,x24946,x24947,x24948)+P53(x24949,x24942,x24943,x24944,x24945,x24946,x24947,x24948)+~E(x24941,x24949)), 52.23/52.34 inference(rename_variables,[],[158])). 52.23/52.34 cnf(2496,plain, 52.23/52.34 (~P53(x24961,x24962,x24963,x24964,x24965,x24966,x24967,x24968)+P53(x24969,x24962,x24963,x24964,x24965,x24966,x24967,x24968)+~E(x24961,x24969)), 52.23/52.34 inference(rename_variables,[],[158])). 52.23/52.34 cnf(2498,plain, 52.23/52.34 (~P53(x24981,x24982,x24983,x24984,x24985,x24986,x24987,x24988)+P53(x24989,x24982,x24983,x24984,x24985,x24986,x24987,x24988)+~E(x24981,x24989)), 52.23/52.34 inference(rename_variables,[],[158])). 52.23/52.34 cnf(2501,plain, 52.23/52.34 (~P53(x25011,x25012,x25013,x25014,x25015,x25016,x25017,x25018)+P53(x25011,x25019,x25013,x25014,x25015,x25016,x25017,x25018)+~E(x25012,x25019)), 52.23/52.34 inference(rename_variables,[],[159])). 52.23/52.34 cnf(2503,plain, 52.23/52.34 (~P53(x25031,x25032,x25033,x25034,x25035,x25036,x25037,x25038)+P53(x25031,x25039,x25033,x25034,x25035,x25036,x25037,x25038)+~E(x25032,x25039)), 52.23/52.34 inference(rename_variables,[],[159])). 52.23/52.34 cnf(2505,plain, 52.23/52.34 (~P53(x25051,x25052,x25053,x25054,x25055,x25056,x25057,x25058)+P53(x25051,x25059,x25053,x25054,x25055,x25056,x25057,x25058)+~E(x25052,x25059)), 52.23/52.34 inference(rename_variables,[],[159])). 52.23/52.34 cnf(2508,plain, 52.23/52.34 (~P53(x25081,x25082,x25083,x25084,x25085,x25086,x25087,x25088)+P53(x25081,x25082,x25089,x25084,x25085,x25086,x25087,x25088)+~E(x25083,x25089)), 52.23/52.34 inference(rename_variables,[],[160])). 52.23/52.34 cnf(2510,plain, 52.23/52.34 (~P53(x25101,x25102,x25103,x25104,x25105,x25106,x25107,x25108)+P53(x25101,x25102,x25109,x25104,x25105,x25106,x25107,x25108)+~E(x25103,x25109)), 52.23/52.34 inference(rename_variables,[],[160])). 52.23/52.34 cnf(2512,plain, 52.23/52.34 (~P53(x25121,x25122,x25123,x25124,x25125,x25126,x25127,x25128)+P53(x25121,x25122,x25129,x25124,x25125,x25126,x25127,x25128)+~E(x25123,x25129)), 52.23/52.34 inference(rename_variables,[],[160])). 52.23/52.34 cnf(2515,plain, 52.23/52.34 (~P53(x25151,x25152,x25153,x25154,x25155,x25156,x25157,x25158)+P53(x25151,x25152,x25153,x25159,x25155,x25156,x25157,x25158)+~E(x25154,x25159)), 52.23/52.34 inference(rename_variables,[],[161])). 52.23/52.34 cnf(2517,plain, 52.23/52.34 (~P53(x25171,x25172,x25173,x25174,x25175,x25176,x25177,x25178)+P53(x25171,x25172,x25173,x25179,x25175,x25176,x25177,x25178)+~E(x25174,x25179)), 52.23/52.34 inference(rename_variables,[],[161])). 52.23/52.34 cnf(2519,plain, 52.23/52.34 (~P53(x25191,x25192,x25193,x25194,x25195,x25196,x25197,x25198)+P53(x25191,x25192,x25193,x25199,x25195,x25196,x25197,x25198)+~E(x25194,x25199)), 52.23/52.34 inference(rename_variables,[],[161])). 52.23/52.34 cnf(2521,plain, 52.23/52.34 (~P53(x25211,x25212,x25213,x25214,f7(a9,a8,f7(a9,a8,a9)),a8,a9,x25215)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162])). 52.23/52.34 cnf(2522,plain, 52.23/52.34 (~P53(x25221,x25222,x25223,x25224,x25225,x25226,x25227,x25228)+P53(x25221,x25222,x25223,x25224,x25229,x25226,x25227,x25228)+~E(x25225,x25229)), 52.23/52.34 inference(rename_variables,[],[162])). 52.23/52.34 cnf(2523,plain, 52.23/52.34 (~P53(x25231,x25232,x25233,x25234,f7(a10,a11,f7(a10,a11,a9)),a8,a9,x25235)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522])). 52.23/52.34 cnf(2524,plain, 52.23/52.34 (~P53(x25241,x25242,x25243,x25244,x25245,x25246,x25247,x25248)+P53(x25241,x25242,x25243,x25244,x25249,x25246,x25247,x25248)+~E(x25245,x25249)), 52.23/52.34 inference(rename_variables,[],[162])). 52.23/52.34 cnf(2525,plain, 52.23/52.34 (~P53(x25251,x25252,x25253,x25254,f7(a17,a16,f7(a17,a16,a9)),a8,a9,x25255)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524])). 52.23/52.34 cnf(2526,plain, 52.23/52.34 (~P53(x25261,x25262,x25263,x25264,x25265,x25266,x25267,x25268)+P53(x25261,x25262,x25263,x25264,x25269,x25266,x25267,x25268)+~E(x25265,x25269)), 52.23/52.34 inference(rename_variables,[],[162])). 52.23/52.34 cnf(2527,plain, 52.23/52.34 (~P53(x25271,x25272,x25273,x25274,f7(a8,a9,f7(a8,a9,a9)),a8,a9,x25275)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526])). 52.23/52.34 cnf(2529,plain, 52.23/52.34 (~P53(x25291,x25292,x25293,x25294,x25295,x25296,x25297,x25298)+P53(x25291,x25292,x25293,x25294,x25295,x25299,x25297,x25298)+~E(x25296,x25299)), 52.23/52.34 inference(rename_variables,[],[163])). 52.23/52.34 cnf(2531,plain, 52.23/52.34 (~P53(x25311,x25312,x25313,x25314,x25315,x25316,x25317,x25318)+P53(x25311,x25312,x25313,x25314,x25315,x25319,x25317,x25318)+~E(x25316,x25319)), 52.23/52.34 inference(rename_variables,[],[163])). 52.23/52.34 cnf(2533,plain, 52.23/52.34 (~P53(x25331,x25332,x25333,x25334,x25335,x25336,x25337,x25338)+P53(x25331,x25332,x25333,x25334,x25335,x25339,x25337,x25338)+~E(x25336,x25339)), 52.23/52.34 inference(rename_variables,[],[163])). 52.23/52.34 cnf(2536,plain, 52.23/52.34 (~P53(x25361,x25362,x25363,x25364,x25365,x25366,x25367,x25368)+P53(x25361,x25362,x25363,x25364,x25365,x25366,x25369,x25368)+~E(x25367,x25369)), 52.23/52.34 inference(rename_variables,[],[164])). 52.23/52.34 cnf(2538,plain, 52.23/52.34 (~P53(x25381,x25382,x25383,x25384,x25385,x25386,x25387,x25388)+P53(x25381,x25382,x25383,x25384,x25385,x25386,x25389,x25388)+~E(x25387,x25389)), 52.23/52.34 inference(rename_variables,[],[164])). 52.23/52.34 cnf(2540,plain, 52.23/52.34 (~P53(x25401,x25402,x25403,x25404,x25405,x25406,x25407,x25408)+P53(x25401,x25402,x25403,x25404,x25405,x25406,x25409,x25408)+~E(x25407,x25409)), 52.23/52.34 inference(rename_variables,[],[164])). 52.23/52.34 cnf(2543,plain, 52.23/52.34 (~P53(x25431,x25432,x25433,x25434,x25435,x25436,x25437,x25438)+P53(x25431,x25432,x25433,x25434,x25435,x25436,x25437,x25439)+~E(x25438,x25439)), 52.23/52.34 inference(rename_variables,[],[165])). 52.23/52.34 cnf(2545,plain, 52.23/52.34 (~P53(x25451,x25452,x25453,x25454,x25455,x25456,x25457,x25458)+P53(x25451,x25452,x25453,x25454,x25455,x25456,x25457,x25459)+~E(x25458,x25459)), 52.23/52.34 inference(rename_variables,[],[165])). 52.23/52.34 cnf(2547,plain, 52.23/52.34 (~P53(x25471,x25472,x25473,x25474,x25475,x25476,x25477,x25478)+P53(x25471,x25472,x25473,x25474,x25475,x25476,x25477,x25479)+~E(x25478,x25479)), 52.23/52.34 inference(rename_variables,[],[165])). 52.23/52.34 cnf(2550,plain, 52.23/52.34 (~P54(x25501,x25502,x25503,x25504,x25505,x25506,x25507,x25508)+P54(x25509,x25502,x25503,x25504,x25505,x25506,x25507,x25508)+~E(x25501,x25509)), 52.23/52.34 inference(rename_variables,[],[166])). 52.23/52.34 cnf(2551,plain, 52.23/52.34 (~P54(f7(a9,a8,f7(a9,a8,a9)),x25511,x25512,a8,a9,x25513,x25514,a9)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550])). 52.23/52.34 cnf(2552,plain, 52.23/52.34 (~P54(x25521,x25522,x25523,x25524,x25525,x25526,x25527,x25528)+P54(x25529,x25522,x25523,x25524,x25525,x25526,x25527,x25528)+~E(x25521,x25529)), 52.23/52.34 inference(rename_variables,[],[166])). 52.23/52.34 cnf(2554,plain, 52.23/52.34 (~P54(x25541,x25542,x25543,x25544,x25545,x25546,x25547,x25548)+P54(x25549,x25542,x25543,x25544,x25545,x25546,x25547,x25548)+~E(x25541,x25549)), 52.23/52.34 inference(rename_variables,[],[166])). 52.23/52.34 cnf(2557,plain, 52.23/52.34 (~P54(x25571,x25572,x25573,x25574,x25575,x25576,x25577,x25578)+P54(x25571,x25579,x25573,x25574,x25575,x25576,x25577,x25578)+~E(x25572,x25579)), 52.23/52.34 inference(rename_variables,[],[167])). 52.23/52.34 cnf(2558,plain, 52.23/52.34 (~P54(x25581,f7(a9,a8,f7(a9,a8,a9)),x25582,a8,x25583,a9,x25584,a9)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557])). 52.23/52.34 cnf(2559,plain, 52.23/52.34 (~P54(x25591,x25592,x25593,x25594,x25595,x25596,x25597,x25598)+P54(x25591,x25599,x25593,x25594,x25595,x25596,x25597,x25598)+~E(x25592,x25599)), 52.23/52.34 inference(rename_variables,[],[167])). 52.23/52.34 cnf(2561,plain, 52.23/52.34 (~P54(x25611,x25612,x25613,x25614,x25615,x25616,x25617,x25618)+P54(x25611,x25619,x25613,x25614,x25615,x25616,x25617,x25618)+~E(x25612,x25619)), 52.23/52.34 inference(rename_variables,[],[167])). 52.23/52.34 cnf(2564,plain, 52.23/52.34 (~P54(x25641,x25642,x25643,x25644,x25645,x25646,x25647,x25648)+P54(x25641,x25642,x25649,x25644,x25645,x25646,x25647,x25648)+~E(x25643,x25649)), 52.23/52.34 inference(rename_variables,[],[168])). 52.23/52.34 cnf(2566,plain, 52.23/52.34 (~P54(x25661,x25662,x25663,x25664,x25665,x25666,x25667,x25668)+P54(x25661,x25662,x25669,x25664,x25665,x25666,x25667,x25668)+~E(x25663,x25669)), 52.23/52.34 inference(rename_variables,[],[168])). 52.23/52.34 cnf(2567,plain, 52.23/52.34 (~P54(f7(a9,a8,f7(a9,a8,a9)),a8,f7(a9,a8,f7(a9,a8,a9)),x25671,x25672,x25673,x25674,x25675)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566])). 52.23/52.34 cnf(2568,plain, 52.23/52.34 (~P54(x25681,x25682,x25683,x25684,x25685,x25686,x25687,x25688)+P54(x25681,x25682,x25689,x25684,x25685,x25686,x25687,x25688)+~E(x25683,x25689)), 52.23/52.34 inference(rename_variables,[],[168])). 52.23/52.34 cnf(2571,plain, 52.23/52.34 (~P54(x25711,x25712,x25713,x25714,x25715,x25716,x25717,x25718)+P54(x25711,x25712,x25713,x25719,x25715,x25716,x25717,x25718)+~E(x25714,x25719)), 52.23/52.34 inference(rename_variables,[],[169])). 52.23/52.34 cnf(2573,plain, 52.23/52.34 (~P54(x25731,x25732,x25733,x25734,x25735,x25736,x25737,x25738)+P54(x25731,x25732,x25733,x25739,x25735,x25736,x25737,x25738)+~E(x25734,x25739)), 52.23/52.34 inference(rename_variables,[],[169])). 52.23/52.34 cnf(2575,plain, 52.23/52.34 (~P54(x25751,x25752,x25753,x25754,x25755,x25756,x25757,x25758)+P54(x25751,x25752,x25753,x25759,x25755,x25756,x25757,x25758)+~E(x25754,x25759)), 52.23/52.34 inference(rename_variables,[],[169])). 52.23/52.34 cnf(2577,plain, 52.23/52.34 (~P54(x25771,x25772,x25773,x25774,f7(a9,a8,f7(a9,a8,a9)),a8,a9,x25775)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170])). 52.23/52.34 cnf(2578,plain, 52.23/52.34 (~P54(x25781,x25782,x25783,x25784,x25785,x25786,x25787,x25788)+P54(x25781,x25782,x25783,x25784,x25789,x25786,x25787,x25788)+~E(x25785,x25789)), 52.23/52.34 inference(rename_variables,[],[170])). 52.23/52.34 cnf(2580,plain, 52.23/52.34 (~P54(x25801,x25802,x25803,x25804,x25805,x25806,x25807,x25808)+P54(x25801,x25802,x25803,x25804,x25809,x25806,x25807,x25808)+~E(x25805,x25809)), 52.23/52.34 inference(rename_variables,[],[170])). 52.23/52.34 cnf(2582,plain, 52.23/52.34 (~P54(x25821,x25822,x25823,x25824,x25825,x25826,x25827,x25828)+P54(x25821,x25822,x25823,x25824,x25829,x25826,x25827,x25828)+~E(x25825,x25829)), 52.23/52.34 inference(rename_variables,[],[170])). 52.23/52.34 cnf(2585,plain, 52.23/52.34 (~P54(x25851,x25852,x25853,x25854,x25855,x25856,x25857,x25858)+P54(x25851,x25852,x25853,x25854,x25855,x25859,x25857,x25858)+~E(x25856,x25859)), 52.23/52.34 inference(rename_variables,[],[171])). 52.23/52.34 cnf(2587,plain, 52.23/52.34 (~P54(x25871,x25872,x25873,x25874,x25875,x25876,x25877,x25878)+P54(x25871,x25872,x25873,x25874,x25875,x25879,x25877,x25878)+~E(x25876,x25879)), 52.23/52.34 inference(rename_variables,[],[171])). 52.23/52.34 cnf(2589,plain, 52.23/52.34 (~P54(x25891,x25892,x25893,x25894,x25895,x25896,x25897,x25898)+P54(x25891,x25892,x25893,x25894,x25895,x25899,x25897,x25898)+~E(x25896,x25899)), 52.23/52.34 inference(rename_variables,[],[171])). 52.23/52.34 cnf(2591,plain, 52.23/52.34 (~P54(x25911,x25912,x25913,x25914,a9,a8,f7(a9,a8,f7(a9,a8,a9)),x25915)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172])). 52.23/52.34 cnf(2592,plain, 52.23/52.34 (~P54(x25921,x25922,x25923,x25924,x25925,x25926,x25927,x25928)+P54(x25921,x25922,x25923,x25924,x25925,x25926,x25929,x25928)+~E(x25927,x25929)), 52.23/52.34 inference(rename_variables,[],[172])). 52.23/52.34 cnf(2593,plain, 52.23/52.34 (~P54(x25931,x25932,x25933,x25934,a9,a8,f7(a10,a11,f7(a10,a11,a9)),x25935)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592])). 52.23/52.34 cnf(2594,plain, 52.23/52.34 (~P54(x25941,x25942,x25943,x25944,x25945,x25946,x25947,x25948)+P54(x25941,x25942,x25943,x25944,x25945,x25946,x25949,x25948)+~E(x25947,x25949)), 52.23/52.34 inference(rename_variables,[],[172])). 52.23/52.34 cnf(2595,plain, 52.23/52.34 (~P54(x25951,x25952,x25953,x25954,a9,a8,f7(a17,a16,f7(a17,a16,a9)),x25955)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594])). 52.23/52.34 cnf(2596,plain, 52.23/52.34 (~P54(x25961,x25962,x25963,x25964,x25965,x25966,x25967,x25968)+P54(x25961,x25962,x25963,x25964,x25965,x25966,x25969,x25968)+~E(x25967,x25969)), 52.23/52.34 inference(rename_variables,[],[172])). 52.23/52.34 cnf(2599,plain, 52.23/52.34 (~P54(x25991,x25992,x25993,x25994,x25995,x25996,x25997,x25998)+P54(x25991,x25992,x25993,x25994,x25995,x25996,x25997,x25999)+~E(x25998,x25999)), 52.23/52.34 inference(rename_variables,[],[173])). 52.23/52.34 cnf(2601,plain, 52.23/52.34 (~P54(x26011,x26012,x26013,x26014,x26015,x26016,x26017,x26018)+P54(x26011,x26012,x26013,x26014,x26015,x26016,x26017,x26019)+~E(x26018,x26019)), 52.23/52.34 inference(rename_variables,[],[173])). 52.23/52.34 cnf(2602,plain, 52.23/52.34 (~P54(f7(a9,a8,f7(a9,a8,a9)),x26021,x26022,a8,a9,x26023,x26024,f7(a9,a8,f7(a9,a8,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601])). 52.23/52.34 cnf(2603,plain, 52.23/52.34 (~P54(x26031,x26032,x26033,x26034,x26035,x26036,x26037,x26038)+P54(x26031,x26032,x26033,x26034,x26035,x26036,x26037,x26039)+~E(x26038,x26039)), 52.23/52.34 inference(rename_variables,[],[173])). 52.23/52.34 cnf(2604,plain, 52.23/52.34 (~P54(x26041,f7(a9,a8,f7(a9,a8,a9)),x26042,a8,x26043,a9,x26044,f7(a9,a8,f7(a9,a8,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603])). 52.23/52.34 cnf(2605,plain, 52.23/52.34 (~P52(f7(a9,a8,f7(a9,a8,a9)),x26051,x26052,a8,x26053,x26054,a9)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174])). 52.23/52.34 cnf(2606,plain, 52.23/52.34 (~P52(x26061,x26062,x26063,x26064,x26065,x26066,x26067)+P52(x26068,x26062,x26063,x26064,x26065,x26066,x26067)+~E(x26061,x26068)), 52.23/52.34 inference(rename_variables,[],[174])). 52.23/52.34 cnf(2607,plain, 52.23/52.34 (~P52(f7(a9,a8,f7(a9,a8,a9)),a8,a9,x26071,x26072,x26073,x26074)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606])). 52.23/52.34 cnf(2608,plain, 52.23/52.34 (~P52(x26081,x26082,x26083,x26084,x26085,x26086,x26087)+P52(x26088,x26082,x26083,x26084,x26085,x26086,x26087)+~E(x26081,x26088)), 52.23/52.34 inference(rename_variables,[],[174])). 52.23/52.34 cnf(2609,plain, 52.23/52.34 (~P52(f7(a9,a8,f7(a9,a8,a9)),x26091,a8,a8,x26092,x26093,x26094)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608])). 52.23/52.34 cnf(2610,plain, 52.23/52.34 (~P52(x26101,x26102,x26103,x26104,x26105,x26106,x26107)+P52(x26108,x26102,x26103,x26104,x26105,x26106,x26107)+~E(x26101,x26108)), 52.23/52.34 inference(rename_variables,[],[174])). 52.23/52.34 cnf(2612,plain, 52.23/52.34 (~P52(x26121,f7(a9,a8,f7(a9,a8,a9)),x26122,a8,x26123,a9,x26124)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175])). 52.23/52.34 cnf(2613,plain, 52.23/52.34 (~P52(x26131,x26132,x26133,x26134,x26135,x26136,x26137)+P52(x26131,x26138,x26133,x26134,x26135,x26136,x26137)+~E(x26132,x26138)), 52.23/52.34 inference(rename_variables,[],[175])). 52.23/52.34 cnf(2616,plain, 52.23/52.34 (~P52(x26161,x26162,f7(a9,a8,f7(a9,a8,a9)),a8,a9,x26163,x26164)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176])). 52.23/52.34 cnf(2617,plain, 52.23/52.34 (~P52(x26171,x26172,x26173,x26174,x26175,x26176,x26177)+P52(x26171,x26172,x26178,x26174,x26175,x26176,x26177)+~E(x26173,x26178)), 52.23/52.34 inference(rename_variables,[],[176])). 52.23/52.34 cnf(2619,plain, 52.23/52.34 (~P52(x26191,x26192,x26193,x26194,x26195,x26196,x26197)+P52(x26191,x26192,x26198,x26194,x26195,x26196,x26197)+~E(x26193,x26198)), 52.23/52.34 inference(rename_variables,[],[176])). 52.23/52.34 cnf(2621,plain, 52.23/52.34 (~P52(x26211,x26212,x26213,x26214,x26215,x26216,x26217)+P52(x26211,x26212,x26218,x26214,x26215,x26216,x26217)+~E(x26213,x26218)), 52.23/52.34 inference(rename_variables,[],[176])). 52.23/52.34 cnf(2624,plain, 52.23/52.34 (~P52(x26241,x26242,x26243,x26244,x26245,x26246,x26247)+P52(x26241,x26242,x26243,x26248,x26245,x26246,x26247)+~E(x26244,x26248)), 52.23/52.34 inference(rename_variables,[],[177])). 52.23/52.34 cnf(2626,plain, 52.23/52.34 (~P52(x26261,x26262,x26263,x26264,x26265,x26266,x26267)+P52(x26261,x26262,x26263,x26268,x26265,x26266,x26267)+~E(x26264,x26268)), 52.23/52.34 inference(rename_variables,[],[177])). 52.23/52.34 cnf(2628,plain, 52.23/52.34 (~P52(x26281,x26282,x26283,x26284,x26285,x26286,x26287)+P52(x26281,x26282,x26283,x26288,x26285,x26286,x26287)+~E(x26284,x26288)), 52.23/52.34 inference(rename_variables,[],[177])). 52.23/52.34 cnf(2631,plain, 52.23/52.34 (~P52(x26311,x26312,x26313,x26314,x26315,x26316,x26317)+P52(x26311,x26312,x26313,x26314,x26318,x26316,x26317)+~E(x26315,x26318)), 52.23/52.34 inference(rename_variables,[],[178])). 52.23/52.34 cnf(2633,plain, 52.23/52.34 (~P52(x26331,x26332,x26333,x26334,x26335,x26336,x26337)+P52(x26331,x26332,x26333,x26334,x26338,x26336,x26337)+~E(x26335,x26338)), 52.23/52.34 inference(rename_variables,[],[178])). 52.23/52.34 cnf(2635,plain, 52.23/52.34 (~P52(x26351,x26352,x26353,x26354,x26355,x26356,x26357)+P52(x26351,x26352,x26353,x26354,x26358,x26356,x26357)+~E(x26355,x26358)), 52.23/52.34 inference(rename_variables,[],[178])). 52.23/52.34 cnf(2638,plain, 52.23/52.34 (~P52(x26381,x26382,x26383,x26384,x26385,x26386,x26387)+P52(x26381,x26382,x26383,x26384,x26385,x26388,x26387)+~E(x26386,x26388)), 52.23/52.34 inference(rename_variables,[],[179])). 52.23/52.34 cnf(2639,plain, 52.23/52.34 (~P52(x26391,f7(a9,a8,f7(a9,a8,a9)),x26392,a8,x26393,f7(a9,a8,f7(a9,a8,a9)),x26394)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638])). 52.23/52.34 cnf(2640,plain, 52.23/52.34 (~P52(x26401,x26402,x26403,x26404,x26405,x26406,x26407)+P52(x26401,x26402,x26403,x26404,x26405,x26408,x26407)+~E(x26406,x26408)), 52.23/52.34 inference(rename_variables,[],[179])). 52.23/52.34 cnf(2644,plain, 52.23/52.34 (~P52(x26441,x26442,x26443,x26444,x26445,x26446,x26447)+P52(x26441,x26442,x26443,x26444,x26445,x26446,x26448)+~E(x26447,x26448)), 52.23/52.34 inference(rename_variables,[],[180])). 52.23/52.34 cnf(2646,plain, 52.23/52.34 (~P52(x26461,x26462,x26463,x26464,x26465,x26466,x26467)+P52(x26461,x26462,x26463,x26464,x26465,x26466,x26468)+~E(x26467,x26468)), 52.23/52.34 inference(rename_variables,[],[180])). 52.23/52.34 cnf(2648,plain, 52.23/52.34 (~P52(x26481,x26482,x26483,x26484,x26485,x26486,x26487)+P52(x26481,x26482,x26483,x26484,x26485,x26486,x26488)+~E(x26487,x26488)), 52.23/52.34 inference(rename_variables,[],[180])). 52.23/52.34 cnf(2649,plain, 52.23/52.34 (~P52(f7(a9,a8,f7(a9,a8,a9)),x26491,x26492,a8,x26493,x26494,f7(a9,a8,f7(a9,a8,a9)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648])). 52.23/52.34 cnf(2650,plain, 52.23/52.34 (P18(a15,a17,a15)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244])). 52.23/52.34 cnf(2653,plain, 52.23/52.34 (E(x26531,x26532)+P2(x26533,x26531,x26534)+~P2(x26531,x26532,x26534)+~P2(x26533,x26531,x26532)), 52.23/52.34 inference(rename_variables,[],[268])). 52.23/52.34 cnf(2656,plain, 52.23/52.34 (~P3(a15,a16,a17)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270])). 52.23/52.34 cnf(2659,plain, 52.23/52.34 (P2(x26591,x26592,x26593)+~P3(x26593,x26591,x26592)+P2(x26593,x26591,x26592)+P2(x26592,x26593,x26591)), 52.23/52.34 inference(rename_variables,[],[280])). 52.23/52.34 cnf(2661,plain, 52.23/52.34 (P2(x26611,x26612,x26613)+~P3(x26613,x26611,x26612)+P2(x26613,x26611,x26612)+P2(x26612,x26613,x26611)), 52.23/52.34 inference(rename_variables,[],[280])). 52.23/52.34 cnf(2663,plain, 52.23/52.34 (P2(x26631,x26632,x26633)+~P3(x26633,x26631,x26632)+P2(x26633,x26631,x26632)+P2(x26632,x26633,x26631)), 52.23/52.34 inference(rename_variables,[],[280])). 52.23/52.34 cnf(2665,plain, 52.23/52.34 (~P2(a15,a17,f42(a16,a16,a15,a15,a17))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285])). 52.23/52.34 cnf(2668,plain, 52.23/52.34 (~P12(x26681,x26682,x26683,x26684)+~P12(x26685,x26686,x26687,x26688)+~P13(x26681,x26682,x26685,x26686)+P13(x26683,x26684,x26687,x26688)), 52.23/52.34 inference(rename_variables,[],[387])). 52.23/52.34 cnf(2669,plain, 52.23/52.34 (~P12(f7(a8,a9,a11),f7(a8,a9,a10),a8,a9)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668])). 52.23/52.34 cnf(2670,plain, 52.23/52.34 (~P12(x26701,x26702,x26703,x26704)+~P12(x26705,x26706,x26707,x26708)+~P13(x26701,x26702,x26705,x26706)+P13(x26703,x26704,x26707,x26708)), 52.23/52.34 inference(rename_variables,[],[387])). 52.23/52.34 cnf(2672,plain, 52.23/52.34 (~P12(x26721,x26722,x26723,x26724)+~P12(x26725,x26726,x26727,x26728)+~P13(x26721,x26722,x26725,x26726)+P13(x26723,x26724,x26727,x26728)), 52.23/52.34 inference(rename_variables,[],[387])). 52.23/52.34 cnf(2674,plain, 52.23/52.34 (P41(a9,a8,f23(a9,a8,f19(a9,a8)),f19(a9,a8),f23(a9,a8,f19(a9,a8)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395])). 52.23/52.34 cnf(2675,plain, 52.23/52.34 (P41(x26751,x26752,x26753,x26754,x26753)+E(x26751,x26752)+~P3(x26751,x26752,x26753)+~P27(x26751,x26752,x26754,x26753)), 52.23/52.34 inference(rename_variables,[],[395])). 52.23/52.34 cnf(2676,plain, 52.23/52.34 (P41(a10,a11,f23(a10,a11,f19(a10,a11)),f19(a10,a11),f23(a10,a11,f19(a10,a11)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675])). 52.23/52.34 cnf(2677,plain, 52.23/52.34 (P41(x26771,x26772,x26773,x26774,x26773)+E(x26771,x26772)+~P3(x26771,x26772,x26773)+~P27(x26771,x26772,x26774,x26773)), 52.23/52.34 inference(rename_variables,[],[395])). 52.23/52.34 cnf(2678,plain, 52.23/52.34 (P41(a17,a16,f23(a17,a16,f19(a17,a16)),f19(a17,a16),f23(a17,a16,f19(a17,a16)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677])). 52.23/52.34 cnf(2680,plain, 52.23/52.34 (~P27(f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a10),f7(a8,a9,a11))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397])). 52.23/52.34 cnf(2681,plain, 52.23/52.34 (~P27(x26811,x26812,x26813,x26814)+P41(x26811,x26812,x26815,x26813,x26814)+~P3(x26813,x26814,x26815)+~P3(x26811,x26812,x26815)), 52.23/52.34 inference(rename_variables,[],[397])). 52.23/52.34 cnf(2682,plain, 52.23/52.34 (~P27(f7(a8,a9,a10),f7(a8,a9,a11),f7(a8,a9,a10),f7(a8,a9,a11))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681])). 52.23/52.34 cnf(2687,plain, 52.23/52.34 (~P12(x26871,x26872,x26873,x26874)+P49(x26871,x26875,x26872,x26873,x26876,x26874)+~P12(x26875,x26872,x26876,x26874)+~P12(x26871,x26875,x26873,x26876)), 52.23/52.34 inference(rename_variables,[],[435])). 52.23/52.34 cnf(2689,plain, 52.23/52.34 (~P12(x26891,x26892,x26893,x26894)+P49(x26891,x26895,x26892,x26893,x26896,x26894)+~P12(x26895,x26892,x26896,x26894)+~P12(x26891,x26895,x26893,x26896)), 52.23/52.34 inference(rename_variables,[],[435])). 52.23/52.34 cnf(2691,plain, 52.23/52.34 (~P12(x26911,x26912,x26913,x26914)+P49(x26911,x26915,x26912,x26913,x26916,x26914)+~P12(x26915,x26912,x26916,x26914)+~P12(x26911,x26915,x26913,x26916)), 52.23/52.34 inference(rename_variables,[],[435])). 52.23/52.34 cnf(2694,plain, 52.23/52.34 (P2(x26941,f51(x26942,x26943,x26944,x26945,x26946,x26941),x26944)+~P2(x26942,x26943,x26944)+~P2(x26942,x26941,x26945)+~P2(x26945,x26946,x26944)), 52.23/52.34 inference(rename_variables,[],[445])). 52.23/52.34 cnf(2696,plain, 52.23/52.34 (P2(x26961,f51(x26962,x26963,x26964,x26965,x26966,x26961),x26964)+~P2(x26962,x26963,x26964)+~P2(x26962,x26961,x26965)+~P2(x26965,x26966,x26964)), 52.23/52.34 inference(rename_variables,[],[445])). 52.23/52.34 cnf(2698,plain, 52.23/52.34 (P2(x26981,f51(x26982,x26983,x26984,x26985,x26986,x26981),x26984)+~P2(x26982,x26983,x26984)+~P2(x26982,x26981,x26985)+~P2(x26985,x26986,x26984)), 52.23/52.34 inference(rename_variables,[],[445])). 52.23/52.34 cnf(2701,plain, 52.23/52.34 (P2(x27011,f51(x27012,x27011,x27013,x27014,x27015,x27016),x27015)+~P2(x27014,x27015,x27013)+~P2(x27012,x27016,x27014)+~P2(x27012,x27011,x27013)), 52.23/52.34 inference(rename_variables,[],[446])). 52.23/52.34 cnf(2703,plain, 52.23/52.34 (P2(x27031,f51(x27032,x27031,x27033,x27034,x27035,x27036),x27035)+~P2(x27034,x27035,x27033)+~P2(x27032,x27036,x27034)+~P2(x27032,x27031,x27033)), 52.23/52.34 inference(rename_variables,[],[446])). 52.23/52.34 cnf(2705,plain, 52.23/52.34 (P2(x27051,f51(x27052,x27051,x27053,x27054,x27055,x27056),x27055)+~P2(x27054,x27055,x27053)+~P2(x27052,x27056,x27054)+~P2(x27052,x27051,x27053)), 52.23/52.34 inference(rename_variables,[],[446])). 52.23/52.34 cnf(2707,plain, 52.23/52.34 (~P5(a16,a17,a16)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292])). 52.23/52.34 cnf(2708,plain, 52.23/52.34 (E(x27081,x27082)+~P5(x27083,x27084,x27085)+~P3(x27081,x27082,x27085)+~P3(x27081,x27082,x27083)+P3(x27081,x27082,x27084)), 52.23/52.34 inference(rename_variables,[],[292])). 52.23/52.34 cnf(2709,plain, 52.23/52.34 (~P5(f21(a8,a9,x27091),f19(a9,a8),f21(a8,a9,x27091))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708])). 52.23/52.34 cnf(2710,plain, 52.23/52.34 (E(x27101,x27102)+~P5(x27103,x27104,x27105)+~P3(x27101,x27102,x27105)+~P3(x27101,x27102,x27103)+P3(x27101,x27102,x27104)), 52.23/52.34 inference(rename_variables,[],[292])). 52.23/52.34 cnf(2711,plain, 52.23/52.34 (~P5(f21(a11,a10,x27111),f19(a10,a11),f21(a11,a10,x27111))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710])). 52.23/52.34 cnf(2712,plain, 52.23/52.34 (E(x27121,x27122)+~P5(x27123,x27124,x27125)+~P3(x27121,x27122,x27125)+~P3(x27121,x27122,x27123)+P3(x27121,x27122,x27124)), 52.23/52.34 inference(rename_variables,[],[292])). 52.23/52.34 cnf(2713,plain, 52.23/52.34 (~P5(f21(a16,a17,x27131),f19(a17,a16),f21(a16,a17,x27131))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712])). 52.23/52.34 cnf(2715,plain, 52.23/52.34 (P12(x27151,x27152,x27153,x27154)+~P2(x27153,x27155,x27154)+~P2(x27151,x27156,x27152)+~P12(x27156,x27152,x27153,x27155)+~P12(x27151,x27156,x27155,x27154)), 52.23/52.34 inference(rename_variables,[],[385])). 52.23/52.34 cnf(2720,plain, 52.23/52.34 (P18(x27201,x27202,x27203)+~P18(x27203,x27202,x27201)), 52.23/52.34 inference(rename_variables,[],[228])). 52.23/52.34 cnf(2721,plain, 52.23/52.34 (P18(a8,a9,f14(f14(a8,a9,a15,a16),a9,a8,a9))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720])). 52.23/52.34 cnf(2722,plain, 52.23/52.34 (P18(x27221,x27222,x27223)+~P18(x27223,x27222,x27221)), 52.23/52.34 inference(rename_variables,[],[228])). 52.23/52.34 cnf(2723,plain, 52.23/52.34 (P18(a11,a10,f14(f14(a11,a10,a15,a16),a10,a11,a10))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722])). 52.23/52.34 cnf(2724,plain, 52.23/52.34 (P18(x27241,x27242,x27243)+~P18(x27243,x27242,x27241)), 52.23/52.34 inference(rename_variables,[],[228])). 52.23/52.34 cnf(2725,plain, 52.23/52.34 (P18(a16,a17,f14(f14(a16,a17,a15,a16),a17,a16,a17))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724])). 52.23/52.34 cnf(2729,plain, 52.23/52.34 (P4(f1(f7(a8,a9,a10),f1(f7(a8,a9,a10),f7(a8,a9,a10))),f7(a8,a9,a11),f1(f7(a8,a9,a11),f7(a8,a9,a10)))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724,1368,1433,1453])). 52.23/52.34 cnf(2731,plain, 52.23/52.34 (~E(f22(x27311,x27312,x27313),x27312)+~P18(x27311,x27312,x27313)), 52.23/52.34 inference(rename_variables,[],[250])). 52.23/52.34 cnf(2733,plain, 52.23/52.34 (~E(f22(x27331,x27332,x27333),x27332)+~P18(x27331,x27332,x27333)), 52.23/52.34 inference(rename_variables,[],[250])). 52.23/52.34 cnf(2735,plain, 52.23/52.34 (P18(f1(x27351,f14(f14(a8,a9,a15,a16),a9,a8,a9)),f1(x27351,a9),f1(x27351,a8))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724,1368,1433,1453,1462,2731,2733,1480])). 52.23/52.34 cnf(2736,plain, 52.23/52.34 (P18(f1(x27361,x27362),f1(x27361,x27363),f1(x27361,x27364))+~P18(x27362,x27363,x27364)), 52.23/52.34 inference(rename_variables,[],[262])). 52.23/52.34 cnf(2737,plain, 52.23/52.34 (P18(f1(x27371,f14(f14(a11,a10,a15,a16),a10,a11,a10)),f1(x27371,a10),f1(x27371,a11))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724,1368,1433,1453,1462,2731,2733,1480,2736])). 52.23/52.34 cnf(2738,plain, 52.23/52.34 (P2(a8,a9,f22(f14(f14(a8,a9,a15,a16),a9,a8,a9),a9,a8))), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724,1368,1433,1453,1462,2731,2733,1480,2736,1484])). 52.23/52.34 cnf(2739,plain, 52.23/52.34 (P2(x27391,x27392,f22(x27393,x27392,x27391))+~P18(x27393,x27392,x27391)), 52.23/52.34 inference(rename_variables,[],[278])). 52.23/52.34 cnf(2742,plain, 52.23/52.34 (P2(x27421,x27422,f22(x27421,x27422,x27423))+~P18(x27421,x27422,x27423)), 52.23/52.34 inference(rename_variables,[],[279])). 52.23/52.34 cnf(2744,plain, 52.23/52.34 (P2(x27441,x27442,f22(x27441,x27442,x27443))+~P18(x27441,x27442,x27443)), 52.23/52.34 inference(rename_variables,[],[279])). 52.23/52.34 cnf(2746,plain, 52.23/52.34 (P2(x27461,x27462,f22(x27461,x27462,x27463))+~P18(x27461,x27462,x27463)), 52.23/52.34 inference(rename_variables,[],[279])). 52.23/52.34 cnf(2749,plain, 52.23/52.34 (~P5(x27491,x27492,x27493)+P12(x27492,x27491,x27492,x27493)), 52.23/52.34 inference(rename_variables,[],[296])). 52.23/52.34 cnf(2752,plain, 52.23/52.34 (P29(x27521,x27522,x27523,x27524)+~P29(x27524,x27522,x27523,x27521)), 52.23/52.34 inference(rename_variables,[],[335])). 52.23/52.34 cnf(2754,plain, 52.23/52.34 (P29(x27541,x27542,x27543,x27544)+~P29(x27544,x27542,x27543,x27541)), 52.23/52.34 inference(rename_variables,[],[335])). 52.23/52.34 cnf(2757,plain, 52.23/52.34 (P2(x27571,x27572,f38(x27573,x27574,x27571,x27572))+~P13(x27571,x27572,x27573,x27574)), 52.23/52.34 inference(rename_variables,[],[361])). 52.23/52.34 cnf(2759,plain, 52.23/52.34 (P2(x27591,x27592,f38(x27593,x27594,x27591,x27592))+~P13(x27591,x27592,x27593,x27594)), 52.23/52.34 inference(rename_variables,[],[361])). 52.23/52.34 cnf(2762,plain, 52.23/52.34 (P12(x27621,f38(x27622,x27623,x27621,x27624),x27622,x27623)+~P13(x27621,x27624,x27622,x27623)), 52.23/52.34 inference(rename_variables,[],[379])). 52.23/52.34 cnf(2765,plain, 52.23/52.34 (P2(x27651,f14(f14(x27652,x27651,a15,a16),x27651,x27653,x27654),x27652)+~P13(x27653,x27654,x27651,x27652)), 52.23/52.34 inference(rename_variables,[],[403])). 52.23/52.34 cnf(2768,plain, 52.23/52.34 (P12(x27681,x27682,x27683,f14(f14(x27684,x27683,a15,a16),x27683,x27681,x27682))+~P13(x27681,x27682,x27683,x27684)), 52.23/52.34 inference(rename_variables,[],[413])). 52.23/52.34 cnf(2771,plain, 52.23/52.34 (P27(x27711,x27712,x27713,x27714)+~P41(x27711,x27712,x27715,x27713,x27714)), 52.23/52.34 inference(rename_variables,[],[415])). 52.23/52.34 cnf(2773,plain, 52.23/52.34 (P27(x27731,x27732,x27733,x27734)+~P41(x27731,x27732,x27735,x27733,x27734)), 52.23/52.34 inference(rename_variables,[],[415])). 52.23/52.34 cnf(2775,plain, 52.23/52.34 (P27(x27751,x27752,x27753,x27754)+~P41(x27751,x27752,x27755,x27753,x27754)), 52.23/52.34 inference(rename_variables,[],[415])). 52.23/52.34 cnf(2778,plain, 52.23/52.34 (E(f39(x27781,x27782,x27783,x27784),x27785)+~P41(x27781,x27782,x27785,x27783,x27784)), 52.23/52.34 inference(rename_variables,[],[416])). 52.23/52.34 cnf(2780,plain, 52.23/52.34 (E(f39(x27801,x27802,x27803,x27804),x27805)+~P41(x27801,x27802,x27805,x27803,x27804)), 52.23/52.34 inference(rename_variables,[],[416])). 52.23/52.34 cnf(2782,plain, 52.23/52.34 (E(f39(x27821,x27822,x27823,x27824),x27825)+~P41(x27821,x27822,x27825,x27823,x27824)), 52.23/52.34 inference(rename_variables,[],[416])). 52.23/52.34 cnf(2785,plain, 52.23/52.34 (E(f14(x27851,x27852,f14(f14(x27853,x27854,a15,a16),x27854,x27851,x27852),x27853),f38(x27854,x27853,x27851,x27852))+~P13(x27851,x27852,x27854,x27853)), 52.23/52.34 inference(rename_variables,[],[417])). 52.23/52.34 cnf(2789,plain, 52.23/52.34 (~P3(x27891,x27892,f6(x27893,x27893))+E(x27893,f7(x27891,x27892,x27893))+E(x27891,x27892)), 52.23/52.34 inference(rename_variables,[],[489])). 52.23/52.34 cnf(2791,plain, 52.23/52.34 (~P5(f1(x27911,a9),x27911,f1(a8,a9))+~P4(x27911,a8,a9)), 52.23/52.34 inference(scs_inference,[],[189,202,203,480,481,483,491,492,493,477,190,191,192,193,182,183,184,185,186,194,195,198,187,188,197,207,199,200,201,204,205,206,181,215,497,499,208,503,505,507,219,510,512,514,220,517,519,521,221,524,526,528,222,531,533,535,301,538,540,542,400,545,547,549,402,552,554,556,486,559,561,563,487,566,568,570,2,573,575,577,4,580,582,584,5,587,589,591,6,594,596,598,7,601,603,605,8,608,610,612,9,615,617,619,10,622,624,626,11,629,631,633,12,636,638,640,13,643,645,647,14,650,652,654,15,657,659,661,16,664,666,668,17,671,673,675,18,678,680,682,19,685,687,689,20,692,694,696,21,699,701,703,22,706,708,710,23,713,715,717,24,720,722,724,25,727,729,731,26,734,736,738,27,741,743,745,28,748,750,752,29,755,757,759,30,762,764,766,31,769,771,773,32,776,778,780,33,783,785,787,34,790,792,794,35,797,799,801,36,804,806,808,37,811,813,815,38,818,820,822,39,825,827,829,40,832,834,836,41,839,841,843,42,846,848,850,43,853,855,857,44,860,862,864,45,867,869,871,46,874,876,878,47,881,883,885,48,888,890,892,49,895,897,899,50,902,904,906,51,909,911,913,52,916,918,920,53,923,925,927,54,930,932,934,55,937,939,941,56,944,946,948,57,951,953,955,58,958,960,962,59,965,967,969,60,972,974,976,61,979,981,983,62,986,988,990,63,993,995,997,64,1000,1002,1004,65,1007,1009,1011,66,1014,1016,1018,67,1021,1023,1025,68,1028,1030,1032,69,1035,1037,1039,70,1042,1044,1046,71,1049,1051,1053,72,1056,1058,1060,73,1063,1065,1067,74,1070,1072,1074,75,1077,1079,1081,76,1084,1086,1088,77,1091,1093,1095,78,1098,1100,1102,79,1105,1107,1109,80,1112,1114,1116,81,1119,1121,1123,82,1126,1128,1130,83,1133,1135,1137,84,1140,1142,1144,85,1147,1149,1151,86,1154,1156,1158,87,1161,1163,1165,88,1168,1170,1172,89,1175,1177,1179,90,1182,1184,1186,91,1189,1191,1193,92,1196,1198,1200,93,1203,1205,1207,94,1210,1212,1214,95,1217,1219,1221,96,1224,1226,1228,97,1231,1233,1235,98,1238,1240,1242,99,1245,1247,1249,100,1252,1254,1256,101,1259,1261,1263,102,1266,1268,1270,103,1273,1275,1277,209,1280,1282,1284,210,1287,1289,1291,211,1294,1296,1298,213,1301,1303,1305,216,1308,1310,1312,217,1315,1317,1319,218,1322,1324,1326,223,1329,1331,1333,224,1336,1338,1340,225,1343,1345,1347,226,1350,1352,1354,227,1357,1359,1361,229,1364,1366,230,1370,1372,1374,231,1377,1379,1381,232,1384,1386,1388,233,1391,1393,1395,234,1398,1400,1402,235,1405,1407,1409,236,1412,1414,1416,237,1419,1421,1423,238,1426,1428,1430,239,246,1435,1437,1439,247,1442,1444,1446,248,1449,1451,249,1455,1457,1459,250,259,1464,1466,1468,261,1471,1473,1475,262,1478,278,1482,283,1486,1488,1490,284,1493,1495,1497,290,1500,1502,1504,296,1507,297,1511,1513,1515,298,1518,1520,299,1524,1526,1528,300,1531,1533,1535,302,1538,1540,1542,308,1545,1547,1549,309,1552,1554,1556,310,1559,1561,1563,311,1566,1568,1570,313,1573,1575,1577,320,1580,1582,1584,327,1587,1589,1591,328,1594,1596,1598,329,1601,1603,1605,330,1608,1610,1612,331,1615,1617,1619,332,1622,1624,1626,333,1629,1631,1633,334,1636,1638,1640,335,349,1645,1647,1649,354,1652,1654,1656,361,379,1661,403,1665,405,1669,1671,1673,407,1676,1678,1680,412,1683,1685,1687,413,1690,417,1694,422,1698,1700,426,1704,1706,1708,427,1711,1713,1715,432,1718,1720,1722,433,1725,1727,1729,442,1732,1734,1736,443,1739,1741,1743,444,1746,1748,1750,448,1753,1755,1757,449,1760,1762,1764,450,1767,1769,1771,451,1774,1776,1778,452,1781,1783,1785,453,1788,1790,1792,454,1795,1797,1799,459,1802,1804,1806,460,1809,1811,1813,461,1816,1818,1820,462,1823,1825,1827,463,1830,1832,1834,464,1837,1839,1841,465,1844,1846,1848,466,1851,1853,1855,467,1858,1860,1862,468,1865,1867,1869,469,1872,1874,1876,470,1879,1881,1883,471,1886,1888,1890,472,1893,1895,1897,473,1900,1902,1904,474,1907,1909,1911,476,1914,1916,1918,242,1921,1923,1925,243,1928,1930,1932,489,1935,3,1939,1941,1943,104,1946,1948,1950,105,1953,1955,1957,106,1960,1962,1964,107,1967,1969,1971,108,1974,1976,1978,109,1981,1983,1985,110,1988,1990,1992,111,1995,112,1999,2001,2003,113,2006,2008,114,2012,2014,2016,115,2019,2021,2023,116,2026,2028,2030,117,2033,2035,2037,118,2040,2042,2044,119,2047,2049,2051,120,121,2056,2058,2060,122,2063,2065,2067,124,2070,2072,2074,125,2077,2079,2081,126,2084,2086,2088,127,2091,2093,2095,128,2098,2100,2102,129,2105,2107,2109,130,2112,2114,2116,131,2119,2121,2123,132,2126,2128,2130,133,2133,2135,2137,134,2140,2142,2144,135,2147,2149,2151,136,2154,2156,2158,138,2161,2163,2165,139,2168,2170,2172,140,2175,2177,2179,143,2182,2184,2186,144,2189,2191,2193,145,2196,2198,2200,146,2203,2205,2207,147,2210,2212,2214,148,2217,2219,2221,149,2224,2226,2228,150,2231,2233,2235,151,2238,2240,2242,251,2245,2247,2249,254,2252,2254,257,2258,2260,2262,258,2265,2267,2269,260,2272,2274,2276,263,2279,2281,2283,264,2286,265,2290,2292,2294,266,2297,2299,2301,295,2304,2306,2308,303,2311,2313,2315,305,2318,2320,307,2324,312,2328,2330,343,2334,2336,2338,344,2341,2343,2345,369,2348,2350,2352,370,2355,2357,2359,371,2362,374,2366,2368,2370,391,2373,2375,2377,410,2380,2382,2384,418,2387,2389,2391,419,2394,2396,2398,420,2401,2403,2405,421,2408,2410,2412,436,2415,2417,2419,437,439,2424,2426,2428,440,2431,2433,2435,441,2438,2440,2442,475,2445,2447,2449,152,2452,2454,2456,153,2459,2461,2463,154,2466,2468,2470,155,2473,2475,2477,156,2480,2482,2484,157,2487,2489,2491,158,2494,2496,2498,159,2501,2503,2505,160,2508,2510,2512,161,2515,2517,2519,162,2522,2524,2526,163,2529,2531,2533,164,2536,2538,2540,165,2543,2545,2547,166,2550,2552,2554,167,2557,2559,2561,168,2564,2566,2568,169,2571,2573,2575,170,2578,2580,2582,171,2585,2587,2589,172,2592,2594,2596,173,2599,2601,2603,174,2606,2608,2610,175,2613,176,2617,2619,2621,177,2624,2626,2628,178,2631,2633,2635,179,2638,2640,180,2644,2646,2648,244,268,2653,270,280,2659,2661,2663,285,387,2668,2670,2672,395,2675,2677,397,2681,414,435,2687,2689,2691,445,2694,2696,2698,446,2701,2703,2705,292,2708,2710,2712,385,2715,501,228,2720,2722,2724,1368,1433,1453,1462,2731,2733,1480,2736,1484,2739,279,2742,2744,2746,1509,2749,1643,2752,2754,1659,2757,2759,1663,2762,1667,2765,1692,2768,415,2771,2773,2775,416,2778,2780,2782,1696,2785,1702,1937,2789,490])). 52.23/52.34 cnf(2801,plain, 52.23/52.34 (E(f14(x28011,x28012,x28013,x28014),f14(x28011,x28015,x28013,x28014))+~E(x28012,x28015)), 52.23/52.34 inference(rename_variables,[],[36])). 52.23/52.34 cnf(2803,plain, 52.23/52.34 (E(f14(x28031,x28032,x28033,x28034),f14(x28031,x28035,x28033,x28034))+~E(x28032,x28035)), 52.23/52.34 inference(rename_variables,[],[36])). 52.23/52.34 cnf(2805,plain, 52.23/52.34 (E(f14(x28051,x28052,x28053,x28054),f14(x28051,x28055,x28053,x28054))+~E(x28052,x28055)), 52.23/52.34 inference(rename_variables,[],[36])). 52.23/52.34 cnf(2808,plain, 52.23/52.34 (E(f48(x28081,x28082,x28083,x28084,x28085),f48(x28086,x28082,x28083,x28084,x28085))+~E(x28081,x28086)), 52.23/52.34 inference(rename_variables,[],[30])). 52.23/52.34 cnf(2810,plain, 52.23/52.34 (E(f48(x28101,x28102,x28103,x28104,x28105),f48(x28106,x28102,x28103,x28104,x28105))+~E(x28101,x28106)), 52.23/52.34 inference(rename_variables,[],[30])). 52.23/52.34 cnf(2812,plain, 52.23/52.34 (E(f48(x28121,x28122,x28123,x28124,x28125),f48(x28126,x28122,x28123,x28124,x28125))+~E(x28121,x28126)), 52.23/52.34 inference(rename_variables,[],[30])). 52.23/52.34 cnf(2815,plain, 52.23/52.34 (P12(x28151,x28152,x28153,x28154)+~P54(x28151,x28155,x28156,x28152,x28153,x28157,x28158,x28154)), 52.23/52.34 inference(rename_variables,[],[473])). 52.23/52.34 cnf(2817,plain, 52.23/52.34 (P12(x28171,x28172,x28173,x28174)+~P54(x28171,x28175,x28176,x28172,x28173,x28177,x28178,x28174)), 52.23/52.34 inference(rename_variables,[],[473])). 52.23/52.34 cnf(2819,plain, 52.23/52.34 (P12(x28191,x28192,x28193,x28194)+~P54(x28191,x28195,x28196,x28192,x28193,x28197,x28198,x28194)), 52.23/52.34 inference(rename_variables,[],[473])). 52.23/52.34 cnf(2822,plain, 52.23/52.34 (E(f32(x28221,x28222,x28223,x28224),f32(x28221,x28225,x28223,x28224))+~E(x28222,x28225)), 52.23/52.34 inference(rename_variables,[],[80])). 52.23/52.34 cnf(2824,plain, 52.23/52.34 (E(f32(x28241,x28242,x28243,x28244),f32(x28241,x28245,x28243,x28244))+~E(x28242,x28245)), 52.23/52.34 inference(rename_variables,[],[80])). 52.23/52.34 cnf(2826,plain, 52.23/52.34 (E(f32(x28261,x28262,x28263,x28264),f32(x28261,x28265,x28263,x28264))+~E(x28262,x28265)), 52.23/52.34 inference(rename_variables,[],[80])). 52.23/52.34 cnf(2829,plain, 52.23/52.34 (~E(f1(x28291,f1(x28292,x28293)),f1(x28292,f1(x28291,x28293)))+E(x28291,x28292)), 52.23/52.34 inference(rename_variables,[],[224])). 52.23/52.34 cnf(2831,plain, 52.23/52.34 (~E(f1(x28311,f1(x28312,x28313)),f1(x28312,f1(x28311,x28313)))+E(x28311,x28312)), 52.23/52.34 inference(rename_variables,[],[224])). 52.23/52.34 cnf(2833,plain, 52.23/52.34 (~E(f1(x28331,f1(x28332,x28333)),f1(x28332,f1(x28331,x28333)))+E(x28331,x28332)), 52.23/52.34 inference(rename_variables,[],[224])). 52.23/52.34 cnf(2836,plain, 52.23/52.34 (P12(x28361,x28362,x28363,x28364)+~P12(x28363,x28364,x28361,x28362)), 52.23/52.34 inference(rename_variables,[],[327])). 52.23/52.34 cnf(2838,plain, 52.23/52.35 (P12(x28381,x28382,x28383,x28384)+~P12(x28383,x28384,x28381,x28382)), 52.23/52.35 inference(rename_variables,[],[327])). 52.23/52.35 cnf(2840,plain, 52.23/52.35 (P12(x28401,x28402,x28403,x28404)+~P12(x28403,x28404,x28401,x28402)), 52.23/52.35 inference(rename_variables,[],[327])). 52.23/52.35 cnf(2843,plain, 52.23/52.35 (P3(x28431,x28432,x28433)+~P55(x28431,x28432,x28433,x28434,x28435,x28436,x28437,x28438)), 52.23/52.35 inference(rename_variables,[],[463])). 52.23/52.35 cnf(2845,plain, 52.23/52.35 (P3(x28451,x28452,x28453)+~P55(x28451,x28452,x28453,x28454,x28455,x28456,x28457,x28458)), 52.23/52.35 inference(rename_variables,[],[463])). 52.23/52.35 cnf(2847,plain, 52.23/52.35 (P3(x28471,x28472,x28473)+~P55(x28471,x28472,x28473,x28474,x28475,x28476,x28477,x28478)), 52.23/52.35 inference(rename_variables,[],[463])). 52.23/52.35 cnf(2850,plain, 52.23/52.35 (P18(f1(x28501,x28502),f1(x28501,x28503),f1(x28501,x28504))+~P18(x28502,x28503,x28504)), 52.23/52.35 inference(rename_variables,[],[262])). 52.23/52.35 cnf(2852,plain, 52.23/52.35 (P18(f1(x28521,x28522),f1(x28521,x28523),f1(x28521,x28524))+~P18(x28522,x28523,x28524)), 52.23/52.35 inference(rename_variables,[],[262])). 52.23/52.35 cnf(2854,plain, 52.23/52.35 (P18(f1(x28541,x28542),f1(x28541,x28543),f1(x28541,x28544))+~P18(x28542,x28543,x28544)), 52.23/52.35 inference(rename_variables,[],[262])). 52.23/52.35 cnf(2857,plain, 52.23/52.35 (E(f7(x28571,x28572,x28573),f7(x28574,x28572,x28573))+~E(x28571,x28574)), 52.23/52.35 inference(rename_variables,[],[18])). 52.23/52.35 cnf(2859,plain, 52.23/52.35 (E(f7(x28591,x28592,x28593),f7(x28594,x28592,x28593))+~E(x28591,x28594)), 52.23/52.35 inference(rename_variables,[],[18])). 52.23/52.35 cnf(2861,plain, 52.23/52.35 (E(f7(x28611,x28612,x28613),f7(x28614,x28612,x28613))+~E(x28611,x28614)), 52.23/52.35 inference(rename_variables,[],[18])). 52.23/52.35 cnf(2864,plain, 52.23/52.35 (~E(f44(x28641,x28642,x28643,x28644,x28645),x28645)+~P41(x28641,x28642,x28645,x28643,x28644)), 52.23/52.35 inference(rename_variables,[],[426])). 52.23/52.35 cnf(2868,plain, 52.23/52.35 (P2(x28681,x28682,x28683)+~P2(x28683,x28682,x28681)), 52.23/52.35 inference(rename_variables,[],[226])). 52.23/52.35 cnf(2870,plain, 52.23/52.35 (P2(x28701,x28702,x28703)+~P2(x28703,x28702,x28701)), 52.23/52.35 inference(rename_variables,[],[226])). 52.23/52.35 cnf(2872,plain, 52.23/52.35 (P2(x28721,x28722,x28723)+~P2(x28723,x28722,x28721)), 52.23/52.35 inference(rename_variables,[],[226])). 52.23/52.35 cnf(2875,plain, 52.23/52.35 (E(f23(x28751,x28752,x28753),f23(x28751,x28752,x28754))+~E(x28753,x28754)), 52.23/52.35 inference(rename_variables,[],[56])). 52.23/52.35 cnf(2877,plain, 52.23/52.35 (E(f23(x28771,x28772,x28773),f23(x28771,x28772,x28774))+~E(x28773,x28774)), 52.23/52.35 inference(rename_variables,[],[56])). 52.23/52.35 cnf(2879,plain, 52.23/52.35 (E(f23(x28791,x28792,x28793),f23(x28791,x28792,x28794))+~E(x28793,x28794)), 52.23/52.35 inference(rename_variables,[],[56])). 52.23/52.35 cnf(2882,plain, 52.23/52.35 (E(f32(x28821,x28822,x28823,x28824),f32(x28821,x28822,x28823,x28825))+~E(x28824,x28825)), 52.23/52.35 inference(rename_variables,[],[82])). 52.23/52.35 cnf(2884,plain, 52.23/52.35 (E(f32(x28841,x28842,x28843,x28844),f32(x28841,x28842,x28843,x28845))+~E(x28844,x28845)), 52.23/52.35 inference(rename_variables,[],[82])). 52.23/52.35 cnf(2886,plain, 52.23/52.35 (E(f32(x28861,x28862,x28863,x28864),f32(x28861,x28862,x28863,x28865))+~E(x28864,x28865)), 52.23/52.35 inference(rename_variables,[],[82])). 52.23/52.35 cnf(2889,plain, 52.23/52.35 (P28(x28891,x28892,x28893,x28894)+~P28(x28891,x28892,x28894,x28893)), 52.23/52.35 inference(rename_variables,[],[334])). 52.23/52.35 cnf(2891,plain, 52.23/52.35 (P28(x28911,x28912,x28913,x28914)+~P28(x28911,x28912,x28914,x28913)), 52.23/52.35 inference(rename_variables,[],[334])). 52.23/52.35 cnf(2893,plain, 52.23/52.35 (P28(x28931,x28932,x28933,x28934)+~P28(x28931,x28932,x28934,x28933)), 52.23/52.35 inference(rename_variables,[],[334])). 52.23/52.35 cnf(2896,plain, 52.23/52.35 (P2(x28961,x28962,x28963)+~P52(x28964,x28965,x28961,x28962,x28963,x28966,x28967)), 52.23/52.35 inference(rename_variables,[],[448])). 52.23/52.35 cnf(2898,plain, 52.23/52.35 (P2(x28981,x28982,x28983)+~P52(x28984,x28985,x28981,x28982,x28983,x28986,x28987)), 52.23/52.35 inference(rename_variables,[],[448])). 52.23/52.35 cnf(2900,plain, 52.23/52.35 (P2(x29001,x29002,x29003)+~P52(x29004,x29005,x29001,x29002,x29003,x29006,x29007)), 52.23/52.35 inference(rename_variables,[],[448])). 52.23/52.35 cnf(2903,plain, 52.23/52.35 (E(f48(x29031,x29032,x29033,x29034,x29035),f48(x29031,x29032,x29033,x29034,x29036))+~E(x29035,x29036)), 52.23/52.35 inference(rename_variables,[],[34])). 52.23/52.35 cnf(2905,plain, 52.23/52.35 (E(f48(x29051,x29052,x29053,x29054,x29055),f48(x29051,x29052,x29053,x29054,x29056))+~E(x29055,x29056)), 52.23/52.35 inference(rename_variables,[],[34])). 52.23/52.35 cnf(2907,plain, 52.23/52.35 (E(f48(x29071,x29072,x29073,x29074,x29075),f48(x29071,x29072,x29073,x29074,x29076))+~E(x29075,x29076)), 52.23/52.35 inference(rename_variables,[],[34])). 52.23/52.35 cnf(2910,plain, 52.23/52.35 (E(x29101,x29102)+P18(x29101,x29102,x29101)), 52.23/52.35 inference(rename_variables,[],[213])). 52.23/52.35 cnf(2912,plain, 52.23/52.35 (E(x29121,x29122)+P18(x29121,x29122,x29121)), 52.23/52.35 inference(rename_variables,[],[213])). 52.23/52.35 cnf(2914,plain, 52.23/52.35 (E(x29141,x29142)+P18(x29141,x29142,x29141)), 52.23/52.35 inference(rename_variables,[],[213])). 52.23/52.35 cnf(2917,plain, 52.23/52.35 (P3(x29171,x29172,x29173)+~P3(x29172,x29171,x29173)), 52.23/52.35 inference(rename_variables,[],[237])). 52.23/52.35 cnf(2919,plain, 52.23/52.35 (P3(x29191,x29192,x29193)+~P3(x29192,x29191,x29193)), 52.23/52.35 inference(rename_variables,[],[237])). 52.23/52.35 cnf(2921,plain, 52.23/52.35 (P3(x29211,x29212,x29213)+~P3(x29212,x29211,x29213)), 52.23/52.35 inference(rename_variables,[],[237])). 52.23/52.35 cnf(2924,plain, 52.23/52.35 (E(x29241,x29242)+~P12(x29242,x29241,x29243,x29243)), 52.23/52.35 inference(rename_variables,[],[299])). 52.23/52.35 cnf(2926,plain, 52.23/52.35 (E(x29261,x29262)+~P12(x29262,x29261,x29263,x29263)), 52.23/52.35 inference(rename_variables,[],[299])). 52.23/52.35 cnf(2928,plain, 52.23/52.35 (E(x29281,x29282)+~P12(x29282,x29281,x29283,x29283)), 52.23/52.35 inference(rename_variables,[],[299])). 52.23/52.35 cnf(2931,plain, 52.23/52.35 (P2(x29311,x29312,x29313)+~P53(x29314,x29315,x29316,x29317,x29311,x29312,x29313,x29318)), 52.23/52.35 inference(rename_variables,[],[459])). 52.23/52.35 cnf(2933,plain, 52.23/52.35 (P2(x29331,x29332,x29333)+~P53(x29334,x29335,x29336,x29337,x29331,x29332,x29333,x29338)), 52.23/52.35 inference(rename_variables,[],[459])). 52.23/52.35 cnf(2935,plain, 52.23/52.35 (P2(x29351,x29352,x29353)+~P53(x29354,x29355,x29356,x29357,x29351,x29352,x29353,x29358)), 52.23/52.35 inference(rename_variables,[],[459])). 52.23/52.35 cnf(2938,plain, 52.23/52.35 (E(f48(x29381,x29382,x29383,x29384,x29385),f48(x29381,x29382,x29383,x29386,x29385))+~E(x29384,x29386)), 52.23/52.35 inference(rename_variables,[],[33])). 52.23/52.35 cnf(2940,plain, 52.23/52.35 (E(f48(x29401,x29402,x29403,x29404,x29405),f48(x29401,x29402,x29403,x29406,x29405))+~E(x29404,x29406)), 52.23/52.35 inference(rename_variables,[],[33])). 52.23/52.35 cnf(2942,plain, 52.23/52.35 (E(f48(x29421,x29422,x29423,x29424,x29425),f48(x29421,x29422,x29423,x29426,x29425))+~E(x29424,x29426)), 52.23/52.35 inference(rename_variables,[],[33])). 52.23/52.35 cnf(2945,plain, 52.23/52.35 (E(f14(x29451,x29452,x29453,x29454),f14(x29451,x29452,x29453,x29455))+~E(x29454,x29455)), 52.23/52.35 inference(rename_variables,[],[38])). 52.23/52.35 cnf(2947,plain, 52.23/52.35 (E(f14(x29471,x29472,x29473,x29474),f14(x29471,x29472,x29473,x29475))+~E(x29474,x29475)), 52.23/52.35 inference(rename_variables,[],[38])). 52.23/52.35 cnf(2949,plain, 52.23/52.35 (E(f14(x29491,x29492,x29493,x29494),f14(x29491,x29492,x29493,x29495))+~E(x29494,x29495)), 52.23/52.35 inference(rename_variables,[],[38])). 52.23/52.35 cnf(2952,plain, 52.23/52.35 (E(f44(x29521,x29522,x29523,x29524,x29525),f44(x29521,x29522,x29526,x29524,x29525))+~E(x29523,x29526)), 52.23/52.35 inference(rename_variables,[],[62])). 52.23/52.35 cnf(2954,plain, 52.23/52.35 (E(f44(x29541,x29542,x29543,x29544,x29545),f44(x29541,x29542,x29546,x29544,x29545))+~E(x29543,x29546)), 52.23/52.35 inference(rename_variables,[],[62])). 52.23/52.35 cnf(2956,plain, 52.23/52.35 (E(f44(x29561,x29562,x29563,x29564,x29565),f44(x29561,x29562,x29566,x29564,x29565))+~E(x29563,x29566)), 52.23/52.35 inference(rename_variables,[],[62])). 52.23/52.35 cnf(2959,plain, 52.23/52.35 (P2(x29591,f14(f14(x29592,x29591,a15,a16),x29591,x29593,x29594),x29592)+~P13(x29593,x29594,x29591,x29592)), 52.23/52.35 inference(rename_variables,[],[403])). 52.23/52.35 cnf(2961,plain, 52.23/52.35 (P2(x29611,f14(f14(x29612,x29611,a15,a16),x29611,x29613,x29614),x29612)+~P13(x29613,x29614,x29611,x29612)), 52.23/52.35 inference(rename_variables,[],[403])). 52.23/52.35 cnf(2963,plain, 52.23/52.35 (P2(x29631,f14(f14(x29632,x29631,a15,a16),x29631,x29633,x29634),x29632)+~P13(x29633,x29634,x29631,x29632)), 52.23/52.35 inference(rename_variables,[],[403])). 52.23/52.35 cnf(2966,plain, 52.23/52.35 (E(f51(x29661,x29662,x29663,x29664,x29665,x29666),f51(x29661,x29667,x29663,x29664,x29665,x29666))+~E(x29662,x29667)), 52.23/52.35 inference(rename_variables,[],[7])). 52.23/52.35 cnf(2968,plain, 52.23/52.35 (E(f51(x29681,x29682,x29683,x29684,x29685,x29686),f51(x29681,x29687,x29683,x29684,x29685,x29686))+~E(x29682,x29687)), 52.23/52.35 inference(rename_variables,[],[7])). 52.23/52.35 cnf(2970,plain, 52.23/52.35 (E(f51(x29701,x29702,x29703,x29704,x29705,x29706),f51(x29701,x29707,x29703,x29704,x29705,x29706))+~E(x29702,x29707)), 52.23/52.35 inference(rename_variables,[],[7])). 52.23/52.35 cnf(2973,plain, 52.23/52.35 (~P3(x29731,x29732,f19(x29731,x29732))+E(x29731,x29732)), 52.23/52.35 inference(rename_variables,[],[225])). 52.23/52.35 cnf(2975,plain, 52.23/52.35 (~P3(x29751,x29752,f19(x29751,x29752))+E(x29751,x29752)), 52.23/52.35 inference(rename_variables,[],[225])). 52.23/52.35 cnf(2977,plain, 52.23/52.35 (~P3(x29771,x29772,f19(x29771,x29772))+E(x29771,x29772)), 52.23/52.35 inference(rename_variables,[],[225])). 52.23/52.35 cnf(2980,plain, 52.23/52.35 (~P27(x29801,x29802,x29803,x29804)+P27(x29803,x29804,x29801,x29802)), 52.23/52.35 inference(rename_variables,[],[331])). 52.23/52.35 cnf(2982,plain, 52.23/52.35 (~P27(x29821,x29822,x29823,x29824)+P27(x29823,x29824,x29821,x29822)), 52.23/52.35 inference(rename_variables,[],[331])). 52.23/52.35 cnf(2984,plain, 52.23/52.35 (~P27(x29841,x29842,x29843,x29844)+P27(x29843,x29844,x29841,x29842)), 52.23/52.35 inference(rename_variables,[],[331])). 52.23/52.35 cnf(2987,plain, 52.23/52.35 (P12(x29871,x29872,x29871,x29873)+~P52(x29874,x29875,x29876,x29871,x29873,x29877,x29872)), 52.23/52.35 inference(rename_variables,[],[454])). 52.23/52.35 cnf(2989,plain, 52.23/52.35 (P12(x29891,x29892,x29891,x29893)+~P52(x29894,x29895,x29896,x29891,x29893,x29897,x29892)), 52.23/52.35 inference(rename_variables,[],[454])). 52.23/52.35 cnf(2991,plain, 52.23/52.35 (P12(x29911,x29912,x29911,x29913)+~P52(x29914,x29915,x29916,x29911,x29913,x29917,x29912)), 52.23/52.35 inference(rename_variables,[],[454])). 52.23/52.35 cnf(2994,plain, 52.23/52.35 (P5(x29941,x29942,x29943)+~P5(x29943,x29942,x29941)), 52.23/52.35 inference(rename_variables,[],[229])). 52.23/52.35 cnf(2996,plain, 52.23/52.35 (P5(x29961,x29962,x29963)+~P5(x29963,x29962,x29961)), 52.23/52.35 inference(rename_variables,[],[229])). 52.23/52.35 cnf(2998,plain, 52.23/52.35 (P5(x29981,x29982,x29983)+~P5(x29983,x29982,x29981)), 52.23/52.35 inference(rename_variables,[],[229])). 52.23/52.35 cnf(3001,plain, 52.23/52.35 (P12(x30011,x30012,x30013,x30014)+~P53(x30011,x30015,x30012,x30016,x30013,x30017,x30014,x30018)), 52.23/52.35 inference(rename_variables,[],[467])). 52.23/52.35 cnf(3003,plain, 52.23/52.35 (P12(x30031,x30032,x30033,x30034)+~P53(x30031,x30035,x30032,x30036,x30033,x30037,x30034,x30038)), 52.23/52.35 inference(rename_variables,[],[467])). 52.23/52.35 cnf(3005,plain, 52.23/52.35 (P12(x30051,x30052,x30053,x30054)+~P53(x30051,x30055,x30052,x30056,x30053,x30057,x30054,x30058)), 52.23/52.35 inference(rename_variables,[],[467])). 52.23/52.35 cnf(3008,plain, 52.23/52.35 (P3(x30081,x30082,x30083)+~P3(x30083,x30082,x30081)), 52.23/52.35 inference(rename_variables,[],[235])). 52.23/52.35 cnf(3010,plain, 52.23/52.35 (P3(x30101,x30102,x30103)+~P3(x30103,x30102,x30101)), 52.23/52.35 inference(rename_variables,[],[235])). 52.23/52.35 cnf(3012,plain, 52.23/52.35 (P3(x30121,x30122,x30123)+~P3(x30123,x30122,x30121)), 52.23/52.35 inference(rename_variables,[],[235])). 52.23/52.35 cnf(3015,plain, 52.23/52.35 (P12(x30151,f38(x30152,x30153,x30151,x30154),x30152,x30153)+~P13(x30151,x30154,x30152,x30153)), 52.23/52.35 inference(rename_variables,[],[379])). 52.23/52.35 cnf(3017,plain, 52.23/52.35 (P12(x30171,f38(x30172,x30173,x30171,x30174),x30172,x30173)+~P13(x30171,x30174,x30172,x30173)), 52.23/52.35 inference(rename_variables,[],[379])). 52.23/52.35 cnf(3019,plain, 52.23/52.35 (P12(x30191,f38(x30192,x30193,x30191,x30194),x30192,x30193)+~P13(x30191,x30194,x30192,x30193)), 52.23/52.35 inference(rename_variables,[],[379])). 52.23/52.35 cnf(3022,plain, 52.23/52.35 (E(f51(x30221,x30222,x30223,x30224,x30225,x30226),f51(x30227,x30222,x30223,x30224,x30225,x30226))+~E(x30221,x30227)), 52.23/52.35 inference(rename_variables,[],[6])). 52.23/52.35 cnf(3024,plain, 52.23/52.35 (E(f51(x30241,x30242,x30243,x30244,x30245,x30246),f51(x30247,x30242,x30243,x30244,x30245,x30246))+~E(x30241,x30247)), 52.23/52.35 inference(rename_variables,[],[6])). 52.23/52.35 cnf(3026,plain, 52.23/52.35 (E(f51(x30261,x30262,x30263,x30264,x30265,x30266),f51(x30267,x30262,x30263,x30264,x30265,x30266))+~E(x30261,x30267)), 52.23/52.35 inference(rename_variables,[],[6])). 52.23/52.35 cnf(3029,plain, 52.23/52.35 (P12(x30291,x30292,x30293,f14(f14(x30294,x30293,a15,a16),x30293,x30291,x30292))+~P13(x30291,x30292,x30293,x30294)), 52.23/52.35 inference(rename_variables,[],[413])). 52.23/52.35 cnf(3031,plain, 52.23/52.35 (P12(x30311,x30312,x30313,f14(f14(x30314,x30313,a15,a16),x30313,x30311,x30312))+~P13(x30311,x30312,x30313,x30314)), 52.23/52.35 inference(rename_variables,[],[413])). 52.23/52.35 cnf(3033,plain, 52.23/52.35 (P12(x30331,x30332,x30333,f14(f14(x30334,x30333,a15,a16),x30333,x30331,x30332))+~P13(x30331,x30332,x30333,x30334)), 52.23/52.35 inference(rename_variables,[],[413])). 52.23/52.35 cnf(3036,plain, 52.23/52.35 (P49(x30361,x30362,x30363,x30364,x30365,x30366)+~P55(x30361,x30362,x30363,x30367,x30364,x30365,x30366,x30368)), 52.23/52.35 inference(rename_variables,[],[476])). 52.23/52.35 cnf(3038,plain, 52.23/52.35 (P49(x30381,x30382,x30383,x30384,x30385,x30386)+~P55(x30381,x30382,x30383,x30387,x30384,x30385,x30386,x30388)), 52.23/52.35 inference(rename_variables,[],[476])). 52.23/52.35 cnf(3040,plain, 52.23/52.35 (P49(x30401,x30402,x30403,x30404,x30405,x30406)+~P55(x30401,x30402,x30403,x30407,x30404,x30405,x30406,x30408)), 52.23/52.35 inference(rename_variables,[],[476])). 52.23/52.35 cnf(3043,plain, 52.23/52.35 (E(f47(x30431,x30432,x30433,x30434,x30435),f47(x30431,x30432,x30436,x30434,x30435))+~E(x30433,x30436)), 52.23/52.35 inference(rename_variables,[],[27])). 52.23/52.35 cnf(3045,plain, 52.23/52.35 (E(f47(x30451,x30452,x30453,x30454,x30455),f47(x30451,x30452,x30456,x30454,x30455))+~E(x30453,x30456)), 52.23/52.35 inference(rename_variables,[],[27])). 52.23/52.35 cnf(3047,plain, 52.23/52.35 (E(f47(x30471,x30472,x30473,x30474,x30475),f47(x30471,x30472,x30476,x30474,x30475))+~E(x30473,x30476)), 52.23/52.35 inference(rename_variables,[],[27])). 52.23/52.35 cnf(3050,plain, 52.23/52.35 (E(f26(x30501,x30502,x30503),f26(x30501,x30504,x30503))+~E(x30502,x30504)), 52.23/52.35 inference(rename_variables,[],[47])). 52.23/52.35 cnf(3052,plain, 52.23/52.35 (E(f26(x30521,x30522,x30523),f26(x30521,x30524,x30523))+~E(x30522,x30524)), 52.23/52.35 inference(rename_variables,[],[47])). 52.23/52.35 cnf(3054,plain, 52.23/52.35 (E(f26(x30541,x30542,x30543),f26(x30541,x30544,x30543))+~E(x30542,x30544)), 52.23/52.35 inference(rename_variables,[],[47])). 52.23/52.35 cnf(3057,plain, 52.23/52.35 (E(f46(x30571,x30572,x30573,x30574,x30575),f46(x30576,x30572,x30573,x30574,x30575))+~E(x30571,x30576)), 52.23/52.35 inference(rename_variables,[],[86])). 52.23/52.35 cnf(3059,plain, 52.23/52.35 (E(f46(x30591,x30592,x30593,x30594,x30595),f46(x30596,x30592,x30593,x30594,x30595))+~E(x30591,x30596)), 52.23/52.35 inference(rename_variables,[],[86])). 52.23/52.35 cnf(3061,plain, 52.23/52.35 (E(f46(x30611,x30612,x30613,x30614,x30615),f46(x30616,x30612,x30613,x30614,x30615))+~E(x30611,x30616)), 52.23/52.35 inference(rename_variables,[],[86])). 52.23/52.35 cnf(3064,plain, 52.23/52.35 (E(f24(x30641,x30642,x30643),f24(x30641,x30642,x30644))+~E(x30643,x30644)), 52.23/52.35 inference(rename_variables,[],[101])). 52.23/52.35 cnf(3066,plain, 52.23/52.35 (E(f24(x30661,x30662,x30663),f24(x30661,x30662,x30664))+~E(x30663,x30664)), 52.23/52.35 inference(rename_variables,[],[101])). 52.23/52.35 cnf(3068,plain, 52.23/52.35 (E(f24(x30681,x30682,x30683),f24(x30681,x30682,x30684))+~E(x30683,x30684)), 52.23/52.35 inference(rename_variables,[],[101])). 52.23/52.35 cnf(3071,plain, 52.23/52.35 (E(f32(x30711,x30712,x30713,x30714),f32(x30715,x30712,x30713,x30714))+~E(x30711,x30715)), 52.23/52.35 inference(rename_variables,[],[79])). 52.23/52.35 cnf(3073,plain, 52.23/52.35 (E(f32(x30731,x30732,x30733,x30734),f32(x30735,x30732,x30733,x30734))+~E(x30731,x30735)), 52.23/52.35 inference(rename_variables,[],[79])). 52.23/52.35 cnf(3075,plain, 52.23/52.35 (E(f32(x30751,x30752,x30753,x30754),f32(x30755,x30752,x30753,x30754))+~E(x30751,x30755)), 52.23/52.35 inference(rename_variables,[],[79])). 52.23/52.35 cnf(3078,plain, 52.23/52.35 (E(f21(x30781,x30782,x30783),f21(x30784,x30782,x30783))+~E(x30781,x30784)), 52.23/52.35 inference(rename_variables,[],[91])). 52.23/52.35 cnf(3080,plain, 52.23/52.35 (E(f21(x30801,x30802,x30803),f21(x30804,x30802,x30803))+~E(x30801,x30804)), 52.23/52.35 inference(rename_variables,[],[91])). 52.23/52.35 cnf(3082,plain, 52.23/52.35 (E(f21(x30821,x30822,x30823),f21(x30824,x30822,x30823))+~E(x30821,x30824)), 52.23/52.35 inference(rename_variables,[],[91])). 52.23/52.35 cnf(3085,plain, 52.23/52.35 (E(f23(x30851,x30852,x30853),f23(x30854,x30852,x30853))+~E(x30851,x30854)), 52.23/52.35 inference(rename_variables,[],[54])). 52.23/52.35 cnf(3087,plain, 52.23/52.35 (E(f23(x30871,x30872,x30873),f23(x30874,x30872,x30873))+~E(x30871,x30874)), 52.23/52.35 inference(rename_variables,[],[54])). 52.23/52.35 cnf(3089,plain, 52.23/52.35 (E(f23(x30891,x30892,x30893),f23(x30894,x30892,x30893))+~E(x30891,x30894)), 52.23/52.35 inference(rename_variables,[],[54])). 52.23/52.35 cnf(3092,plain, 52.23/52.35 (P18(x30921,x30922,x30923)+~P18(x30923,x30922,x30921)), 52.23/52.35 inference(rename_variables,[],[228])). 52.23/52.35 cnf(3094,plain, 52.23/52.35 (P18(x30941,x30942,x30943)+~P18(x30943,x30942,x30941)), 52.23/52.35 inference(rename_variables,[],[228])). 52.23/52.35 cnf(3096,plain, 52.23/52.35 (P18(x30961,x30962,x30963)+~P18(x30963,x30962,x30961)), 52.23/52.35 inference(rename_variables,[],[228])). 52.23/52.35 cnf(3099,plain, 52.23/52.35 (~E(x30991,x30992)+P5(x30992,x30991,x30992)), 52.23/52.35 inference(rename_variables,[],[215])). 52.23/52.35 cnf(3101,plain, 52.23/52.35 (~E(x31011,x31012)+P5(x31012,x31011,x31012)), 52.23/52.35 inference(rename_variables,[],[215])). 52.23/52.35 cnf(3103,plain, 52.23/52.35 (~E(x31031,x31032)+P5(x31032,x31031,x31032)), 52.23/52.35 inference(rename_variables,[],[215])). 52.23/52.35 cnf(3106,plain, 52.23/52.35 (E(x31061,x31062)+E(x31063,f7(x31061,x31062,f7(x31061,x31062,x31063)))), 52.23/52.35 inference(rename_variables,[],[486])). 52.23/52.35 cnf(3108,plain, 52.23/52.35 (E(x31081,x31082)+E(x31083,f7(x31081,x31082,f7(x31081,x31082,x31083)))), 52.23/52.35 inference(rename_variables,[],[486])). 52.23/52.35 cnf(3110,plain, 52.23/52.35 (E(x31101,x31102)+E(x31103,f7(x31101,x31102,f7(x31101,x31102,x31103)))), 52.23/52.35 inference(rename_variables,[],[486])). 52.23/52.35 cnf(3113,plain, 52.23/52.35 (E(f39(x31131,x31132,x31133,x31134),f39(x31131,x31135,x31133,x31134))+~E(x31132,x31135)), 52.23/52.35 inference(rename_variables,[],[71])). 52.23/52.35 cnf(3115,plain, 52.23/52.35 (E(f39(x31151,x31152,x31153,x31154),f39(x31151,x31155,x31153,x31154))+~E(x31152,x31155)), 52.23/52.35 inference(rename_variables,[],[71])). 52.23/52.35 cnf(3117,plain, 52.23/52.35 (E(f39(x31171,x31172,x31173,x31174),f39(x31171,x31175,x31173,x31174))+~E(x31172,x31175)), 52.23/52.35 inference(rename_variables,[],[71])). 52.23/52.35 cnf(3120,plain, 52.23/52.35 (E(f46(x31201,x31202,x31203,x31204,x31205),f46(x31201,x31202,x31203,x31206,x31205))+~E(x31204,x31206)), 52.23/52.35 inference(rename_variables,[],[89])). 52.23/52.35 cnf(3122,plain, 52.23/52.35 (E(f46(x31221,x31222,x31223,x31224,x31225),f46(x31221,x31222,x31223,x31226,x31225))+~E(x31224,x31226)), 52.23/52.35 inference(rename_variables,[],[89])). 52.23/52.35 cnf(3124,plain, 52.23/52.35 (E(f46(x31241,x31242,x31243,x31244,x31245),f46(x31241,x31242,x31243,x31246,x31245))+~E(x31244,x31246)), 52.23/52.35 inference(rename_variables,[],[89])). 52.23/52.35 cnf(3127,plain, 52.23/52.35 (E(f50(x31271,x31272,x31273,x31274,x31275),f50(x31271,x31276,x31273,x31274,x31275))+~E(x31272,x31276)), 52.23/52.35 inference(rename_variables,[],[50])). 52.23/52.35 cnf(3129,plain, 52.23/52.35 (E(f50(x31291,x31292,x31293,x31294,x31295),f50(x31291,x31296,x31293,x31294,x31295))+~E(x31292,x31296)), 52.23/52.35 inference(rename_variables,[],[50])). 52.23/52.35 cnf(3131,plain, 52.23/52.35 (E(f50(x31311,x31312,x31313,x31314,x31315),f50(x31311,x31316,x31313,x31314,x31315))+~E(x31312,x31316)), 52.23/52.35 inference(rename_variables,[],[50])). 52.23/52.35 cnf(3134,plain, 52.23/52.35 (E(f44(x31341,x31342,x31343,x31344,x31345),f44(x31341,x31346,x31343,x31344,x31345))+~E(x31342,x31346)), 52.23/52.35 inference(rename_variables,[],[61])). 52.23/52.35 cnf(3136,plain, 52.23/52.35 (E(f44(x31361,x31362,x31363,x31364,x31365),f44(x31361,x31366,x31363,x31364,x31365))+~E(x31362,x31366)), 52.23/52.35 inference(rename_variables,[],[61])). 52.23/52.35 cnf(3138,plain, 52.23/52.35 (E(f44(x31381,x31382,x31383,x31384,x31385),f44(x31381,x31386,x31383,x31384,x31385))+~E(x31382,x31386)), 52.23/52.35 inference(rename_variables,[],[61])). 52.23/52.35 cnf(3141,plain, 52.23/52.35 (E(f44(x31411,x31412,x31413,x31414,x31415),f44(x31411,x31412,x31413,x31416,x31415))+~E(x31414,x31416)), 52.23/52.35 inference(rename_variables,[],[63])). 52.23/52.35 cnf(3143,plain, 52.23/52.35 (E(f44(x31431,x31432,x31433,x31434,x31435),f44(x31431,x31432,x31433,x31436,x31435))+~E(x31434,x31436)), 52.23/52.35 inference(rename_variables,[],[63])). 52.23/52.35 cnf(3145,plain, 52.23/52.35 (E(f44(x31451,x31452,x31453,x31454,x31455),f44(x31451,x31452,x31453,x31456,x31455))+~E(x31454,x31456)), 52.23/52.35 inference(rename_variables,[],[63])). 52.23/52.35 cnf(3148,plain, 52.23/52.35 (~P12(f1(x31481,x31482),f1(x31481,x31483),f1(x31481,x31484),f1(x31481,x31485))+P12(x31482,x31483,x31484,x31485)), 52.23/52.35 inference(rename_variables,[],[354])). 52.23/52.35 cnf(3150,plain, 52.23/52.35 (~P12(f1(x31501,x31502),f1(x31501,x31503),f1(x31501,x31504),f1(x31501,x31505))+P12(x31502,x31503,x31504,x31505)), 52.23/52.35 inference(rename_variables,[],[354])). 52.23/52.35 cnf(3152,plain, 52.23/52.35 (~P12(f1(x31521,x31522),f1(x31521,x31523),f1(x31521,x31524),f1(x31521,x31525))+P12(x31522,x31523,x31524,x31525)), 52.23/52.35 inference(rename_variables,[],[354])). 52.23/52.35 cnf(3155,plain, 52.23/52.35 (E(x31551,x31552)+~P2(x31551,x31552,x31551)), 52.23/52.35 inference(rename_variables,[],[216])). 52.23/52.35 cnf(3157,plain, 52.23/52.35 (E(x31571,x31572)+~P2(x31571,x31572,x31571)), 52.23/52.35 inference(rename_variables,[],[216])). 52.23/52.35 cnf(3159,plain, 52.23/52.35 (E(x31591,x31592)+~P2(x31591,x31592,x31591)), 52.23/52.35 inference(rename_variables,[],[216])). 52.23/52.35 cnf(3162,plain, 52.23/52.35 (P2(x31621,x31622,f22(x31623,x31622,x31621))+~P18(x31623,x31622,x31621)), 52.23/52.35 inference(rename_variables,[],[278])). 52.23/52.35 cnf(3164,plain, 52.23/52.35 (P2(x31641,x31642,f22(x31643,x31642,x31641))+~P18(x31643,x31642,x31641)), 52.23/52.35 inference(rename_variables,[],[278])). 52.23/52.35 cnf(3166,plain, 52.23/52.35 (P2(x31661,x31662,f22(x31663,x31662,x31661))+~P18(x31663,x31662,x31661)), 52.23/52.35 inference(rename_variables,[],[278])). 52.23/52.35 cnf(3169,plain, 52.23/52.35 (~E(x31691,x31692)+~P18(x31692,x31691,x31693)), 52.23/52.35 inference(rename_variables,[],[221])). 52.23/52.35 cnf(3171,plain, 52.23/52.35 (~E(x31711,x31712)+~P18(x31712,x31711,x31713)), 52.23/52.35 inference(rename_variables,[],[221])). 52.23/52.35 cnf(3173,plain, 52.23/52.35 (~E(x31731,x31732)+~P18(x31732,x31731,x31733)), 52.23/52.35 inference(rename_variables,[],[221])). 52.23/52.35 cnf(3176,plain, 52.23/52.35 (~E(x31761,x31762)+~P41(x31763,x31764,x31765,x31761,x31762)), 52.23/52.35 inference(rename_variables,[],[400])). 52.23/52.35 cnf(3178,plain, 52.23/52.35 (~E(x31781,x31782)+~P41(x31783,x31784,x31785,x31781,x31782)), 52.23/52.35 inference(rename_variables,[],[400])). 52.23/52.35 cnf(3180,plain, 52.23/52.35 (~E(x31801,x31802)+~P41(x31803,x31804,x31805,x31801,x31802)), 52.23/52.35 inference(rename_variables,[],[400])). 52.23/52.35 cnf(3183,plain, 52.23/52.35 (P12(x31831,x31832,x31833,x31834)+~P49(x31835,x31831,x31832,x31836,x31833,x31834)), 52.23/52.35 inference(rename_variables,[],[442])). 52.23/52.35 cnf(3185,plain, 52.23/52.35 (P12(x31851,x31852,x31853,x31854)+~P49(x31855,x31851,x31852,x31856,x31853,x31854)), 52.23/52.35 inference(rename_variables,[],[442])). 52.23/52.35 cnf(3187,plain, 52.23/52.35 (P12(x31871,x31872,x31873,x31874)+~P49(x31875,x31871,x31872,x31876,x31873,x31874)), 52.23/52.35 inference(rename_variables,[],[442])). 52.23/52.35 cnf(3190,plain, 52.23/52.35 (E(f31(x31901,x31902,x31903,x31904),f31(x31901,x31902,x31903,x31905))+~E(x31904,x31905)), 52.23/52.35 inference(rename_variables,[],[24])). 52.23/52.35 cnf(3192,plain, 52.23/52.35 (E(f31(x31921,x31922,x31923,x31924),f31(x31921,x31922,x31923,x31925))+~E(x31924,x31925)), 52.23/52.35 inference(rename_variables,[],[24])). 52.23/52.35 cnf(3194,plain, 52.23/52.35 (E(f31(x31941,x31942,x31943,x31944),f31(x31941,x31942,x31943,x31945))+~E(x31944,x31945)), 52.23/52.35 inference(rename_variables,[],[24])). 52.23/52.35 cnf(3197,plain, 52.23/52.35 (E(f45(x31971,x31972,x31973,x31974,x31975),f45(x31971,x31972,x31976,x31974,x31975))+~E(x31973,x31976)), 52.23/52.35 inference(rename_variables,[],[67])). 52.23/52.35 cnf(3199,plain, 52.23/52.35 (E(f45(x31991,x31992,x31993,x31994,x31995),f45(x31991,x31992,x31996,x31994,x31995))+~E(x31993,x31996)), 52.23/52.35 inference(rename_variables,[],[67])). 52.23/52.35 cnf(3201,plain, 52.23/52.35 (E(f45(x32011,x32012,x32013,x32014,x32015),f45(x32011,x32012,x32016,x32014,x32015))+~E(x32013,x32016)), 52.23/52.35 inference(rename_variables,[],[67])). 52.23/52.35 cnf(3204,plain, 52.23/52.35 (P3(x32041,x32042,x32043)+~P2(x32041,x32042,x32043)), 52.23/52.35 inference(rename_variables,[],[233])). 52.23/52.35 cnf(3206,plain, 52.23/52.35 (P3(x32061,x32062,x32063)+~P2(x32061,x32062,x32063)), 52.23/52.35 inference(rename_variables,[],[233])). 52.23/52.35 cnf(3208,plain, 52.23/52.35 (P3(x32081,x32082,x32083)+~P2(x32081,x32082,x32083)), 52.23/52.35 inference(rename_variables,[],[233])). 52.23/52.35 cnf(3211,plain, 52.23/52.35 (~E(f1(x32111,x32112),x32112)+E(x32112,x32111)), 52.23/52.35 inference(rename_variables,[],[209])). 52.23/52.35 cnf(3213,plain, 52.23/52.35 (~E(f1(x32131,x32132),x32132)+E(x32132,x32131)), 52.23/52.35 inference(rename_variables,[],[209])). 52.23/52.35 cnf(3215,plain, 52.23/52.35 (~E(f1(x32151,x32152),x32152)+E(x32152,x32151)), 52.23/52.35 inference(rename_variables,[],[209])). 52.23/52.35 cnf(3218,plain, 52.23/52.35 (P27(x32181,x32182,f25(x32181,x32182,x32183),x32181)+E(x32181,x32182)), 52.23/52.35 inference(rename_variables,[],[297])). 52.23/52.35 cnf(3220,plain, 52.23/52.35 (P27(x32201,x32202,f25(x32201,x32202,x32203),x32201)+E(x32201,x32202)), 52.23/52.35 inference(rename_variables,[],[297])). 52.23/52.35 cnf(3222,plain, 52.23/52.35 (P27(x32221,x32222,f25(x32221,x32222,x32223),x32221)+E(x32221,x32222)), 52.23/52.35 inference(rename_variables,[],[297])). 52.23/52.35 cnf(3225,plain, 52.23/52.35 (~P12(x32251,x32252,x32253,x32254)+P12(x32252,x32251,x32253,x32254)), 52.23/52.35 inference(rename_variables,[],[329])). 52.23/52.35 cnf(3227,plain, 52.23/52.35 (~P12(x32271,x32272,x32273,x32274)+P12(x32272,x32271,x32273,x32274)), 52.23/52.35 inference(rename_variables,[],[329])). 52.23/52.35 cnf(3229,plain, 52.23/52.35 (~P12(x32291,x32292,x32293,x32294)+P12(x32292,x32291,x32293,x32294)), 52.23/52.35 inference(rename_variables,[],[329])). 52.23/52.35 cnf(3232,plain, 52.23/52.35 (E(f22(x32321,x32322,x32323),f22(x32321,x32324,x32323))+~E(x32322,x32324)), 52.23/52.35 inference(rename_variables,[],[84])). 52.23/52.35 cnf(3234,plain, 52.23/52.35 (E(f22(x32341,x32342,x32343),f22(x32341,x32344,x32343))+~E(x32342,x32344)), 52.23/52.35 inference(rename_variables,[],[84])). 52.23/52.35 cnf(3236,plain, 52.23/52.35 (E(f22(x32361,x32362,x32363),f22(x32361,x32364,x32363))+~E(x32362,x32364)), 52.23/52.35 inference(rename_variables,[],[84])). 52.23/52.35 cnf(3239,plain, 52.23/52.35 (~P2(x32391,x32392,x32393)+~P18(x32391,x32392,x32393)), 52.23/52.35 inference(rename_variables,[],[249])). 52.23/52.35 cnf(3241,plain, 52.23/52.35 (~P2(x32411,x32412,x32413)+~P18(x32411,x32412,x32413)), 52.23/52.35 inference(rename_variables,[],[249])). 52.23/52.35 cnf(3243,plain, 52.23/52.35 (~P2(x32431,x32432,x32433)+~P18(x32431,x32432,x32433)), 52.23/52.35 inference(rename_variables,[],[249])). 52.23/52.35 cnf(3246,plain, 52.23/52.35 (E(f42(x32461,x32462,x32463,x32464,x32465),f42(x32461,x32462,x32466,x32464,x32465))+~E(x32463,x32466)), 52.23/52.35 inference(rename_variables,[],[96])). 52.23/52.35 cnf(3248,plain, 52.23/52.35 (E(f42(x32481,x32482,x32483,x32484,x32485),f42(x32481,x32482,x32486,x32484,x32485))+~E(x32483,x32486)), 52.23/52.35 inference(rename_variables,[],[96])). 52.23/52.35 cnf(3250,plain, 52.23/52.35 (E(f42(x32501,x32502,x32503,x32504,x32505),f42(x32501,x32502,x32506,x32504,x32505))+~E(x32503,x32506)), 52.23/52.35 inference(rename_variables,[],[96])). 52.23/52.35 cnf(3253,plain, 52.23/52.35 (E(f40(x32531,x32532,x32533,x32534),f40(x32531,x32535,x32533,x32534))+~E(x32532,x32535)), 52.23/52.35 inference(rename_variables,[],[13])). 52.23/52.35 cnf(3255,plain, 52.23/52.35 (E(f40(x32551,x32552,x32553,x32554),f40(x32551,x32555,x32553,x32554))+~E(x32552,x32555)), 52.23/52.35 inference(rename_variables,[],[13])). 52.23/52.35 cnf(3257,plain, 52.23/52.35 (E(f40(x32571,x32572,x32573,x32574),f40(x32571,x32575,x32573,x32574))+~E(x32572,x32575)), 52.23/52.35 inference(rename_variables,[],[13])). 52.23/52.35 cnf(3260,plain, 52.23/52.35 (E(f43(x32601,x32602,x32603,x32604,x32605),f43(x32601,x32602,x32606,x32604,x32605))+~E(x32603,x32606)), 52.23/52.35 inference(rename_variables,[],[76])). 52.23/52.35 cnf(3262,plain, 52.23/52.35 (E(f43(x32621,x32622,x32623,x32624,x32625),f43(x32621,x32622,x32626,x32624,x32625))+~E(x32623,x32626)), 52.23/52.35 inference(rename_variables,[],[76])). 52.23/52.35 cnf(3264,plain, 52.23/52.35 (E(f43(x32641,x32642,x32643,x32644,x32645),f43(x32641,x32642,x32646,x32644,x32645))+~E(x32643,x32646)), 52.23/52.35 inference(rename_variables,[],[76])). 52.23/52.35 cnf(3267,plain, 52.23/52.35 (P2(x32671,x32672,x32673)+~P54(x32671,x32672,x32673,x32674,x32675,x32676,x32677,x32678)), 52.23/52.35 inference(rename_variables,[],[462])). 52.23/52.35 cnf(3269,plain, 52.23/52.35 (P2(x32691,x32692,x32693)+~P54(x32691,x32692,x32693,x32694,x32695,x32696,x32697,x32698)), 52.23/52.35 inference(rename_variables,[],[462])). 52.23/52.35 cnf(3271,plain, 52.23/52.35 (P2(x32711,x32712,x32713)+~P54(x32711,x32712,x32713,x32714,x32715,x32716,x32717,x32718)), 52.23/52.35 inference(rename_variables,[],[462])). 52.23/52.35 cnf(3274,plain, 52.23/52.35 (E(f30(x32741,x32742,x32743),f30(x32741,x32742,x32744))+~E(x32743,x32744)), 52.23/52.35 inference(rename_variables,[],[45])). 52.23/52.35 cnf(3276,plain, 52.23/52.35 (E(f30(x32761,x32762,x32763),f30(x32761,x32762,x32764))+~E(x32763,x32764)), 52.23/52.35 inference(rename_variables,[],[45])). 52.23/52.35 cnf(3278,plain, 52.23/52.35 (E(f30(x32781,x32782,x32783),f30(x32781,x32782,x32784))+~E(x32783,x32784)), 52.23/52.35 inference(rename_variables,[],[45])). 52.23/52.35 cnf(3281,plain, 52.23/52.35 (E(f39(x32811,x32812,x32813,x32814),f39(x32811,x32812,x32815,x32814))+~E(x32813,x32815)), 52.23/52.35 inference(rename_variables,[],[72])). 52.23/52.35 cnf(3283,plain, 52.23/52.35 (E(f39(x32831,x32832,x32833,x32834),f39(x32831,x32832,x32835,x32834))+~E(x32833,x32835)), 52.23/52.35 inference(rename_variables,[],[72])). 52.23/52.35 cnf(3285,plain, 52.23/52.35 (E(f39(x32851,x32852,x32853,x32854),f39(x32851,x32852,x32855,x32854))+~E(x32853,x32855)), 52.23/52.35 inference(rename_variables,[],[72])). 52.23/52.35 cnf(3288,plain, 52.23/52.35 (E(f44(x32881,x32882,x32883,x32884,x32885),f44(x32886,x32882,x32883,x32884,x32885))+~E(x32881,x32886)), 52.23/52.35 inference(rename_variables,[],[60])). 52.23/52.35 cnf(3290,plain, 52.23/52.35 (E(f44(x32901,x32902,x32903,x32904,x32905),f44(x32906,x32902,x32903,x32904,x32905))+~E(x32901,x32906)), 52.23/52.35 inference(rename_variables,[],[60])). 52.23/52.35 cnf(3292,plain, 52.23/52.35 (E(f44(x32921,x32922,x32923,x32924,x32925),f44(x32926,x32922,x32923,x32924,x32925))+~E(x32921,x32926)), 52.23/52.35 inference(rename_variables,[],[60])). 52.23/52.35 cnf(3295,plain, 52.23/52.35 (~P4(x32951,x32952,x32953)+P4(x32953,x32952,x32951)), 52.23/52.35 inference(rename_variables,[],[239])). 52.23/52.35 cnf(3297,plain, 52.23/52.35 (~P4(x32971,x32972,x32973)+P4(x32973,x32972,x32971)), 52.23/52.35 inference(rename_variables,[],[239])). 52.23/52.35 cnf(3299,plain, 52.23/52.35 (~P4(x32991,x32992,x32993)+P4(x32993,x32992,x32991)), 52.23/52.35 inference(rename_variables,[],[239])). 52.23/52.35 cnf(3302,plain, 52.23/52.35 (P12(x33021,x33022,x33023,x33024)+~P53(x33025,x33026,x33021,x33022,x33027,x33028,x33023,x33024)), 52.23/52.35 inference(rename_variables,[],[468])). 52.23/52.35 cnf(3304,plain, 52.23/52.35 (P12(x33041,x33042,x33043,x33044)+~P53(x33045,x33046,x33041,x33042,x33047,x33048,x33043,x33044)), 52.23/52.35 inference(rename_variables,[],[468])). 52.23/52.35 cnf(3306,plain, 52.23/52.35 (P12(x33061,x33062,x33063,x33064)+~P53(x33065,x33066,x33061,x33062,x33067,x33068,x33063,x33064)), 52.23/52.35 inference(rename_variables,[],[468])). 52.23/52.35 cnf(3309,plain, 52.23/52.35 (P12(x33091,x33092,x33093,x33094)+~P49(x33091,x33095,x33092,x33093,x33096,x33094)), 52.23/52.35 inference(rename_variables,[],[443])). 52.23/52.35 cnf(3311,plain, 52.23/52.35 (P12(x33111,x33112,x33113,x33114)+~P49(x33111,x33115,x33112,x33113,x33116,x33114)), 52.23/52.35 inference(rename_variables,[],[443])). 52.23/52.35 cnf(3313,plain, 52.23/52.35 (P12(x33131,x33132,x33133,x33134)+~P49(x33131,x33135,x33132,x33133,x33136,x33134)), 52.23/52.35 inference(rename_variables,[],[443])). 52.23/52.35 cnf(3316,plain, 52.23/52.35 (P12(x33161,x33162,x33163,x33164)+~P54(x33165,x33161,x33166,x33162,x33167,x33163,x33168,x33164)), 52.23/52.35 inference(rename_variables,[],[472])). 52.23/52.35 cnf(3318,plain, 52.23/52.35 (P12(x33181,x33182,x33183,x33184)+~P54(x33185,x33181,x33186,x33182,x33187,x33183,x33188,x33184)), 52.23/52.35 inference(rename_variables,[],[472])). 52.23/52.35 cnf(3320,plain, 52.23/52.35 (P12(x33201,x33202,x33203,x33204)+~P54(x33205,x33201,x33206,x33202,x33207,x33203,x33208,x33204)), 52.23/52.35 inference(rename_variables,[],[472])). 52.23/52.35 cnf(3323,plain, 52.23/52.35 (E(x33231,x33232)+~P4(x33232,x33231,x33232)), 52.23/52.35 inference(rename_variables,[],[218])). 52.23/52.35 cnf(3325,plain, 52.23/52.35 (E(x33251,x33252)+~P4(x33252,x33251,x33252)), 52.23/52.35 inference(rename_variables,[],[218])). 52.23/52.35 cnf(3327,plain, 52.23/52.35 (E(x33271,x33272)+~P4(x33272,x33271,x33272)), 52.23/52.35 inference(rename_variables,[],[218])). 52.23/52.35 cnf(3330,plain, 52.23/52.35 (~E(f22(x33301,x33302,x33303),x33302)+~P18(x33301,x33302,x33303)), 52.23/52.35 inference(rename_variables,[],[250])). 52.23/52.35 cnf(3332,plain, 52.23/52.35 (~E(f22(x33321,x33322,x33323),x33322)+~P18(x33321,x33322,x33323)), 52.23/52.35 inference(rename_variables,[],[250])). 52.23/52.35 cnf(3334,plain, 52.23/52.35 (~E(f22(x33341,x33342,x33343),x33342)+~P18(x33341,x33342,x33343)), 52.23/52.35 inference(rename_variables,[],[250])). 52.23/52.35 cnf(3337,plain, 52.23/52.35 (~P41(x33371,x33372,x33373,x33374,x33375)+P41(x33374,x33375,x33373,x33371,x33372)), 52.23/52.35 inference(rename_variables,[],[422])). 52.23/52.35 cnf(3339,plain, 52.23/52.35 (~P41(x33391,x33392,x33393,x33394,x33395)+P41(x33394,x33395,x33393,x33391,x33392)), 52.23/52.35 inference(rename_variables,[],[422])). 52.23/52.35 cnf(3341,plain, 52.23/52.35 (~P41(x33411,x33412,x33413,x33414,x33415)+P41(x33414,x33415,x33413,x33411,x33412)), 52.23/52.35 inference(rename_variables,[],[422])). 52.23/52.35 cnf(3344,plain, 52.23/52.35 (E(f38(x33441,x33442,x33443,x33444),f38(x33441,x33442,x33445,x33444))+~E(x33443,x33445)), 52.23/52.35 inference(rename_variables,[],[41])). 52.23/52.35 cnf(3346,plain, 52.23/52.35 (E(f38(x33461,x33462,x33463,x33464),f38(x33461,x33462,x33465,x33464))+~E(x33463,x33465)), 52.23/52.35 inference(rename_variables,[],[41])). 52.23/52.35 cnf(3348,plain, 52.23/52.35 (E(f38(x33481,x33482,x33483,x33484),f38(x33481,x33482,x33485,x33484))+~E(x33483,x33485)), 52.23/52.35 inference(rename_variables,[],[41])). 52.23/52.35 cnf(3351,plain, 52.23/52.35 (E(x33511,x33512)+~P5(x33511,x33512,x33511)), 52.23/52.35 inference(rename_variables,[],[217])). 52.23/52.35 cnf(3353,plain, 52.23/52.35 (E(x33531,x33532)+~P5(x33531,x33532,x33531)), 52.23/52.35 inference(rename_variables,[],[217])). 52.23/52.35 cnf(3355,plain, 52.23/52.35 (E(x33551,x33552)+~P5(x33551,x33552,x33551)), 52.23/52.35 inference(rename_variables,[],[217])). 52.23/52.35 cnf(3358,plain, 52.23/52.35 (E(f43(x33581,x33582,x33583,x33584,x33585),f43(x33581,x33586,x33583,x33584,x33585))+~E(x33582,x33586)), 52.23/52.35 inference(rename_variables,[],[75])). 52.23/52.35 cnf(3360,plain, 52.23/52.35 (E(f43(x33601,x33602,x33603,x33604,x33605),f43(x33601,x33606,x33603,x33604,x33605))+~E(x33602,x33606)), 52.23/52.35 inference(rename_variables,[],[75])). 52.23/52.35 cnf(3362,plain, 52.23/52.35 (E(f43(x33621,x33622,x33623,x33624,x33625),f43(x33621,x33626,x33623,x33624,x33625))+~E(x33622,x33626)), 52.23/52.35 inference(rename_variables,[],[75])). 52.23/52.35 cnf(3365,plain, 52.23/52.35 (E(f7(x33651,x33652,f7(x33651,x33652,x33653)),x33653)+E(x33652,x33651)), 52.23/52.35 inference(rename_variables,[],[247])). 52.23/52.35 cnf(3367,plain, 52.23/52.35 (E(f7(x33671,x33672,f7(x33671,x33672,x33673)),x33673)+E(x33672,x33671)), 52.23/52.35 inference(rename_variables,[],[247])). 52.23/52.35 cnf(3369,plain, 52.23/52.35 (E(f7(x33691,x33692,f7(x33691,x33692,x33693)),x33693)+E(x33692,x33691)), 52.23/52.35 inference(rename_variables,[],[247])). 52.23/52.35 cnf(3372,plain, 52.23/52.35 (E(f1(x33721,x33722),f1(x33721,x33723))+~E(x33722,x33723)), 52.23/52.35 inference(rename_variables,[],[5])). 52.23/52.35 cnf(3374,plain, 52.23/52.35 (E(f1(x33741,x33742),f1(x33741,x33743))+~E(x33742,x33743)), 52.23/52.35 inference(rename_variables,[],[5])). 52.23/52.35 cnf(3376,plain, 52.23/52.35 (E(f1(x33761,x33762),f1(x33761,x33763))+~E(x33762,x33763)), 52.23/52.35 inference(rename_variables,[],[5])). 52.23/52.35 cnf(3379,plain, 52.23/52.35 (E(f47(x33791,x33792,x33793,x33794,x33795),f47(x33791,x33796,x33793,x33794,x33795))+~E(x33792,x33796)), 52.23/52.35 inference(rename_variables,[],[26])). 52.23/52.35 cnf(3381,plain, 52.23/52.35 (E(f47(x33811,x33812,x33813,x33814,x33815),f47(x33811,x33816,x33813,x33814,x33815))+~E(x33812,x33816)), 52.23/52.35 inference(rename_variables,[],[26])). 52.23/52.35 cnf(3383,plain, 52.23/52.35 (E(f47(x33831,x33832,x33833,x33834,x33835),f47(x33831,x33836,x33833,x33834,x33835))+~E(x33832,x33836)), 52.23/52.35 inference(rename_variables,[],[26])). 52.23/52.35 cnf(3386,plain, 52.23/52.35 (E(f25(x33861,x33862,x33863),f25(x33861,x33862,x33864))+~E(x33863,x33864)), 52.23/52.35 inference(rename_variables,[],[59])). 52.23/52.35 cnf(3388,plain, 52.23/52.35 (E(f25(x33881,x33882,x33883),f25(x33881,x33882,x33884))+~E(x33883,x33884)), 52.23/52.35 inference(rename_variables,[],[59])). 52.23/52.35 cnf(3390,plain, 52.23/52.35 (E(f25(x33901,x33902,x33903),f25(x33901,x33902,x33904))+~E(x33903,x33904)), 52.23/52.35 inference(rename_variables,[],[59])). 52.23/52.35 cnf(3393,plain, 52.23/52.35 (P3(x33931,x33932,x33933)+~P3(x33932,x33933,x33931)), 52.23/52.35 inference(rename_variables,[],[231])). 52.23/52.35 cnf(3395,plain, 52.23/52.35 (P3(x33951,x33952,x33953)+~P3(x33952,x33953,x33951)), 52.23/52.35 inference(rename_variables,[],[231])). 52.23/52.35 cnf(3397,plain, 52.23/52.35 (P3(x33971,x33972,x33973)+~P3(x33972,x33973,x33971)), 52.23/52.35 inference(rename_variables,[],[231])). 52.23/52.35 cnf(3400,plain, 52.23/52.35 (P12(x34001,x34002,x34003,x34004)+~P53(x34005,x34001,x34006,x34002,x34007,x34003,x34008,x34004)), 52.23/52.35 inference(rename_variables,[],[469])). 52.23/52.35 cnf(3402,plain, 52.23/52.35 (P12(x34021,x34022,x34023,x34024)+~P53(x34025,x34021,x34026,x34022,x34027,x34023,x34028,x34024)), 52.23/52.35 inference(rename_variables,[],[469])). 52.23/52.35 cnf(3404,plain, 52.23/52.35 (P12(x34041,x34042,x34043,x34044)+~P53(x34045,x34041,x34046,x34042,x34047,x34043,x34048,x34044)), 52.23/52.35 inference(rename_variables,[],[469])). 52.23/52.35 cnf(3407,plain, 52.23/52.35 (~E(x34071,x34072)+~P41(x34071,x34072,x34073,x34074,x34075)), 52.23/52.35 inference(rename_variables,[],[402])). 52.23/52.35 cnf(3409,plain, 52.23/52.35 (~E(x34091,x34092)+~P41(x34091,x34092,x34093,x34094,x34095)), 52.23/52.35 inference(rename_variables,[],[402])). 52.23/52.35 cnf(3411,plain, 52.23/52.35 (~E(x34111,x34112)+~P41(x34111,x34112,x34113,x34114,x34115)), 52.23/52.35 inference(rename_variables,[],[402])). 52.23/52.35 cnf(3414,plain, 52.23/52.35 (E(f14(x34141,x34142,x34143,x34144),f14(x34141,x34142,x34145,x34144))+~E(x34143,x34145)), 52.23/52.35 inference(rename_variables,[],[37])). 52.23/52.35 cnf(3416,plain, 52.23/52.35 (E(f14(x34161,x34162,x34163,x34164),f14(x34161,x34162,x34165,x34164))+~E(x34163,x34165)), 52.23/52.35 inference(rename_variables,[],[37])). 52.23/52.35 cnf(3418,plain, 52.23/52.35 (E(f14(x34181,x34182,x34183,x34184),f14(x34181,x34182,x34185,x34184))+~E(x34183,x34185)), 52.23/52.35 inference(rename_variables,[],[37])). 52.23/52.35 cnf(3421,plain, 52.23/52.35 (E(f50(x34211,x34212,x34213,x34214,x34215),f50(x34216,x34212,x34213,x34214,x34215))+~E(x34211,x34216)), 52.23/52.35 inference(rename_variables,[],[49])). 52.23/52.35 cnf(3423,plain, 52.23/52.35 (E(f50(x34231,x34232,x34233,x34234,x34235),f50(x34236,x34232,x34233,x34234,x34235))+~E(x34231,x34236)), 52.23/52.35 inference(rename_variables,[],[49])). 52.23/52.35 cnf(3425,plain, 52.23/52.35 (E(f50(x34251,x34252,x34253,x34254,x34255),f50(x34256,x34252,x34253,x34254,x34255))+~E(x34251,x34256)), 52.23/52.35 inference(rename_variables,[],[49])). 52.23/52.35 cnf(3428,plain, 52.23/52.35 (E(f50(x34281,x34282,x34283,x34284,x34285),f50(x34281,x34282,x34283,x34284,x34286))+~E(x34285,x34286)), 52.23/52.35 inference(rename_variables,[],[53])). 52.23/52.35 cnf(3430,plain, 52.23/52.35 (E(f50(x34301,x34302,x34303,x34304,x34305),f50(x34301,x34302,x34303,x34304,x34306))+~E(x34305,x34306)), 52.23/52.35 inference(rename_variables,[],[53])). 52.23/52.35 cnf(3432,plain, 52.23/52.35 (E(f50(x34321,x34322,x34323,x34324,x34325),f50(x34321,x34322,x34323,x34324,x34326))+~E(x34325,x34326)), 52.23/52.35 inference(rename_variables,[],[53])). 52.23/52.35 cnf(3435,plain, 52.23/52.35 (E(f6(x34351,x34352),f6(x34351,x34353))+~E(x34352,x34353)), 52.23/52.35 inference(rename_variables,[],[17])). 52.23/52.35 cnf(3437,plain, 52.23/52.35 (E(f6(x34371,x34372),f6(x34371,x34373))+~E(x34372,x34373)), 52.23/52.35 inference(rename_variables,[],[17])). 52.23/52.35 cnf(3439,plain, 52.23/52.35 (E(f6(x34391,x34392),f6(x34391,x34393))+~E(x34392,x34393)), 52.23/52.35 inference(rename_variables,[],[17])). 52.23/52.35 cnf(3442,plain, 52.23/52.35 (E(f30(x34421,x34422,x34423),f30(x34421,x34424,x34423))+~E(x34422,x34424)), 52.23/52.35 inference(rename_variables,[],[44])). 52.23/52.35 cnf(3444,plain, 52.23/52.35 (E(f30(x34441,x34442,x34443),f30(x34441,x34444,x34443))+~E(x34442,x34444)), 52.23/52.35 inference(rename_variables,[],[44])). 52.23/52.35 cnf(3446,plain, 52.23/52.35 (E(f30(x34461,x34462,x34463),f30(x34461,x34464,x34463))+~E(x34462,x34464)), 52.23/52.35 inference(rename_variables,[],[44])). 52.23/52.35 cnf(3449,plain, 52.23/52.35 (E(f45(x34491,x34492,x34493,x34494,x34495),f45(x34491,x34496,x34493,x34494,x34495))+~E(x34492,x34496)), 52.23/52.35 inference(rename_variables,[],[66])). 52.23/52.35 cnf(3451,plain, 52.23/52.35 (E(f45(x34511,x34512,x34513,x34514,x34515),f45(x34511,x34516,x34513,x34514,x34515))+~E(x34512,x34516)), 52.23/52.35 inference(rename_variables,[],[66])). 52.23/52.35 cnf(3453,plain, 52.23/52.35 (E(f45(x34531,x34532,x34533,x34534,x34535),f45(x34531,x34536,x34533,x34534,x34535))+~E(x34532,x34536)), 52.23/52.35 inference(rename_variables,[],[66])). 52.23/52.35 cnf(3456,plain, 52.23/52.35 (E(f21(x34561,x34562,x34563),f21(x34561,x34562,x34564))+~E(x34563,x34564)), 52.23/52.35 inference(rename_variables,[],[93])). 52.23/52.35 cnf(3458,plain, 52.23/52.35 (E(f21(x34581,x34582,x34583),f21(x34581,x34582,x34584))+~E(x34583,x34584)), 52.23/52.35 inference(rename_variables,[],[93])). 52.23/52.35 cnf(3460,plain, 52.23/52.35 (E(f21(x34601,x34602,x34603),f21(x34601,x34602,x34604))+~E(x34603,x34604)), 52.23/52.35 inference(rename_variables,[],[93])). 52.23/52.35 cnf(3463,plain, 52.23/52.35 (~E(f45(x34631,x34632,x34633,x34634,x34635),x34635)+~P41(x34631,x34632,x34635,x34633,x34634)), 52.23/52.35 inference(rename_variables,[],[427])). 52.23/52.35 cnf(3467,plain, 52.23/52.35 (E(f45(x34671,x34672,x34673,x34674,x34675),f45(x34676,x34672,x34673,x34674,x34675))+~E(x34671,x34676)), 52.23/52.35 inference(rename_variables,[],[65])). 52.23/52.35 cnf(3469,plain, 52.23/52.35 (E(f45(x34691,x34692,x34693,x34694,x34695),f45(x34696,x34692,x34693,x34694,x34695))+~E(x34691,x34696)), 52.23/52.35 inference(rename_variables,[],[65])). 52.23/52.35 cnf(3471,plain, 52.23/52.35 (E(f45(x34711,x34712,x34713,x34714,x34715),f45(x34716,x34712,x34713,x34714,x34715))+~E(x34711,x34716)), 52.23/52.35 inference(rename_variables,[],[65])). 52.23/52.35 cnf(3474,plain, 52.23/52.35 (P3(x34741,x34742,x34743)+~P3(x34741,x34743,x34742)), 52.23/52.35 inference(rename_variables,[],[238])). 52.23/52.35 cnf(3476,plain, 52.23/52.35 (P3(x34761,x34762,x34763)+~P3(x34761,x34763,x34762)), 52.23/52.35 inference(rename_variables,[],[238])). 52.23/52.35 cnf(3478,plain, 52.23/52.35 (P3(x34781,x34782,x34783)+~P3(x34781,x34783,x34782)), 52.23/52.35 inference(rename_variables,[],[238])). 52.23/52.35 cnf(3481,plain, 52.23/52.35 (E(f38(x34811,x34812,x34813,x34814),f38(x34811,x34812,x34813,x34815))+~E(x34814,x34815)), 52.23/52.35 inference(rename_variables,[],[42])). 52.23/52.35 cnf(3483,plain, 52.23/52.35 (E(f38(x34831,x34832,x34833,x34834),f38(x34831,x34832,x34833,x34835))+~E(x34834,x34835)), 52.23/52.35 inference(rename_variables,[],[42])). 52.23/52.35 cnf(3485,plain, 52.23/52.35 (E(f38(x34851,x34852,x34853,x34854),f38(x34851,x34852,x34853,x34855))+~E(x34854,x34855)), 52.23/52.35 inference(rename_variables,[],[42])). 52.23/52.35 cnf(3488,plain, 52.23/52.35 (E(f43(x34881,x34882,x34883,x34884,x34885),f43(x34881,x34882,x34883,x34886,x34885))+~E(x34884,x34886)), 52.23/52.35 inference(rename_variables,[],[77])). 52.23/52.35 cnf(3490,plain, 52.23/52.35 (E(f43(x34901,x34902,x34903,x34904,x34905),f43(x34901,x34902,x34903,x34906,x34905))+~E(x34904,x34906)), 52.23/52.35 inference(rename_variables,[],[77])). 52.23/52.35 cnf(3492,plain, 52.23/52.35 (E(f43(x34921,x34922,x34923,x34924,x34925),f43(x34921,x34922,x34923,x34926,x34925))+~E(x34924,x34926)), 52.23/52.35 inference(rename_variables,[],[77])). 52.23/52.35 cnf(3495,plain, 52.23/52.35 (E(f6(x34951,x34952),f6(x34953,x34952))+~E(x34951,x34953)), 52.23/52.35 inference(rename_variables,[],[16])). 52.23/52.35 cnf(3497,plain, 52.23/52.35 (E(f6(x34971,x34972),f6(x34973,x34972))+~E(x34971,x34973)), 52.23/52.35 inference(rename_variables,[],[16])). 52.23/52.35 cnf(3499,plain, 52.23/52.35 (E(f6(x34991,x34992),f6(x34993,x34992))+~E(x34991,x34993)), 52.23/52.35 inference(rename_variables,[],[16])). 52.23/52.35 cnf(3502,plain, 52.23/52.35 (E(f46(x35021,x35022,x35023,x35024,x35025),f46(x35021,x35026,x35023,x35024,x35025))+~E(x35022,x35026)), 52.23/52.35 inference(rename_variables,[],[87])). 52.23/52.35 cnf(3504,plain, 52.23/52.35 (E(f46(x35041,x35042,x35043,x35044,x35045),f46(x35041,x35046,x35043,x35044,x35045))+~E(x35042,x35046)), 52.23/52.35 inference(rename_variables,[],[87])). 52.23/52.35 cnf(3506,plain, 52.23/52.35 (E(f46(x35061,x35062,x35063,x35064,x35065),f46(x35061,x35066,x35063,x35064,x35065))+~E(x35062,x35066)), 52.23/52.35 inference(rename_variables,[],[87])). 52.23/52.35 cnf(3509,plain, 52.23/52.35 (P12(x35091,x35092,x35093,x35094)+~P55(x35091,x35095,x35096,x35092,x35093,x35097,x35098,x35094)), 52.23/52.35 inference(rename_variables,[],[466])). 52.23/52.35 cnf(3511,plain, 52.23/52.35 (P12(x35111,x35112,x35113,x35114)+~P55(x35111,x35115,x35116,x35112,x35113,x35117,x35118,x35114)), 52.23/52.35 inference(rename_variables,[],[466])). 52.23/52.35 cnf(3513,plain, 52.23/52.35 (P12(x35131,x35132,x35133,x35134)+~P55(x35131,x35135,x35136,x35132,x35133,x35137,x35138,x35134)), 52.23/52.35 inference(rename_variables,[],[466])). 52.23/52.35 cnf(3516,plain, 52.23/52.35 (P2(f1(x35161,x35162),f1(x35161,x35163),f1(x35161,x35164))+~P2(x35162,x35163,x35164)), 52.23/52.35 inference(rename_variables,[],[261])). 52.23/52.35 cnf(3518,plain, 52.23/52.35 (P2(f1(x35181,x35182),f1(x35181,x35183),f1(x35181,x35184))+~P2(x35182,x35183,x35184)), 52.23/52.35 inference(rename_variables,[],[261])). 52.23/52.35 cnf(3520,plain, 52.23/52.35 (P2(f1(x35201,x35202),f1(x35201,x35203),f1(x35201,x35204))+~P2(x35202,x35203,x35204)), 52.23/52.35 inference(rename_variables,[],[261])). 52.23/52.35 cnf(3523,plain, 52.23/52.35 (P27(x35231,x35232,x35233,x35234)+~P41(x35231,x35232,x35235,x35233,x35234)), 52.23/52.35 inference(rename_variables,[],[415])). 52.23/52.35 cnf(3525,plain, 52.23/52.35 (P27(x35251,x35252,x35253,x35254)+~P41(x35251,x35252,x35255,x35253,x35254)), 52.23/52.35 inference(rename_variables,[],[415])). 52.23/52.35 cnf(3527,plain, 52.23/52.35 (P27(x35271,x35272,x35273,x35274)+~P41(x35271,x35272,x35275,x35273,x35274)), 52.23/52.35 inference(rename_variables,[],[415])). 52.23/52.35 cnf(3530,plain, 52.23/52.35 (E(f50(x35301,x35302,x35303,x35304,x35305),f50(x35301,x35302,x35306,x35304,x35305))+~E(x35303,x35306)), 52.23/52.35 inference(rename_variables,[],[51])). 52.23/52.35 cnf(3532,plain, 52.23/52.35 (E(f50(x35321,x35322,x35323,x35324,x35325),f50(x35321,x35322,x35326,x35324,x35325))+~E(x35323,x35326)), 52.23/52.35 inference(rename_variables,[],[51])). 52.23/52.35 cnf(3534,plain, 52.23/52.35 (E(f50(x35341,x35342,x35343,x35344,x35345),f50(x35341,x35342,x35346,x35344,x35345))+~E(x35343,x35346)), 52.23/52.35 inference(rename_variables,[],[51])). 52.23/52.35 cnf(3537,plain, 52.23/52.35 (E(f39(x35371,x35372,x35373,x35374),f39(x35375,x35372,x35373,x35374))+~E(x35371,x35375)), 52.23/52.35 inference(rename_variables,[],[70])). 52.23/52.35 cnf(3539,plain, 52.23/52.35 (E(f39(x35391,x35392,x35393,x35394),f39(x35395,x35392,x35393,x35394))+~E(x35391,x35395)), 52.23/52.35 inference(rename_variables,[],[70])). 52.23/52.35 cnf(3541,plain, 52.23/52.35 (E(f39(x35411,x35412,x35413,x35414),f39(x35415,x35412,x35413,x35414))+~E(x35411,x35415)), 52.23/52.35 inference(rename_variables,[],[70])). 52.23/52.35 cnf(3544,plain, 52.23/52.35 (E(f46(x35441,x35442,x35443,x35444,x35445),f46(x35441,x35442,x35446,x35444,x35445))+~E(x35443,x35446)), 52.23/52.35 inference(rename_variables,[],[88])). 52.23/52.35 cnf(3546,plain, 52.23/52.35 (E(f46(x35461,x35462,x35463,x35464,x35465),f46(x35461,x35462,x35466,x35464,x35465))+~E(x35463,x35466)), 52.23/52.35 inference(rename_variables,[],[88])). 52.23/52.35 cnf(3548,plain, 52.23/52.35 (E(f46(x35481,x35482,x35483,x35484,x35485),f46(x35481,x35482,x35486,x35484,x35485))+~E(x35483,x35486)), 52.23/52.35 inference(rename_variables,[],[88])). 52.23/52.35 cnf(3551,plain, 52.23/52.35 (P3(x35511,x35512,f21(x35511,x35512,x35513))+E(x35512,x35511)), 52.23/52.35 inference(rename_variables,[],[246])). 52.23/52.35 cnf(3553,plain, 52.23/52.35 (P3(x35531,x35532,f21(x35531,x35532,x35533))+E(x35532,x35531)), 52.23/52.35 inference(rename_variables,[],[246])). 52.23/52.35 cnf(3555,plain, 52.23/52.35 (P3(x35551,x35552,f21(x35551,x35552,x35553))+E(x35552,x35551)), 52.23/52.35 inference(rename_variables,[],[246])). 52.23/52.35 cnf(3558,plain, 52.23/52.35 (~P3(x35581,x35582,x35583)+~P28(x35584,x35583,x35581,x35582)), 52.23/52.35 inference(rename_variables,[],[308])). 52.23/52.35 cnf(3560,plain, 52.23/52.35 (~P3(x35601,x35602,x35603)+~P28(x35604,x35603,x35601,x35602)), 52.23/52.35 inference(rename_variables,[],[308])). 52.23/52.35 cnf(3562,plain, 52.23/52.35 (~P3(x35621,x35622,x35623)+~P28(x35624,x35623,x35621,x35622)), 52.23/52.35 inference(rename_variables,[],[308])). 52.23/52.35 cnf(3565,plain, 52.23/52.35 (~E(f1(x35651,x35652),f1(x35651,x35653))+E(x35652,x35653)), 52.23/52.35 inference(rename_variables,[],[210])). 52.23/52.35 cnf(3567,plain, 52.23/52.35 (~E(f1(x35671,x35672),f1(x35671,x35673))+E(x35672,x35673)), 52.23/52.35 inference(rename_variables,[],[210])). 52.23/52.35 cnf(3569,plain, 52.23/52.35 (~E(f1(x35691,x35692),f1(x35691,x35693))+E(x35692,x35693)), 52.23/52.35 inference(rename_variables,[],[210])). 52.23/52.35 cnf(3572,plain, 52.23/52.35 (E(f47(x35721,x35722,x35723,x35724,x35725),f47(x35726,x35722,x35723,x35724,x35725))+~E(x35721,x35726)), 52.23/52.35 inference(rename_variables,[],[25])). 52.23/52.35 cnf(3574,plain, 52.23/52.35 (E(f47(x35741,x35742,x35743,x35744,x35745),f47(x35746,x35742,x35743,x35744,x35745))+~E(x35741,x35746)), 52.23/52.35 inference(rename_variables,[],[25])). 52.23/52.35 cnf(3576,plain, 52.23/52.35 (E(f47(x35761,x35762,x35763,x35764,x35765),f47(x35766,x35762,x35763,x35764,x35765))+~E(x35761,x35766)), 52.23/52.35 inference(rename_variables,[],[25])). 52.23/52.35 cnf(3579,plain, 52.23/52.35 (E(f14(x35791,x35792,x35793,x35794),f14(x35795,x35792,x35793,x35794))+~E(x35791,x35795)), 52.23/52.35 inference(rename_variables,[],[35])). 52.23/52.35 cnf(3581,plain, 52.23/52.35 (E(f14(x35811,x35812,x35813,x35814),f14(x35815,x35812,x35813,x35814))+~E(x35811,x35815)), 52.23/52.35 inference(rename_variables,[],[35])). 52.23/52.35 cnf(3583,plain, 52.23/52.35 (E(f14(x35831,x35832,x35833,x35834),f14(x35835,x35832,x35833,x35834))+~E(x35831,x35835)), 52.23/52.35 inference(rename_variables,[],[35])). 52.23/52.35 cnf(3586,plain, 52.23/52.35 (E(f26(x35861,x35862,x35863),f26(x35861,x35862,x35864))+~E(x35863,x35864)), 52.23/52.35 inference(rename_variables,[],[48])). 52.23/52.35 cnf(3588,plain, 52.23/52.35 (E(f26(x35881,x35882,x35883),f26(x35881,x35882,x35884))+~E(x35883,x35884)), 52.23/52.35 inference(rename_variables,[],[48])). 52.23/52.35 cnf(3590,plain, 52.23/52.35 (E(f26(x35901,x35902,x35903),f26(x35901,x35902,x35904))+~E(x35903,x35904)), 52.23/52.35 inference(rename_variables,[],[48])). 52.23/52.35 cnf(3593,plain, 52.23/52.35 (P3(x35931,x35932,x35933)+~P2(x35932,x35933,x35931)), 52.23/52.35 inference(rename_variables,[],[230])). 52.23/52.35 cnf(3595,plain, 52.23/52.35 (P3(x35951,x35952,x35953)+~P2(x35952,x35953,x35951)), 52.23/52.35 inference(rename_variables,[],[230])). 52.23/52.35 cnf(3597,plain, 52.23/52.35 (P3(x35971,x35972,x35973)+~P2(x35972,x35973,x35971)), 52.23/52.35 inference(rename_variables,[],[230])). 52.23/52.35 cnf(3600,plain, 52.23/52.35 (P3(x36001,x36002,x36003)+~P18(x36001,x36002,x36003)), 52.23/52.35 inference(rename_variables,[],[234])). 52.23/52.35 cnf(3602,plain, 52.23/52.35 (P3(x36021,x36022,x36023)+~P18(x36021,x36022,x36023)), 52.23/52.35 inference(rename_variables,[],[234])). 52.23/52.35 cnf(3604,plain, 52.23/52.35 (P3(x36041,x36042,x36043)+~P18(x36041,x36042,x36043)), 52.23/52.35 inference(rename_variables,[],[234])). 52.23/52.35 cnf(3607,plain, 52.23/52.35 (E(f23(x36071,x36072,x36073),f23(x36071,x36074,x36073))+~E(x36072,x36074)), 52.23/52.35 inference(rename_variables,[],[55])). 52.23/52.35 cnf(3609,plain, 52.23/52.35 (E(f23(x36091,x36092,x36093),f23(x36091,x36094,x36093))+~E(x36092,x36094)), 52.23/52.35 inference(rename_variables,[],[55])). 52.23/52.35 cnf(3611,plain, 52.23/52.35 (E(f23(x36111,x36112,x36113),f23(x36111,x36114,x36113))+~E(x36112,x36114)), 52.23/52.35 inference(rename_variables,[],[55])). 52.23/52.35 cnf(3614,plain, 52.23/52.35 (E(f22(x36141,x36142,x36143),f22(x36144,x36142,x36143))+~E(x36141,x36144)), 52.23/52.35 inference(rename_variables,[],[83])). 52.23/52.35 cnf(3616,plain, 52.23/52.35 (E(f22(x36161,x36162,x36163),f22(x36164,x36162,x36163))+~E(x36161,x36164)), 52.23/52.35 inference(rename_variables,[],[83])). 52.23/52.35 cnf(3618,plain, 52.23/52.35 (E(f22(x36181,x36182,x36183),f22(x36184,x36182,x36183))+~E(x36181,x36184)), 52.23/52.35 inference(rename_variables,[],[83])). 52.23/52.35 cnf(3621,plain, 52.23/52.35 (P3(x36211,x36212,x36213)+~P3(x36213,x36211,x36212)), 52.23/52.35 inference(rename_variables,[],[236])). 52.23/52.35 cnf(3623,plain, 52.23/52.35 (P3(x36231,x36232,x36233)+~P3(x36233,x36231,x36232)), 52.23/52.35 inference(rename_variables,[],[236])). 52.23/52.35 cnf(3625,plain, 52.23/52.35 (P3(x36251,x36252,x36253)+~P3(x36253,x36251,x36252)), 52.23/52.35 inference(rename_variables,[],[236])). 52.23/52.35 cnf(3630,plain, 52.23/52.35 (E(f51(x36301,x36302,x36303,x36304,x36305,x36306),f51(x36301,x36302,x36303,x36304,x36307,x36306))+~E(x36305,x36307)), 52.23/52.35 inference(rename_variables,[],[10])). 52.23/52.35 cnf(3632,plain, 52.23/52.35 (E(f51(x36321,x36322,x36323,x36324,x36325,x36326),f51(x36321,x36322,x36323,x36324,x36327,x36326))+~E(x36325,x36327)), 52.23/52.35 inference(rename_variables,[],[10])). 52.23/52.35 cnf(3634,plain, 52.23/52.35 (E(f51(x36341,x36342,x36343,x36344,x36345,x36346),f51(x36341,x36342,x36343,x36344,x36347,x36346))+~E(x36345,x36347)), 52.23/52.35 inference(rename_variables,[],[10])). 52.23/52.35 cnf(3637,plain, 52.23/52.35 (E(f42(x36371,x36372,x36373,x36374,x36375),f42(x36371,x36372,x36373,x36374,x36376))+~E(x36375,x36376)), 52.23/52.35 inference(rename_variables,[],[98])). 52.23/52.35 cnf(3639,plain, 52.23/52.35 (E(f42(x36391,x36392,x36393,x36394,x36395),f42(x36391,x36392,x36393,x36394,x36396))+~E(x36395,x36396)), 52.23/52.35 inference(rename_variables,[],[98])). 52.23/52.35 cnf(3641,plain, 52.23/52.35 (E(f42(x36411,x36412,x36413,x36414,x36415),f42(x36411,x36412,x36413,x36414,x36416))+~E(x36415,x36416)), 52.23/52.35 inference(rename_variables,[],[98])). 52.23/52.35 cnf(3644,plain, 52.23/52.35 (E(f40(x36441,x36442,x36443,x36444),f40(x36445,x36442,x36443,x36444))+~E(x36441,x36445)), 52.23/52.35 inference(rename_variables,[],[12])). 52.23/52.35 cnf(3646,plain, 52.23/52.35 (E(f40(x36461,x36462,x36463,x36464),f40(x36465,x36462,x36463,x36464))+~E(x36461,x36465)), 52.23/52.35 inference(rename_variables,[],[12])). 52.23/52.35 cnf(3648,plain, 52.23/52.35 (E(f40(x36481,x36482,x36483,x36484),f40(x36485,x36482,x36483,x36484))+~E(x36481,x36485)), 52.23/52.35 inference(rename_variables,[],[12])). 52.23/52.35 cnf(3651,plain, 52.23/52.35 (E(f45(x36511,x36512,x36513,x36514,x36515),f45(x36511,x36512,x36513,x36514,x36516))+~E(x36515,x36516)), 52.23/52.35 inference(rename_variables,[],[69])). 52.23/52.35 cnf(3653,plain, 52.23/52.35 (E(f45(x36531,x36532,x36533,x36534,x36535),f45(x36531,x36532,x36533,x36534,x36536))+~E(x36535,x36536)), 52.23/52.35 inference(rename_variables,[],[69])). 52.23/52.35 cnf(3655,plain, 52.23/52.35 (E(f45(x36551,x36552,x36553,x36554,x36555),f45(x36551,x36552,x36553,x36554,x36556))+~E(x36555,x36556)), 52.23/52.35 inference(rename_variables,[],[69])). 52.23/52.35 cnf(3658,plain, 52.23/52.35 (~E(x36581,x36582)+~P18(x36581,x36582,x36583)), 52.23/52.35 inference(rename_variables,[],[222])). 52.23/52.35 cnf(3660,plain, 52.23/52.35 (~E(x36601,x36602)+~P18(x36601,x36602,x36603)), 52.23/52.35 inference(rename_variables,[],[222])). 52.23/52.35 cnf(3662,plain, 52.23/52.35 (~E(x36621,x36622)+~P18(x36621,x36622,x36623)), 52.23/52.35 inference(rename_variables,[],[222])). 52.23/52.35 cnf(3665,plain, 52.23/52.35 (P12(x36651,x36652,x36651,f1(x36653,x36652))+~P4(x36651,x36653,x36652)), 52.23/52.35 inference(rename_variables,[],[298])). 52.23/52.35 cnf(3667,plain, 52.23/52.35 (P12(x36671,x36672,x36671,f1(x36673,x36672))+~P4(x36671,x36673,x36672)), 52.23/52.35 inference(rename_variables,[],[298])). 52.23/52.35 cnf(3671,plain, 52.23/52.35 (P2(x36711,x36712,x36713)+~P52(x36714,x36711,x36715,x36712,x36716,x36713,x36717)), 52.23/52.35 inference(rename_variables,[],[450])). 52.23/52.35 cnf(3673,plain, 52.23/52.35 (P2(x36731,x36732,x36733)+~P52(x36734,x36731,x36735,x36732,x36736,x36733,x36737)), 52.23/52.35 inference(rename_variables,[],[450])). 52.23/52.35 cnf(3675,plain, 52.23/52.35 (P2(x36751,x36752,x36753)+~P52(x36754,x36751,x36755,x36752,x36756,x36753,x36757)), 52.23/52.35 inference(rename_variables,[],[450])). 52.23/52.35 cnf(3678,plain, 52.23/52.35 (E(f32(x36781,x36782,x36783,x36784),f32(x36781,x36782,x36785,x36784))+~E(x36783,x36785)), 52.23/52.35 inference(rename_variables,[],[81])). 52.23/52.35 cnf(3680,plain, 52.23/52.35 (E(f32(x36801,x36802,x36803,x36804),f32(x36801,x36802,x36805,x36804))+~E(x36803,x36805)), 52.23/52.35 inference(rename_variables,[],[81])). 52.23/52.35 cnf(3682,plain, 52.23/52.35 (E(f32(x36821,x36822,x36823,x36824),f32(x36821,x36822,x36825,x36824))+~E(x36823,x36825)), 52.23/52.35 inference(rename_variables,[],[81])). 52.23/52.35 cnf(3685,plain, 52.23/52.35 (~P27(x36851,x36852,x36853,x36854)+P27(x36851,x36852,x36854,x36853)), 52.23/52.35 inference(rename_variables,[],[333])). 52.23/52.35 cnf(3687,plain, 52.23/52.35 (~P27(x36871,x36872,x36873,x36874)+P27(x36871,x36872,x36874,x36873)), 52.23/52.35 inference(rename_variables,[],[333])). 52.23/52.35 cnf(3689,plain, 52.23/52.35 (~P27(x36891,x36892,x36893,x36894)+P27(x36891,x36892,x36894,x36893)), 52.23/52.35 inference(rename_variables,[],[333])). 52.23/52.35 cnf(3692,plain, 52.23/52.35 (E(f43(x36921,x36922,x36923,x36924,x36925),f43(x36921,x36922,x36923,x36924,x36926))+~E(x36925,x36926)), 52.23/52.35 inference(rename_variables,[],[78])). 52.23/52.35 cnf(3694,plain, 52.23/52.35 (E(f43(x36941,x36942,x36943,x36944,x36945),f43(x36941,x36942,x36943,x36944,x36946))+~E(x36945,x36946)), 52.23/52.35 inference(rename_variables,[],[78])). 52.23/52.35 cnf(3696,plain, 52.23/52.35 (E(f43(x36961,x36962,x36963,x36964,x36965),f43(x36961,x36962,x36963,x36964,x36966))+~E(x36965,x36966)), 52.23/52.35 inference(rename_variables,[],[78])). 52.23/52.35 cnf(3699,plain, 52.23/52.35 (P5(x36991,x36992,x36993)+~P52(x36994,x36995,x36996,x36997,x36993,x36992,x36991)), 52.23/52.35 inference(rename_variables,[],[451])). 52.23/52.35 cnf(3701,plain, 52.23/52.35 (P5(x37011,x37012,x37013)+~P52(x37014,x37015,x37016,x37017,x37013,x37012,x37011)), 52.23/52.35 inference(rename_variables,[],[451])). 52.23/52.35 cnf(3703,plain, 52.23/52.35 (P5(x37031,x37032,x37033)+~P52(x37034,x37035,x37036,x37037,x37033,x37032,x37031)), 52.23/52.35 inference(rename_variables,[],[451])). 52.23/52.35 cnf(3706,plain, 52.23/52.35 (P12(x37061,x37062,x37061,x37063)+~P52(x37062,x37064,x37063,x37061,x37065,x37066,x37067)), 52.23/52.35 inference(rename_variables,[],[453])). 52.23/52.35 cnf(3708,plain, 52.23/52.35 (P12(x37081,x37082,x37081,x37083)+~P52(x37082,x37084,x37083,x37081,x37085,x37086,x37087)), 52.23/52.35 inference(rename_variables,[],[453])). 52.23/52.35 cnf(3710,plain, 52.23/52.35 (P12(x37101,x37102,x37101,x37103)+~P52(x37102,x37104,x37103,x37101,x37105,x37106,x37107)), 52.23/52.35 inference(rename_variables,[],[453])). 52.23/52.35 cnf(3713,plain, 52.23/52.35 (E(f31(x37131,x37132,x37133,x37134),f31(x37135,x37132,x37133,x37134))+~E(x37131,x37135)), 52.23/52.35 inference(rename_variables,[],[21])). 52.23/52.35 cnf(3715,plain, 52.23/52.35 (E(f31(x37151,x37152,x37153,x37154),f31(x37155,x37152,x37153,x37154))+~E(x37151,x37155)), 52.23/52.35 inference(rename_variables,[],[21])). 52.23/52.35 cnf(3717,plain, 52.23/52.35 (E(f31(x37171,x37172,x37173,x37174),f31(x37175,x37172,x37173,x37174))+~E(x37171,x37175)), 52.23/52.35 inference(rename_variables,[],[21])). 52.23/52.35 cnf(3720,plain, 52.23/52.35 (E(f47(x37201,x37202,x37203,x37204,x37205),f47(x37201,x37202,x37203,x37204,x37206))+~E(x37205,x37206)), 52.23/52.35 inference(rename_variables,[],[29])). 52.23/52.35 cnf(3722,plain, 52.23/52.35 (E(f47(x37221,x37222,x37223,x37224,x37225),f47(x37221,x37222,x37223,x37224,x37226))+~E(x37225,x37226)), 52.23/52.35 inference(rename_variables,[],[29])). 52.23/52.35 cnf(3724,plain, 52.23/52.35 (E(f47(x37241,x37242,x37243,x37244,x37245),f47(x37241,x37242,x37243,x37244,x37246))+~E(x37245,x37246)), 52.23/52.35 inference(rename_variables,[],[29])). 52.23/52.35 cnf(3727,plain, 52.23/52.35 (E(f40(x37271,x37272,x37273,x37274),f40(x37271,x37272,x37273,x37275))+~E(x37274,x37275)), 52.23/52.35 inference(rename_variables,[],[15])). 52.23/52.35 cnf(3729,plain, 52.23/52.35 (E(f40(x37291,x37292,x37293,x37294),f40(x37291,x37292,x37293,x37295))+~E(x37294,x37295)), 52.23/52.35 inference(rename_variables,[],[15])). 52.23/52.35 cnf(3731,plain, 52.23/52.35 (E(f40(x37311,x37312,x37313,x37314),f40(x37311,x37312,x37313,x37315))+~E(x37314,x37315)), 52.23/52.35 inference(rename_variables,[],[15])). 52.23/52.35 cnf(3734,plain, 52.23/52.35 (P3(x37341,x37342,x37343)+~P41(x37344,x37345,x37343,x37341,x37342)), 52.23/52.35 inference(rename_variables,[],[405])). 52.23/52.35 cnf(3736,plain, 52.23/52.35 (P3(x37361,x37362,x37363)+~P41(x37364,x37365,x37363,x37361,x37362)), 52.23/52.35 inference(rename_variables,[],[405])). 52.23/52.35 cnf(3738,plain, 52.23/52.35 (P3(x37381,x37382,x37383)+~P41(x37384,x37385,x37383,x37381,x37382)), 52.23/52.35 inference(rename_variables,[],[405])). 52.23/52.35 cnf(3741,plain, 52.23/52.35 (P2(x37411,x37412,x37413)+~P53(x37411,x37412,x37413,x37414,x37415,x37416,x37417,x37418)), 52.23/52.35 inference(rename_variables,[],[460])). 52.23/52.35 cnf(3743,plain, 52.23/52.35 (P2(x37431,x37432,x37433)+~P53(x37431,x37432,x37433,x37434,x37435,x37436,x37437,x37438)), 52.23/52.35 inference(rename_variables,[],[460])). 52.23/52.35 cnf(3745,plain, 52.23/52.35 (P2(x37451,x37452,x37453)+~P53(x37451,x37452,x37453,x37454,x37455,x37456,x37457,x37458)), 52.23/52.35 inference(rename_variables,[],[460])). 52.23/52.35 cnf(3748,plain, 52.23/52.35 (E(f1(x37481,x37482),x37482)+~E(x37482,x37481)), 52.23/52.35 inference(rename_variables,[],[208])). 52.23/52.35 cnf(3750,plain, 52.23/52.35 (E(f1(x37501,x37502),x37502)+~E(x37502,x37501)), 52.23/52.35 inference(rename_variables,[],[208])). 52.23/52.35 cnf(3752,plain, 52.23/52.35 (E(f1(x37521,x37522),x37522)+~E(x37522,x37521)), 52.23/52.35 inference(rename_variables,[],[208])). 52.23/52.35 cnf(3755,plain, 52.23/52.35 (E(f47(x37551,x37552,x37553,x37554,x37555),f47(x37551,x37552,x37553,x37556,x37555))+~E(x37554,x37556)), 52.23/52.35 inference(rename_variables,[],[28])). 52.23/52.35 cnf(3757,plain, 52.23/52.35 (E(f47(x37571,x37572,x37573,x37574,x37575),f47(x37571,x37572,x37573,x37576,x37575))+~E(x37574,x37576)), 52.23/52.35 inference(rename_variables,[],[28])). 52.23/52.35 cnf(3759,plain, 52.23/52.35 (E(f47(x37591,x37592,x37593,x37594,x37595),f47(x37591,x37592,x37593,x37596,x37595))+~E(x37594,x37596)), 52.23/52.35 inference(rename_variables,[],[28])). 52.23/52.35 cnf(3762,plain, 52.23/52.35 (~E(x37621,x37622)+~P28(x37623,x37624,x37622,x37621)), 52.23/52.35 inference(rename_variables,[],[301])). 52.23/52.35 cnf(3764,plain, 52.23/52.35 (~E(x37641,x37642)+~P28(x37643,x37644,x37642,x37641)), 52.23/52.35 inference(rename_variables,[],[301])). 52.23/52.35 cnf(3766,plain, 52.23/52.35 (~E(x37661,x37662)+~P28(x37663,x37664,x37662,x37661)), 52.23/52.35 inference(rename_variables,[],[301])). 52.23/52.35 cnf(3769,plain, 52.23/52.35 (E(f51(x37691,x37692,x37693,x37694,x37695,x37696),f51(x37691,x37692,x37693,x37694,x37695,x37697))+~E(x37696,x37697)), 52.23/52.35 inference(rename_variables,[],[11])). 52.23/52.35 cnf(3771,plain, 52.23/52.35 (E(f51(x37711,x37712,x37713,x37714,x37715,x37716),f51(x37711,x37712,x37713,x37714,x37715,x37717))+~E(x37716,x37717)), 52.23/52.35 inference(rename_variables,[],[11])). 52.23/52.35 cnf(3773,plain, 52.23/52.35 (E(f51(x37731,x37732,x37733,x37734,x37735,x37736),f51(x37731,x37732,x37733,x37734,x37735,x37737))+~E(x37736,x37737)), 52.23/52.35 inference(rename_variables,[],[11])). 52.23/52.35 cnf(3776,plain, 52.23/52.35 (P2(x37761,x37762,x37763)+~P5(x37761,x37762,x37763)), 52.23/52.35 inference(rename_variables,[],[227])). 52.23/52.35 cnf(3778,plain, 52.23/52.35 (P2(x37781,x37782,x37783)+~P5(x37781,x37782,x37783)), 52.23/52.35 inference(rename_variables,[],[227])). 52.23/52.35 cnf(3780,plain, 52.23/52.35 (P2(x37801,x37802,x37803)+~P5(x37801,x37802,x37803)), 52.23/52.35 inference(rename_variables,[],[227])). 52.23/52.35 cnf(3783,plain, 52.23/52.35 (E(f31(x37831,x37832,x37833,x37834),f31(x37831,x37835,x37833,x37834))+~E(x37832,x37835)), 52.23/52.35 inference(rename_variables,[],[22])). 52.23/52.35 cnf(3785,plain, 52.23/52.35 (E(f31(x37851,x37852,x37853,x37854),f31(x37851,x37855,x37853,x37854))+~E(x37852,x37855)), 52.23/52.35 inference(rename_variables,[],[22])). 52.23/52.35 cnf(3787,plain, 52.23/52.35 (E(f31(x37871,x37872,x37873,x37874),f31(x37871,x37875,x37873,x37874))+~E(x37872,x37875)), 52.23/52.35 inference(rename_variables,[],[22])). 52.23/52.35 cnf(3790,plain, 52.23/52.35 (~P3(x37901,x37902,x37903)+~P29(x37904,x37901,x37902,x37903)), 52.23/52.35 inference(rename_variables,[],[310])). 52.23/52.35 cnf(3792,plain, 52.23/52.35 (~P3(x37921,x37922,x37923)+~P29(x37924,x37921,x37922,x37923)), 52.23/52.35 inference(rename_variables,[],[310])). 52.23/52.35 cnf(3794,plain, 52.23/52.35 (~P3(x37941,x37942,x37943)+~P29(x37944,x37941,x37942,x37943)), 52.23/52.35 inference(rename_variables,[],[310])). 52.23/52.35 cnf(3797,plain, 52.23/52.35 (~P27(x37971,x37972,x37973,x37974)+P27(x37972,x37971,x37973,x37974)), 52.23/52.35 inference(rename_variables,[],[332])). 52.23/52.35 cnf(3799,plain, 52.23/52.35 (~P27(x37991,x37992,x37993,x37994)+P27(x37992,x37991,x37993,x37994)), 52.23/52.35 inference(rename_variables,[],[332])). 52.23/52.35 cnf(3801,plain, 52.23/52.35 (~P27(x38011,x38012,x38013,x38014)+P27(x38012,x38011,x38013,x38014)), 52.23/52.35 inference(rename_variables,[],[332])). 52.23/52.35 cnf(3804,plain, 52.23/52.35 (E(f25(x38041,x38042,x38043),f25(x38041,x38044,x38043))+~E(x38042,x38044)), 52.23/52.35 inference(rename_variables,[],[58])). 52.23/52.35 cnf(3806,plain, 52.23/52.35 (E(f25(x38061,x38062,x38063),f25(x38061,x38064,x38063))+~E(x38062,x38064)), 52.23/52.35 inference(rename_variables,[],[58])). 52.23/52.35 cnf(3808,plain, 52.23/52.35 (E(f25(x38081,x38082,x38083),f25(x38081,x38084,x38083))+~E(x38082,x38084)), 52.23/52.35 inference(rename_variables,[],[58])). 52.23/52.35 cnf(3811,plain, 52.23/52.35 (E(f39(x38111,x38112,x38113,x38114),f39(x38111,x38112,x38113,x38115))+~E(x38114,x38115)), 52.23/52.35 inference(rename_variables,[],[73])). 52.23/52.35 cnf(3813,plain, 52.23/52.35 (E(f39(x38131,x38132,x38133,x38134),f39(x38131,x38132,x38133,x38135))+~E(x38134,x38135)), 52.23/52.35 inference(rename_variables,[],[73])). 52.23/52.35 cnf(3815,plain, 52.23/52.35 (E(f39(x38151,x38152,x38153,x38154),f39(x38151,x38152,x38153,x38155))+~E(x38154,x38155)), 52.23/52.35 inference(rename_variables,[],[73])). 52.23/52.35 cnf(3818,plain, 52.23/52.35 (E(f21(x38181,x38182,x38183),f21(x38181,x38184,x38183))+~E(x38182,x38184)), 52.23/52.35 inference(rename_variables,[],[92])). 52.23/52.35 cnf(3820,plain, 52.23/52.35 (E(f21(x38201,x38202,x38203),f21(x38201,x38204,x38203))+~E(x38202,x38204)), 52.23/52.35 inference(rename_variables,[],[92])). 52.23/52.35 cnf(3822,plain, 52.23/52.35 (E(f21(x38221,x38222,x38223),f21(x38221,x38224,x38223))+~E(x38222,x38224)), 52.23/52.35 inference(rename_variables,[],[92])). 52.23/52.35 cnf(3825,plain, 52.23/52.35 (P2(x38251,x38252,x38253)+~P54(x38254,x38255,x38256,x38257,x38251,x38252,x38253,x38258)), 52.23/52.35 inference(rename_variables,[],[461])). 52.23/52.35 cnf(3827,plain, 52.23/52.35 (P2(x38271,x38272,x38273)+~P54(x38274,x38275,x38276,x38277,x38271,x38272,x38273,x38278)), 52.23/52.35 inference(rename_variables,[],[461])). 52.23/52.35 cnf(3829,plain, 52.23/52.35 (P2(x38291,x38292,x38293)+~P54(x38294,x38295,x38296,x38297,x38291,x38292,x38293,x38298)), 52.23/52.35 inference(rename_variables,[],[461])). 52.23/52.35 cnf(3832,plain, 52.23/52.35 (P12(x38321,x38322,x38323,x38324)+~P12(x38322,x38321,x38324,x38323)), 52.23/52.35 inference(rename_variables,[],[328])). 52.23/52.35 cnf(3834,plain, 52.23/52.35 (P12(x38341,x38342,x38343,x38344)+~P12(x38342,x38341,x38344,x38343)), 52.23/52.35 inference(rename_variables,[],[328])). 52.23/52.35 cnf(3836,plain, 52.23/52.35 (P12(x38361,x38362,x38363,x38364)+~P12(x38362,x38361,x38364,x38363)), 52.23/52.35 inference(rename_variables,[],[328])). 52.23/52.35 cnf(3839,plain, 52.23/52.35 (P3(x38391,x38392,f45(x38391,x38392,x38393,x38394,x38395))+~P41(x38391,x38392,x38395,x38393,x38394)), 52.23/52.35 inference(rename_variables,[],[432])). 52.23/52.35 cnf(3841,plain, 52.23/52.35 (P3(x38411,x38412,f45(x38411,x38412,x38413,x38414,x38415))+~P41(x38411,x38412,x38415,x38413,x38414)), 52.23/52.35 inference(rename_variables,[],[432])). 52.23/52.35 cnf(3843,plain, 52.23/52.35 (P3(x38431,x38432,f45(x38431,x38432,x38433,x38434,x38435))+~P41(x38431,x38432,x38435,x38433,x38434)), 52.23/52.35 inference(rename_variables,[],[432])). 52.23/52.35 cnf(3846,plain, 52.23/52.35 (E(f46(x38461,x38462,x38463,x38464,x38465),f46(x38461,x38462,x38463,x38464,x38466))+~E(x38465,x38466)), 52.23/52.35 inference(rename_variables,[],[90])). 52.23/52.35 cnf(3848,plain, 52.23/52.35 (E(f46(x38481,x38482,x38483,x38484,x38485),f46(x38481,x38482,x38483,x38484,x38486))+~E(x38485,x38486)), 52.23/52.35 inference(rename_variables,[],[90])). 52.23/52.35 cnf(3850,plain, 52.23/52.35 (E(f46(x38501,x38502,x38503,x38504,x38505),f46(x38501,x38502,x38503,x38504,x38506))+~E(x38505,x38506)), 52.23/52.35 inference(rename_variables,[],[90])). 52.23/52.35 cnf(3853,plain, 52.23/52.35 (E(f19(x38531,x38532),f19(x38533,x38532))+~E(x38531,x38533)), 52.23/52.35 inference(rename_variables,[],[102])). 52.23/52.35 cnf(3855,plain, 52.23/52.35 (E(f19(x38551,x38552),f19(x38553,x38552))+~E(x38551,x38553)), 52.23/52.35 inference(rename_variables,[],[102])). 52.23/52.35 cnf(3857,plain, 52.23/52.35 (E(f19(x38571,x38572),f19(x38573,x38572))+~E(x38571,x38573)), 52.23/52.35 inference(rename_variables,[],[102])). 52.23/52.35 cnf(3860,plain, 52.23/52.35 (P5(x38601,f30(x38601,x38602,x38603),x38602)+~P12(x38603,x38601,x38603,x38602)), 52.23/52.35 inference(rename_variables,[],[320])). 52.23/52.35 cnf(3862,plain, 52.23/52.35 (P5(x38621,f30(x38621,x38622,x38623),x38622)+~P12(x38623,x38621,x38623,x38622)), 52.23/52.35 inference(rename_variables,[],[320])). 52.23/52.35 cnf(3864,plain, 52.23/52.35 (P5(x38641,f30(x38641,x38642,x38643),x38642)+~P12(x38643,x38641,x38643,x38642)), 52.23/52.35 inference(rename_variables,[],[320])). 52.23/52.35 cnf(3867,plain, 52.23/52.35 (E(f38(x38671,x38672,x38673,x38674),f38(x38671,x38675,x38673,x38674))+~E(x38672,x38675)), 52.23/52.35 inference(rename_variables,[],[40])). 52.23/52.35 cnf(3869,plain, 52.23/52.35 (E(f38(x38691,x38692,x38693,x38694),f38(x38691,x38695,x38693,x38694))+~E(x38692,x38695)), 52.23/52.35 inference(rename_variables,[],[40])). 52.23/52.35 cnf(3871,plain, 52.23/52.35 (E(f38(x38711,x38712,x38713,x38714),f38(x38711,x38715,x38713,x38714))+~E(x38712,x38715)), 52.23/52.35 inference(rename_variables,[],[40])). 52.23/52.35 cnf(3874,plain, 52.23/52.35 (E(f44(x38741,x38742,x38743,x38744,x38745),f44(x38741,x38742,x38743,x38744,x38746))+~E(x38745,x38746)), 52.23/52.35 inference(rename_variables,[],[64])). 52.23/52.35 cnf(3876,plain, 52.23/52.35 (E(f44(x38761,x38762,x38763,x38764,x38765),f44(x38761,x38762,x38763,x38764,x38766))+~E(x38765,x38766)), 52.23/52.35 inference(rename_variables,[],[64])). 52.23/52.35 cnf(3878,plain, 52.23/52.35 (E(f44(x38781,x38782,x38783,x38784,x38785),f44(x38781,x38782,x38783,x38784,x38786))+~E(x38785,x38786)), 52.23/52.35 inference(rename_variables,[],[64])). 52.23/52.35 cnf(3881,plain, 52.23/52.35 (P12(x38811,x38812,x38813,x38814)+~P53(x38815,x38811,x38812,x38816,x38817,x38813,x38814,x38818)), 52.23/52.35 inference(rename_variables,[],[470])). 52.23/52.35 cnf(3883,plain, 52.23/52.35 (P12(x38831,x38832,x38833,x38834)+~P53(x38835,x38831,x38832,x38836,x38837,x38833,x38834,x38838)), 52.23/52.35 inference(rename_variables,[],[470])). 52.23/52.35 cnf(3885,plain, 52.23/52.35 (P12(x38851,x38852,x38853,x38854)+~P53(x38855,x38851,x38852,x38856,x38857,x38853,x38854,x38858)), 52.23/52.35 inference(rename_variables,[],[470])). 52.23/52.35 cnf(3888,plain, 52.23/52.35 (E(f42(x38881,x38882,x38883,x38884,x38885),f42(x38881,x38886,x38883,x38884,x38885))+~E(x38882,x38886)), 52.23/52.35 inference(rename_variables,[],[95])). 52.23/52.35 cnf(3890,plain, 52.23/52.35 (E(f42(x38901,x38902,x38903,x38904,x38905),f42(x38901,x38906,x38903,x38904,x38905))+~E(x38902,x38906)), 52.23/52.35 inference(rename_variables,[],[95])). 52.23/52.35 cnf(3892,plain, 52.23/52.35 (E(f42(x38921,x38922,x38923,x38924,x38925),f42(x38921,x38926,x38923,x38924,x38925))+~E(x38922,x38926)), 52.23/52.35 inference(rename_variables,[],[95])). 52.23/52.35 cnf(3895,plain, 52.23/52.35 (E(f24(x38951,x38952,x38953),f24(x38954,x38952,x38953))+~E(x38951,x38954)), 52.23/52.35 inference(rename_variables,[],[99])). 52.23/52.35 cnf(3897,plain, 52.23/52.35 (E(f24(x38971,x38972,x38973),f24(x38974,x38972,x38973))+~E(x38971,x38974)), 52.23/52.35 inference(rename_variables,[],[99])). 52.23/52.35 cnf(3899,plain, 52.23/52.35 (E(f24(x38991,x38992,x38993),f24(x38994,x38992,x38993))+~E(x38991,x38994)), 52.23/52.35 inference(rename_variables,[],[99])). 52.23/52.35 cnf(3902,plain, 52.23/52.35 (P5(x39021,x39022,x39023)+~P52(x39021,x39022,x39023,x39024,x39025,x39026,x39027)), 52.23/52.35 inference(rename_variables,[],[452])). 52.23/52.35 cnf(3904,plain, 52.23/52.35 (P5(x39041,x39042,x39043)+~P52(x39041,x39042,x39043,x39044,x39045,x39046,x39047)), 52.23/52.35 inference(rename_variables,[],[452])). 52.23/52.35 cnf(3906,plain, 52.23/52.35 (P5(x39061,x39062,x39063)+~P52(x39061,x39062,x39063,x39064,x39065,x39066,x39067)), 52.23/52.35 inference(rename_variables,[],[452])). 52.23/52.35 cnf(3909,plain, 52.23/52.35 (E(f45(x39091,x39092,x39093,x39094,x39095),f45(x39091,x39092,x39093,x39096,x39095))+~E(x39094,x39096)), 52.23/52.35 inference(rename_variables,[],[68])). 52.23/52.35 cnf(3911,plain, 52.23/52.35 (E(f45(x39111,x39112,x39113,x39114,x39115),f45(x39111,x39112,x39113,x39116,x39115))+~E(x39114,x39116)), 52.23/52.35 inference(rename_variables,[],[68])). 52.23/52.36 cnf(3913,plain, 52.23/52.36 (E(f45(x39131,x39132,x39133,x39134,x39135),f45(x39131,x39132,x39133,x39136,x39135))+~E(x39134,x39136)), 52.23/52.36 inference(rename_variables,[],[68])). 52.23/52.36 cnf(3916,plain, 52.23/52.36 (E(f24(x39161,x39162,x39163),f24(x39161,x39164,x39163))+~E(x39162,x39164)), 52.23/52.36 inference(rename_variables,[],[100])). 52.23/52.36 cnf(3918,plain, 52.23/52.36 (E(f24(x39181,x39182,x39183),f24(x39181,x39184,x39183))+~E(x39182,x39184)), 52.23/52.36 inference(rename_variables,[],[100])). 52.23/52.36 cnf(3920,plain, 52.23/52.36 (E(f24(x39201,x39202,x39203),f24(x39201,x39204,x39203))+~E(x39202,x39204)), 52.23/52.36 inference(rename_variables,[],[100])). 52.23/52.36 cnf(3923,plain, 52.23/52.36 (E(f48(x39231,x39232,x39233,x39234,x39235),f48(x39231,x39232,x39236,x39234,x39235))+~E(x39233,x39236)), 52.23/52.36 inference(rename_variables,[],[32])). 52.23/52.36 cnf(3925,plain, 52.23/52.36 (E(f48(x39251,x39252,x39253,x39254,x39255),f48(x39251,x39252,x39256,x39254,x39255))+~E(x39253,x39256)), 52.23/52.36 inference(rename_variables,[],[32])). 52.23/52.36 cnf(3927,plain, 52.23/52.36 (E(f48(x39271,x39272,x39273,x39274,x39275),f48(x39271,x39272,x39276,x39274,x39275))+~E(x39273,x39276)), 52.23/52.36 inference(rename_variables,[],[32])). 52.23/52.36 cnf(3930,plain, 52.23/52.36 (E(f19(x39301,x39302),f19(x39301,x39303))+~E(x39302,x39303)), 52.23/52.36 inference(rename_variables,[],[103])). 52.23/52.36 cnf(3932,plain, 52.23/52.36 (E(f19(x39321,x39322),f19(x39321,x39323))+~E(x39322,x39323)), 52.23/52.36 inference(rename_variables,[],[103])). 52.23/52.36 cnf(3934,plain, 52.23/52.36 (E(f19(x39341,x39342),f19(x39341,x39343))+~E(x39342,x39343)), 52.23/52.36 inference(rename_variables,[],[103])). 52.23/52.36 cnf(3937,plain, 52.23/52.36 (E(f1(x39371,x39372),x39373)+~P5(x39372,x39371,x39373)), 52.23/52.36 inference(rename_variables,[],[223])). 52.23/52.36 cnf(3939,plain, 52.23/52.36 (E(f1(x39391,x39392),x39393)+~P5(x39392,x39391,x39393)), 52.23/52.36 inference(rename_variables,[],[223])). 52.23/52.36 cnf(3941,plain, 52.23/52.36 (E(f1(x39411,x39412),x39413)+~P5(x39412,x39411,x39413)), 52.23/52.36 inference(rename_variables,[],[223])). 52.23/52.36 cnf(3944,plain, 52.23/52.36 (E(f39(x39441,x39442,x39443,x39444),x39445)+~P41(x39441,x39442,x39445,x39443,x39444)), 52.23/52.36 inference(rename_variables,[],[416])). 52.23/52.36 cnf(3946,plain, 52.23/52.36 (E(f39(x39461,x39462,x39463,x39464),x39465)+~P41(x39461,x39462,x39465,x39463,x39464)), 52.23/52.36 inference(rename_variables,[],[416])). 52.23/52.36 cnf(3948,plain, 52.23/52.36 (E(f39(x39481,x39482,x39483,x39484),x39485)+~P41(x39481,x39482,x39485,x39483,x39484)), 52.23/52.36 inference(rename_variables,[],[416])). 52.23/52.36 cnf(3951,plain, 52.23/52.36 (~E(x39511,x39512)+E(x39512,x39511)), 52.23/52.36 inference(rename_variables,[],[2])). 52.23/52.36 cnf(3953,plain, 52.23/52.36 (~E(x39531,x39532)+E(x39532,x39531)), 52.23/52.36 inference(rename_variables,[],[2])). 52.23/52.36 cnf(3955,plain, 52.23/52.36 (~E(x39551,x39552)+E(x39552,x39551)), 52.23/52.36 inference(rename_variables,[],[2])). 52.23/52.36 cnf(3958,plain, 52.23/52.36 (E(f38(x39581,x39582,x39583,x39584),f38(x39585,x39582,x39583,x39584))+~E(x39581,x39585)), 52.23/52.36 inference(rename_variables,[],[39])). 52.23/52.36 cnf(3960,plain, 52.23/52.36 (E(f38(x39601,x39602,x39603,x39604),f38(x39605,x39602,x39603,x39604))+~E(x39601,x39605)), 52.23/52.36 inference(rename_variables,[],[39])). 52.23/52.36 cnf(3962,plain, 52.23/52.36 (E(f38(x39621,x39622,x39623,x39624),f38(x39625,x39622,x39623,x39624))+~E(x39621,x39625)), 52.23/52.36 inference(rename_variables,[],[39])). 52.23/52.36 cnf(3965,plain, 52.23/52.36 (E(f25(x39651,x39652,x39653),f25(x39654,x39652,x39653))+~E(x39651,x39654)), 52.23/52.36 inference(rename_variables,[],[57])). 52.23/52.36 cnf(3967,plain, 52.23/52.36 (E(f25(x39671,x39672,x39673),f25(x39674,x39672,x39673))+~E(x39671,x39674)), 52.23/52.36 inference(rename_variables,[],[57])). 52.23/52.36 cnf(3969,plain, 52.23/52.36 (E(f25(x39691,x39692,x39693),f25(x39694,x39692,x39693))+~E(x39691,x39694)), 52.23/52.36 inference(rename_variables,[],[57])). 52.23/52.36 cnf(3972,plain, 52.23/52.36 (P2(x39721,x39722,f38(x39723,x39724,x39721,x39722))+~P13(x39721,x39722,x39723,x39724)), 52.23/52.36 inference(rename_variables,[],[361])). 52.23/52.36 cnf(3974,plain, 52.23/52.36 (P2(x39741,x39742,f38(x39743,x39744,x39741,x39742))+~P13(x39741,x39742,x39743,x39744)), 52.23/52.36 inference(rename_variables,[],[361])). 52.23/52.36 cnf(3976,plain, 52.23/52.36 (P2(x39761,x39762,f38(x39763,x39764,x39761,x39762))+~P13(x39761,x39762,x39763,x39764)), 52.23/52.36 inference(rename_variables,[],[361])). 52.23/52.36 cnf(3979,plain, 52.23/52.36 (P2(x39791,x39792,f22(x39791,x39792,x39793))+~P18(x39791,x39792,x39793)), 52.23/52.36 inference(rename_variables,[],[279])). 52.23/52.36 cnf(3981,plain, 52.23/52.36 (P2(x39811,x39812,f22(x39811,x39812,x39813))+~P18(x39811,x39812,x39813)), 52.23/52.36 inference(rename_variables,[],[279])). 52.23/52.36 cnf(3983,plain, 52.23/52.36 (P2(x39831,x39832,f22(x39831,x39832,x39833))+~P18(x39831,x39832,x39833)), 52.23/52.36 inference(rename_variables,[],[279])). 52.23/52.36 cnf(3986,plain, 52.23/52.36 (P12(x39861,x39862,x39863,x39864)+~P55(x39865,x39861,x39866,x39862,x39867,x39863,x39868,x39864)), 52.23/52.36 inference(rename_variables,[],[464])). 52.23/52.36 cnf(3988,plain, 52.23/52.36 (P12(x39881,x39882,x39883,x39884)+~P55(x39885,x39881,x39886,x39882,x39887,x39883,x39888,x39884)), 52.23/52.36 inference(rename_variables,[],[464])). 52.23/52.36 cnf(3990,plain, 52.23/52.36 (P12(x39901,x39902,x39903,x39904)+~P55(x39905,x39901,x39906,x39902,x39907,x39903,x39908,x39904)), 52.23/52.36 inference(rename_variables,[],[464])). 52.23/52.36 cnf(3993,plain, 52.23/52.36 (P12(x39931,x39932,x39933,x39934)+~P54(x39935,x39931,x39932,x39936,x39937,x39933,x39934,x39938)), 52.23/52.36 inference(rename_variables,[],[465])). 52.23/52.36 cnf(3995,plain, 52.23/52.36 (P12(x39951,x39952,x39953,x39954)+~P54(x39955,x39951,x39952,x39956,x39957,x39953,x39954,x39958)), 52.23/52.36 inference(rename_variables,[],[465])). 52.23/52.36 cnf(3997,plain, 52.23/52.36 (P12(x39971,x39972,x39973,x39974)+~P54(x39975,x39971,x39972,x39976,x39977,x39973,x39974,x39978)), 52.23/52.36 inference(rename_variables,[],[465])). 52.23/52.36 cnf(4000,plain, 52.23/52.36 (P3(x40001,x40002,f44(x40003,x40004,x40001,x40002,x40005))+~P41(x40003,x40004,x40005,x40001,x40002)), 52.23/52.36 inference(rename_variables,[],[433])). 52.23/52.36 cnf(4002,plain, 52.23/52.36 (P3(x40021,x40022,f44(x40023,x40024,x40021,x40022,x40025))+~P41(x40023,x40024,x40025,x40021,x40022)), 52.23/52.36 inference(rename_variables,[],[433])). 52.23/52.36 cnf(4004,plain, 52.23/52.36 (P3(x40041,x40042,f44(x40043,x40044,x40041,x40042,x40045))+~P41(x40043,x40044,x40045,x40041,x40042)), 52.23/52.36 inference(rename_variables,[],[433])). 52.23/52.36 cnf(4007,plain, 52.23/52.36 (E(x40071,x40072)+~P12(x40071,x40072,x40073,x40073)), 52.23/52.36 inference(rename_variables,[],[300])). 52.23/52.36 cnf(4009,plain, 52.23/52.36 (E(x40091,x40092)+~P12(x40091,x40092,x40093,x40093)), 52.23/52.36 inference(rename_variables,[],[300])). 52.23/52.36 cnf(4011,plain, 52.23/52.36 (E(x40111,x40112)+~P12(x40111,x40112,x40113,x40113)), 52.23/52.36 inference(rename_variables,[],[300])). 52.23/52.36 cnf(4014,plain, 52.23/52.36 (P12(x40141,x40142,x40143,x40144)+~P49(x40141,x40142,x40145,x40143,x40144,x40146)), 52.23/52.36 inference(rename_variables,[],[444])). 52.23/52.36 cnf(4016,plain, 52.23/52.36 (P12(x40161,x40162,x40163,x40164)+~P49(x40161,x40162,x40165,x40163,x40164,x40166)), 52.23/52.36 inference(rename_variables,[],[444])). 52.23/52.36 cnf(4018,plain, 52.23/52.36 (P12(x40181,x40182,x40183,x40184)+~P49(x40181,x40182,x40185,x40183,x40184,x40186)), 52.23/52.36 inference(rename_variables,[],[444])). 52.23/52.36 cnf(4021,plain, 52.23/52.36 (E(f31(x40211,x40212,x40213,x40214),f31(x40211,x40212,x40215,x40214))+~E(x40213,x40215)), 52.23/52.36 inference(rename_variables,[],[23])). 52.23/52.36 cnf(4023,plain, 52.23/52.36 (E(f31(x40231,x40232,x40233,x40234),f31(x40231,x40232,x40235,x40234))+~E(x40233,x40235)), 52.23/52.36 inference(rename_variables,[],[23])). 52.23/52.36 cnf(4025,plain, 52.23/52.36 (E(f31(x40251,x40252,x40253,x40254),f31(x40251,x40252,x40255,x40254))+~E(x40253,x40255)), 52.23/52.36 inference(rename_variables,[],[23])). 52.23/52.36 cnf(4028,plain, 52.23/52.36 (P2(x40281,x40282,x40283)+~P52(x40281,x40284,x40285,x40282,x40286,x40287,x40283)), 52.23/52.36 inference(rename_variables,[],[449])). 52.23/52.36 cnf(4030,plain, 52.23/52.36 (P2(x40301,x40302,x40303)+~P52(x40301,x40304,x40305,x40302,x40306,x40307,x40303)), 52.23/52.36 inference(rename_variables,[],[449])). 52.23/52.36 cnf(4032,plain, 52.23/52.36 (P2(x40321,x40322,x40323)+~P52(x40321,x40324,x40325,x40322,x40326,x40327,x40323)), 52.23/52.36 inference(rename_variables,[],[449])). 52.23/52.36 cnf(4035,plain, 52.23/52.36 (~P5(x40351,x40352,x40353)+P12(x40352,x40351,x40352,x40353)), 52.23/52.36 inference(rename_variables,[],[296])). 52.23/52.36 cnf(4037,plain, 52.23/52.36 (~P5(x40371,x40372,x40373)+P12(x40372,x40371,x40372,x40373)), 52.23/52.36 inference(rename_variables,[],[296])). 52.23/52.36 cnf(4039,plain, 52.23/52.36 (~P5(x40391,x40392,x40393)+P12(x40392,x40391,x40392,x40393)), 52.23/52.36 inference(rename_variables,[],[296])). 52.23/52.36 cnf(4042,plain, 52.23/52.36 (P12(x40421,x40422,x40423,x40424)+~P53(x40421,x40425,x40426,x40422,x40423,x40427,x40428,x40424)), 52.23/52.36 inference(rename_variables,[],[471])). 52.23/52.36 cnf(4044,plain, 52.23/52.36 (P12(x40441,x40442,x40443,x40444)+~P53(x40441,x40445,x40446,x40442,x40443,x40447,x40448,x40444)), 52.23/52.36 inference(rename_variables,[],[471])). 52.23/52.36 cnf(4046,plain, 52.23/52.36 (P12(x40461,x40462,x40463,x40464)+~P53(x40461,x40465,x40466,x40462,x40463,x40467,x40468,x40464)), 52.23/52.36 inference(rename_variables,[],[471])). 52.23/52.36 cnf(4049,plain, 52.23/52.36 (~P12(x40491,x40492,x40491,f1(x40493,x40492))+P4(x40491,x40493,x40492)), 52.23/52.36 inference(rename_variables,[],[313])). 52.23/52.36 cnf(4051,plain, 52.23/52.36 (~P12(x40511,x40512,x40511,f1(x40513,x40512))+P4(x40511,x40513,x40512)), 52.23/52.36 inference(rename_variables,[],[313])). 52.23/52.36 cnf(4053,plain, 52.23/52.36 (~P12(x40531,x40532,x40531,f1(x40533,x40532))+P4(x40531,x40533,x40532)), 52.23/52.36 inference(rename_variables,[],[313])). 52.23/52.36 cnf(4056,plain, 52.23/52.36 (~E(x40561,x40562)+~P18(x40563,x40562,x40561)), 52.23/52.36 inference(rename_variables,[],[219])). 52.23/52.36 cnf(4058,plain, 52.23/52.36 (~E(x40581,x40582)+~P18(x40583,x40582,x40581)), 52.23/52.36 inference(rename_variables,[],[219])). 52.23/52.36 cnf(4060,plain, 52.23/52.36 (~E(x40601,x40602)+~P18(x40603,x40602,x40601)), 52.23/52.36 inference(rename_variables,[],[219])). 52.23/52.36 cnf(4063,plain, 52.23/52.36 (E(f1(x40631,x40632),f1(x40633,x40632))+~E(x40631,x40633)), 52.23/52.36 inference(rename_variables,[],[4])). 52.23/52.36 cnf(4065,plain, 52.23/52.36 (E(f1(x40651,x40652),f1(x40653,x40652))+~E(x40651,x40653)), 52.23/52.36 inference(rename_variables,[],[4])). 52.23/52.36 cnf(4067,plain, 52.23/52.36 (E(f1(x40671,x40672),f1(x40673,x40672))+~E(x40671,x40673)), 52.23/52.36 inference(rename_variables,[],[4])). 52.23/52.36 cnf(4070,plain, 52.23/52.36 (P3(x40701,x40702,x40703)+~P2(x40703,x40701,x40702)), 52.23/52.36 inference(rename_variables,[],[232])). 52.23/52.36 cnf(4072,plain, 52.23/52.36 (P3(x40721,x40722,x40723)+~P2(x40723,x40721,x40722)), 52.23/52.36 inference(rename_variables,[],[232])). 52.23/52.36 cnf(4074,plain, 52.23/52.36 (P3(x40741,x40742,x40743)+~P2(x40743,x40741,x40742)), 52.23/52.36 inference(rename_variables,[],[232])). 52.23/52.36 cnf(4077,plain, 52.23/52.36 (E(f7(x40771,x40772,x40773),f7(x40771,x40772,x40774))+~E(x40773,x40774)), 52.23/52.36 inference(rename_variables,[],[20])). 52.23/52.36 cnf(4079,plain, 52.23/52.36 (E(f7(x40791,x40792,x40793),f7(x40791,x40792,x40794))+~E(x40793,x40794)), 52.23/52.36 inference(rename_variables,[],[20])). 52.23/52.36 cnf(4081,plain, 52.23/52.36 (E(f7(x40811,x40812,x40813),f7(x40811,x40812,x40814))+~E(x40813,x40814)), 52.23/52.36 inference(rename_variables,[],[20])). 52.23/52.36 cnf(4084,plain, 52.23/52.36 (E(f40(x40841,x40842,x40843,x40844),f40(x40841,x40842,x40845,x40844))+~E(x40843,x40845)), 52.23/52.36 inference(rename_variables,[],[14])). 52.23/52.36 cnf(4086,plain, 52.23/52.36 (E(f40(x40861,x40862,x40863,x40864),f40(x40861,x40862,x40865,x40864))+~E(x40863,x40865)), 52.23/52.36 inference(rename_variables,[],[14])). 52.23/52.36 cnf(4088,plain, 52.23/52.36 (E(f40(x40881,x40882,x40883,x40884),f40(x40881,x40882,x40885,x40884))+~E(x40883,x40885)), 52.23/52.36 inference(rename_variables,[],[14])). 52.23/52.36 cnf(4091,plain, 52.23/52.36 (P27(x40911,x40912,x40913,f23(x40911,x40912,x40913))+P3(x40911,x40912,x40913)), 52.23/52.36 inference(rename_variables,[],[302])). 52.23/52.36 cnf(4093,plain, 52.23/52.36 (P27(x40931,x40932,x40933,f23(x40931,x40932,x40933))+P3(x40931,x40932,x40933)), 52.23/52.36 inference(rename_variables,[],[302])). 52.23/52.36 cnf(4095,plain, 52.23/52.36 (P27(x40951,x40952,x40953,f23(x40951,x40952,x40953))+P3(x40951,x40952,x40953)), 52.23/52.36 inference(rename_variables,[],[302])). 52.23/52.36 cnf(4098,plain, 52.23/52.36 (P12(x40981,x40982,x40983,x40984)+~P12(x40981,x40982,x40984,x40983)), 52.23/52.36 inference(rename_variables,[],[330])). 52.23/52.36 cnf(4100,plain, 52.23/52.36 (P12(x41001,x41002,x41003,x41004)+~P12(x41001,x41002,x41004,x41003)), 52.23/52.36 inference(rename_variables,[],[330])). 52.23/52.36 cnf(4102,plain, 52.23/52.36 (P12(x41021,x41022,x41023,x41024)+~P12(x41021,x41022,x41024,x41023)), 52.23/52.36 inference(rename_variables,[],[330])). 52.23/52.36 cnf(4105,plain, 52.23/52.36 (E(f48(x41051,x41052,x41053,x41054,x41055),f48(x41051,x41056,x41053,x41054,x41055))+~E(x41052,x41056)), 52.23/52.36 inference(rename_variables,[],[31])). 52.23/52.36 cnf(4107,plain, 52.23/52.36 (E(f48(x41071,x41072,x41073,x41074,x41075),f48(x41071,x41076,x41073,x41074,x41075))+~E(x41072,x41076)), 52.23/52.36 inference(rename_variables,[],[31])). 52.23/52.36 cnf(4109,plain, 52.23/52.36 (E(f48(x41091,x41092,x41093,x41094,x41095),f48(x41091,x41096,x41093,x41094,x41095))+~E(x41092,x41096)), 52.23/52.36 inference(rename_variables,[],[31])). 52.23/52.36 cnf(4112,plain, 52.23/52.36 (E(f26(x41121,x41122,x41123),f26(x41124,x41122,x41123))+~E(x41121,x41124)), 52.23/52.36 inference(rename_variables,[],[46])). 52.23/52.36 cnf(4114,plain, 52.23/52.36 (E(f26(x41141,x41142,x41143),f26(x41144,x41142,x41143))+~E(x41141,x41144)), 52.23/52.36 inference(rename_variables,[],[46])). 52.23/52.36 cnf(4116,plain, 52.23/52.36 (E(f26(x41161,x41162,x41163),f26(x41164,x41162,x41163))+~E(x41161,x41164)), 52.23/52.36 inference(rename_variables,[],[46])). 52.23/52.36 cnf(4119,plain, 52.23/52.36 (E(f42(x41191,x41192,x41193,x41194,x41195),f42(x41196,x41192,x41193,x41194,x41195))+~E(x41191,x41196)), 52.23/52.36 inference(rename_variables,[],[94])). 52.23/52.36 cnf(4121,plain, 52.23/52.36 (E(f42(x41211,x41212,x41213,x41214,x41215),f42(x41216,x41212,x41213,x41214,x41215))+~E(x41211,x41216)), 52.23/52.36 inference(rename_variables,[],[94])). 52.23/52.36 cnf(4123,plain, 52.23/52.36 (E(f42(x41231,x41232,x41233,x41234,x41235),f42(x41236,x41232,x41233,x41234,x41235))+~E(x41231,x41236)), 52.23/52.36 inference(rename_variables,[],[94])). 52.23/52.36 cnf(4126,plain, 52.23/52.36 (P12(x41261,x41262,x41263,x41264)+~P54(x41261,x41262,x41265,x41266,x41263,x41264,x41267,x41268)), 52.23/52.36 inference(rename_variables,[],[474])). 52.23/52.36 cnf(4128,plain, 52.23/52.36 (P12(x41281,x41282,x41283,x41284)+~P54(x41281,x41282,x41285,x41286,x41283,x41284,x41287,x41288)), 52.23/52.36 inference(rename_variables,[],[474])). 52.23/52.36 cnf(4130,plain, 52.23/52.36 (P12(x41301,x41302,x41303,x41304)+~P54(x41301,x41302,x41305,x41306,x41303,x41304,x41307,x41308)), 52.23/52.36 inference(rename_variables,[],[474])). 52.23/52.36 cnf(4133,plain, 52.23/52.36 (~P2(f1(x41331,x41332),f1(x41331,x41333),f1(x41331,x41334))+P2(x41332,x41333,x41334)), 52.23/52.36 inference(rename_variables,[],[283])). 52.23/52.36 cnf(4135,plain, 52.23/52.36 (~P2(f1(x41351,x41352),f1(x41351,x41353),f1(x41351,x41354))+P2(x41352,x41353,x41354)), 52.23/52.36 inference(rename_variables,[],[283])). 52.23/52.36 cnf(4137,plain, 52.23/52.36 (~P2(f1(x41371,x41372),f1(x41371,x41373),f1(x41371,x41374))+P2(x41372,x41373,x41374)), 52.23/52.36 inference(rename_variables,[],[283])). 52.23/52.36 cnf(4140,plain, 52.23/52.36 (E(f51(x41401,x41402,x41403,x41404,x41405,x41406),f51(x41401,x41402,x41407,x41404,x41405,x41406))+~E(x41403,x41407)), 52.23/52.36 inference(rename_variables,[],[8])). 52.23/52.36 cnf(4142,plain, 52.23/52.36 (E(f51(x41421,x41422,x41423,x41424,x41425,x41426),f51(x41421,x41422,x41427,x41424,x41425,x41426))+~E(x41423,x41427)), 52.23/52.36 inference(rename_variables,[],[8])). 52.23/52.36 cnf(4144,plain, 52.23/52.36 (E(f51(x41441,x41442,x41443,x41444,x41445,x41446),f51(x41441,x41442,x41447,x41444,x41445,x41446))+~E(x41443,x41447)), 52.23/52.36 inference(rename_variables,[],[8])). 52.23/52.36 cnf(4147,plain, 52.23/52.36 (E(f50(x41471,x41472,x41473,x41474,x41475),f50(x41471,x41472,x41473,x41476,x41475))+~E(x41474,x41476)), 52.23/52.36 inference(rename_variables,[],[52])). 52.23/52.36 cnf(4149,plain, 52.23/52.36 (E(f50(x41491,x41492,x41493,x41494,x41495),f50(x41491,x41492,x41493,x41496,x41495))+~E(x41494,x41496)), 52.23/52.36 inference(rename_variables,[],[52])). 52.23/52.36 cnf(4151,plain, 52.23/52.36 (E(f50(x41511,x41512,x41513,x41514,x41515),f50(x41511,x41512,x41513,x41516,x41515))+~E(x41514,x41516)), 52.23/52.36 inference(rename_variables,[],[52])). 52.23/52.36 cnf(4154,plain, 52.23/52.36 (E(f43(x41541,x41542,x41543,x41544,x41545),f43(x41546,x41542,x41543,x41544,x41545))+~E(x41541,x41546)), 52.23/52.36 inference(rename_variables,[],[74])). 52.23/52.36 cnf(4156,plain, 52.23/52.36 (E(f43(x41561,x41562,x41563,x41564,x41565),f43(x41566,x41562,x41563,x41564,x41565))+~E(x41561,x41566)), 52.23/52.36 inference(rename_variables,[],[74])). 52.23/52.36 cnf(4158,plain, 52.23/52.36 (E(f43(x41581,x41582,x41583,x41584,x41585),f43(x41586,x41582,x41583,x41584,x41585))+~E(x41581,x41586)), 52.23/52.36 inference(rename_variables,[],[74])). 52.23/52.36 cnf(4161,plain, 52.23/52.36 (~P3(x41611,x41612,x41613)+~P28(x41613,x41614,x41611,x41612)), 52.23/52.36 inference(rename_variables,[],[309])). 52.23/52.36 cnf(4163,plain, 52.23/52.36 (~P3(x41631,x41632,x41633)+~P28(x41633,x41634,x41631,x41632)), 52.23/52.36 inference(rename_variables,[],[309])). 52.23/52.36 cnf(4165,plain, 52.23/52.36 (~P3(x41651,x41652,x41653)+~P28(x41653,x41654,x41651,x41652)), 52.23/52.36 inference(rename_variables,[],[309])). 52.23/52.36 cnf(4168,plain, 52.23/52.36 (P3(x41681,x41682,x41683)+~P41(x41681,x41682,x41683,x41684,x41685)), 52.23/52.36 inference(rename_variables,[],[407])). 52.23/52.36 cnf(4170,plain, 52.23/52.36 (P3(x41701,x41702,x41703)+~P41(x41701,x41702,x41703,x41704,x41705)), 52.23/52.36 inference(rename_variables,[],[407])). 52.23/52.36 cnf(4172,plain, 52.23/52.36 (P3(x41721,x41722,x41723)+~P41(x41721,x41722,x41723,x41724,x41725)), 52.23/52.36 inference(rename_variables,[],[407])). 52.23/52.36 cnf(4175,plain, 52.23/52.36 (~P3(x41751,x41752,x41753)+~P29(x41753,x41751,x41752,x41754)), 52.23/52.36 inference(rename_variables,[],[311])). 52.23/52.36 cnf(4177,plain, 52.23/52.36 (~P3(x41771,x41772,x41773)+~P29(x41773,x41771,x41772,x41774)), 52.23/52.36 inference(rename_variables,[],[311])). 52.23/52.36 cnf(4179,plain, 52.23/52.36 (~P3(x41791,x41792,x41793)+~P29(x41793,x41791,x41792,x41794)), 52.23/52.36 inference(rename_variables,[],[311])). 52.23/52.36 cnf(4182,plain, 52.23/52.36 (P3(x41821,x41822,f6(x41823,f7(x41821,x41822,x41823)))+E(x41821,x41822)), 52.23/52.36 inference(rename_variables,[],[290])). 52.23/52.36 cnf(4184,plain, 52.23/52.36 (P3(x41841,x41842,f6(x41843,f7(x41841,x41842,x41843)))+E(x41841,x41842)), 52.23/52.36 inference(rename_variables,[],[290])). 52.23/52.36 cnf(4186,plain, 52.23/52.36 (P3(x41861,x41862,f6(x41863,f7(x41861,x41862,x41863)))+E(x41861,x41862)), 52.23/52.36 inference(rename_variables,[],[290])). 52.23/52.36 cnf(4189,plain, 52.23/52.36 (P12(f1(x41891,x41892),f1(x41891,x41893),f1(x41891,x41894),f1(x41891,x41895))+~P12(x41892,x41893,x41894,x41895)), 52.23/52.36 inference(rename_variables,[],[349])). 52.23/52.36 cnf(4191,plain, 52.23/52.36 (P12(f1(x41911,x41912),f1(x41911,x41913),f1(x41911,x41914),f1(x41911,x41915))+~P12(x41912,x41913,x41914,x41915)), 52.23/52.36 inference(rename_variables,[],[349])). 52.23/52.36 cnf(4193,plain, 52.23/52.36 (P12(f1(x41931,x41932),f1(x41931,x41933),f1(x41931,x41934),f1(x41931,x41935))+~P12(x41932,x41933,x41934,x41935)), 52.23/52.36 inference(rename_variables,[],[349])). 52.23/52.36 cnf(4196,plain, 52.23/52.36 (~E(f1(x41961,x41962),f1(x41963,x41962))+E(x41961,x41963)), 52.23/52.36 inference(rename_variables,[],[211])). 52.23/52.36 cnf(4198,plain, 52.23/52.36 (~E(f1(x41981,x41982),f1(x41983,x41982))+E(x41981,x41983)), 52.23/52.36 inference(rename_variables,[],[211])). 52.23/52.36 cnf(4200,plain, 52.23/52.36 (~E(f1(x42001,x42002),f1(x42003,x42002))+E(x42001,x42003)), 52.23/52.36 inference(rename_variables,[],[211])). 52.23/52.36 cnf(4203,plain, 52.23/52.36 (~E(x42031,x42032)+~P18(x42033,x42031,x42032)), 52.23/52.36 inference(rename_variables,[],[220])). 52.23/52.36 cnf(4205,plain, 52.23/52.36 (~E(x42051,x42052)+~P18(x42053,x42051,x42052)), 52.23/52.36 inference(rename_variables,[],[220])). 52.23/52.36 cnf(4207,plain, 52.23/52.36 (~E(x42071,x42072)+~P18(x42073,x42071,x42072)), 52.23/52.36 inference(rename_variables,[],[220])). 52.23/52.36 cnf(4210,plain, 52.23/52.36 (E(x42101,x42102)+E(f7(x42101,x42102,f7(x42101,x42102,x42103)),x42103)), 52.23/52.36 inference(rename_variables,[],[487])). 52.23/52.36 cnf(4212,plain, 52.23/52.36 (E(x42121,x42122)+E(f7(x42121,x42122,f7(x42121,x42122,x42123)),x42123)), 52.23/52.36 inference(rename_variables,[],[487])). 52.23/52.36 cnf(4214,plain, 52.23/52.36 (E(x42141,x42142)+E(f7(x42141,x42142,f7(x42141,x42142,x42143)),x42143)), 52.23/52.36 inference(rename_variables,[],[487])). 52.23/52.36 cnf(4217,plain, 52.23/52.36 (E(f7(x42171,x42172,x42173),f7(x42171,x42174,x42173))+~E(x42172,x42174)), 52.23/52.36 inference(rename_variables,[],[19])). 52.23/52.36 cnf(4219,plain, 52.23/52.36 (E(f7(x42191,x42192,x42193),f7(x42191,x42194,x42193))+~E(x42192,x42194)), 52.23/52.36 inference(rename_variables,[],[19])). 52.23/52.36 cnf(4221,plain, 52.23/52.36 (E(f7(x42211,x42212,x42213),f7(x42211,x42214,x42213))+~E(x42212,x42214)), 52.23/52.36 inference(rename_variables,[],[19])). 52.23/52.36 cnf(4224,plain, 52.23/52.36 (E(f22(x42241,x42242,x42243),f22(x42241,x42242,x42244))+~E(x42243,x42244)), 52.23/52.36 inference(rename_variables,[],[85])). 52.23/52.36 cnf(4226,plain, 52.23/52.36 (E(f22(x42261,x42262,x42263),f22(x42261,x42262,x42264))+~E(x42263,x42264)), 52.23/52.36 inference(rename_variables,[],[85])). 52.23/52.36 cnf(4228,plain, 52.23/52.36 (E(f22(x42281,x42282,x42283),f22(x42281,x42282,x42284))+~E(x42283,x42284)), 52.23/52.36 inference(rename_variables,[],[85])). 52.23/52.36 cnf(4231,plain, 52.23/52.36 (E(f14(x42311,x42312,f14(f14(x42313,x42314,a15,a16),x42314,x42311,x42312),x42313),f38(x42314,x42313,x42311,x42312))+~P13(x42311,x42312,x42314,x42313)), 52.23/52.36 inference(rename_variables,[],[417])). 52.23/52.36 cnf(4233,plain, 52.23/52.36 (E(f14(x42331,x42332,f14(f14(x42333,x42334,a15,a16),x42334,x42331,x42332),x42333),f38(x42334,x42333,x42331,x42332))+~P13(x42331,x42332,x42334,x42333)), 52.23/52.36 inference(rename_variables,[],[417])). 52.23/52.36 cnf(4235,plain, 52.23/52.36 (E(f14(x42351,x42352,f14(f14(x42353,x42354,a15,a16),x42354,x42351,x42352),x42353),f38(x42354,x42353,x42351,x42352))+~P13(x42351,x42352,x42354,x42353)), 52.23/52.36 inference(rename_variables,[],[417])). 52.23/52.36 cnf(4238,plain, 52.23/52.36 (E(f51(x42381,x42382,x42383,x42384,x42385,x42386),f51(x42381,x42382,x42383,x42387,x42385,x42386))+~E(x42384,x42387)), 52.23/52.36 inference(rename_variables,[],[9])). 52.23/52.36 cnf(4240,plain, 52.23/52.36 (E(f51(x42401,x42402,x42403,x42404,x42405,x42406),f51(x42401,x42402,x42403,x42407,x42405,x42406))+~E(x42404,x42407)), 52.23/52.36 inference(rename_variables,[],[9])). 52.23/52.36 cnf(4242,plain, 52.23/52.36 (E(f51(x42421,x42422,x42423,x42424,x42425,x42426),f51(x42421,x42422,x42423,x42427,x42425,x42426))+~E(x42424,x42427)), 52.23/52.36 inference(rename_variables,[],[9])). 52.23/52.36 cnf(4245,plain, 52.23/52.36 (E(f42(x42451,x42452,x42453,x42454,x42455),f42(x42451,x42452,x42453,x42456,x42455))+~E(x42454,x42456)), 52.23/52.36 inference(rename_variables,[],[97])). 52.23/52.36 cnf(4247,plain, 52.23/52.36 (E(f42(x42471,x42472,x42473,x42474,x42475),f42(x42471,x42472,x42473,x42476,x42475))+~E(x42474,x42476)), 52.23/52.36 inference(rename_variables,[],[97])). 52.23/52.36 cnf(4249,plain, 52.23/52.36 (E(f42(x42491,x42492,x42493,x42494,x42495),f42(x42491,x42492,x42493,x42496,x42495))+~E(x42494,x42496)), 52.23/52.36 inference(rename_variables,[],[97])). 52.23/52.36 cnf(4252,plain, 52.23/52.36 (P3(x42521,x42522,f23(x42521,x42522,x42523))+P3(x42521,x42522,x42523)), 52.23/52.36 inference(rename_variables,[],[259])). 52.23/52.36 cnf(4254,plain, 52.23/52.36 (P3(x42541,x42542,f23(x42541,x42542,x42543))+P3(x42541,x42542,x42543)), 52.23/52.36 inference(rename_variables,[],[259])). 52.23/52.36 cnf(4256,plain, 52.23/52.36 (P3(x42561,x42562,f23(x42561,x42562,x42563))+P3(x42561,x42562,x42563)), 52.23/52.36 inference(rename_variables,[],[259])). 52.23/52.36 cnf(4259,plain, 52.23/52.36 (E(f30(x42591,x42592,x42593),f30(x42594,x42592,x42593))+~E(x42591,x42594)), 52.23/52.36 inference(rename_variables,[],[43])). 52.23/52.36 cnf(4261,plain, 52.23/52.36 (E(f30(x42611,x42612,x42613),f30(x42614,x42612,x42613))+~E(x42611,x42614)), 52.23/52.36 inference(rename_variables,[],[43])). 52.23/52.36 cnf(4263,plain, 52.23/52.36 (E(f30(x42631,x42632,x42633),f30(x42634,x42632,x42633))+~E(x42631,x42634)), 52.23/52.36 inference(rename_variables,[],[43])). 52.23/52.36 cnf(4266,plain, 52.23/52.36 (P2(x42661,f21(x42662,x42663,x42661),f25(x42662,x42663,x42661))+E(x42663,x42662)), 52.23/52.36 inference(rename_variables,[],[284])). 52.23/52.36 cnf(4268,plain, 52.23/52.36 (P2(x42681,f21(x42682,x42683,x42681),f25(x42682,x42683,x42681))+E(x42683,x42682)), 52.23/52.36 inference(rename_variables,[],[284])). 52.23/52.36 cnf(4270,plain, 52.23/52.36 (P2(x42701,f21(x42702,x42703,x42701),f25(x42702,x42703,x42701))+E(x42703,x42702)), 52.23/52.36 inference(rename_variables,[],[284])). 52.23/52.36 cnf(4273,plain, 52.23/52.36 (P41(x42731,x42732,f39(x42731,x42732,x42733,x42734),x42733,x42734)+~P27(x42731,x42732,x42733,x42734)), 52.23/52.36 inference(rename_variables,[],[412])). 52.23/52.36 cnf(4275,plain, 52.23/52.36 (P41(x42751,x42752,f39(x42751,x42752,x42753,x42754),x42753,x42754)+~P27(x42751,x42752,x42753,x42754)), 52.23/52.36 inference(rename_variables,[],[412])). 52.23/52.36 cnf(4277,plain, 52.23/52.36 (P41(x42771,x42772,f39(x42771,x42772,x42773,x42774),x42773,x42774)+~P27(x42771,x42772,x42773,x42774)), 52.23/52.36 inference(rename_variables,[],[412])). 52.23/52.36 cnf(4280,plain, 52.23/52.36 (~E(f1(x42801,x42802),x42803)+~E(f1(x42801,x42804),x42803)+E(x42804,x42802)), 52.23/52.36 inference(rename_variables,[],[212])). 52.23/52.36 cnf(4282,plain, 52.23/52.36 (~E(f1(x42821,x42822),x42823)+~E(f1(x42821,x42824),x42823)+E(x42824,x42822)), 52.23/52.36 inference(rename_variables,[],[212])). 52.23/52.36 cnf(4284,plain, 52.23/52.36 (~E(f1(x42841,x42842),x42843)+~E(f1(x42841,x42844),x42843)+E(x42844,x42842)), 52.23/52.36 inference(rename_variables,[],[212])). 52.23/52.36 cnf(4287,plain, 52.23/52.36 (~P5(x42871,x42872,x42873)+~P5(x42871,x42874,x42873)+E(x42874,x42872)), 52.23/52.36 inference(rename_variables,[],[252])). 52.23/52.36 cnf(4289,plain, 52.23/52.36 (~P5(x42891,x42892,x42893)+~P5(x42891,x42894,x42893)+E(x42894,x42892)), 52.23/52.36 inference(rename_variables,[],[252])). 52.23/52.36 cnf(4291,plain, 52.23/52.36 (~P5(x42911,x42912,x42913)+~P5(x42911,x42914,x42913)+E(x42914,x42912)), 52.23/52.36 inference(rename_variables,[],[252])). 52.23/52.36 cnf(4294,plain, 52.23/52.36 (~P5(f1(x42941,x42942),x42943,f1(x42944,x42942))+P4(x42944,x42941,x42943)+~P4(x42941,x42944,x42942)), 52.23/52.36 inference(rename_variables,[],[291])). 52.23/52.36 cnf(4296,plain, 52.23/52.36 (~P5(f1(x42961,x42962),x42963,f1(x42964,x42962))+P4(x42964,x42961,x42963)+~P4(x42961,x42964,x42962)), 52.23/52.36 inference(rename_variables,[],[291])). 52.23/52.36 cnf(4300,plain, 52.23/52.36 (~P18(x43001,x43002,x43003)+~P28(x43001,x43004,x43005,x43002)+P28(x43003,x43004,x43005,x43002)), 52.23/52.36 inference(rename_variables,[],[342])). 52.23/52.36 cnf(4304,plain, 52.23/52.36 (~P18(x43041,x43042,x43043)+~P18(x43044,x43042,x43041)+P18(x43044,x43042,x43043)), 52.23/52.36 inference(rename_variables,[],[267])). 52.23/52.36 cnf(4306,plain, 52.23/52.36 (~P18(x43061,x43062,x43063)+~P18(x43064,x43062,x43061)+P18(x43064,x43062,x43063)), 52.23/52.36 inference(rename_variables,[],[267])). 52.23/52.36 cnf(4308,plain, 52.23/52.36 (~P18(x43081,x43082,x43083)+~P18(x43084,x43082,x43081)+P18(x43084,x43082,x43083)), 52.23/52.36 inference(rename_variables,[],[267])). 52.23/52.36 cnf(4311,plain, 52.23/52.36 (~P12(x43111,x43112,x43111,x43113)+P5(x43112,x43111,x43113)+~P2(x43112,x43111,x43113)), 52.23/52.36 inference(rename_variables,[],[317])). 52.23/52.36 cnf(4313,plain, 52.23/52.36 (~P12(x43131,x43132,x43131,x43133)+P5(x43132,x43131,x43133)+~P2(x43132,x43131,x43133)), 52.23/52.36 inference(rename_variables,[],[317])). 52.23/52.36 cnf(4315,plain, 52.23/52.36 (~P12(x43151,x43152,x43151,x43153)+P5(x43152,x43151,x43153)+~P2(x43152,x43151,x43153)), 52.23/52.36 inference(rename_variables,[],[317])). 52.23/52.36 cnf(4320,plain, 52.23/52.36 (E(x43201,x43202)+~P4(x43203,x43202,x43201)+~P4(x43203,x43201,x43202)), 52.23/52.36 inference(rename_variables,[],[253])). 52.23/52.36 cnf(4324,plain, 52.23/52.36 (~P4(x43241,x43242,x43243)+P4(x43244,x43242,x43243)+~E(x43241,x43244)), 52.23/52.36 inference(rename_variables,[],[123])). 52.23/52.36 cnf(4326,plain, 52.23/52.36 (~P4(x43261,x43262,x43263)+P4(x43264,x43262,x43263)+~E(x43261,x43264)), 52.23/52.36 inference(rename_variables,[],[123])). 52.23/52.36 cnf(4328,plain, 52.23/52.36 (~P4(x43281,x43282,x43283)+P4(x43284,x43282,x43283)+~E(x43281,x43284)), 52.23/52.36 inference(rename_variables,[],[123])). 52.23/52.36 cnf(4331,plain, 52.23/52.36 (~P3(x43311,x43312,x43313)+~P3(x43311,x43312,x43314)+~P27(x43311,x43312,x43313,x43314)), 52.23/52.36 inference(rename_variables,[],[321])). 52.23/52.36 cnf(4333,plain, 52.23/52.36 (~P3(x43331,x43332,x43333)+~P3(x43331,x43332,x43334)+~P27(x43331,x43332,x43333,x43334)), 52.23/52.36 inference(rename_variables,[],[321])). 52.23/52.36 cnf(4335,plain, 52.23/52.36 (~P3(x43351,x43352,x43353)+~P3(x43351,x43352,x43354)+~P27(x43351,x43352,x43353,x43354)), 52.23/52.36 inference(rename_variables,[],[321])). 52.23/52.36 cnf(4338,plain, 52.23/52.36 (~P29(x43381,x43382,x43383,x43384)+P29(x43385,x43382,x43383,x43384)+~E(x43381,x43385)), 52.23/52.36 inference(rename_variables,[],[137])). 52.23/52.36 cnf(4340,plain, 52.23/52.36 (~P29(x43401,x43402,x43403,x43404)+P29(x43405,x43402,x43403,x43404)+~E(x43401,x43405)), 52.23/52.36 inference(rename_variables,[],[137])). 52.23/52.36 cnf(4342,plain, 52.23/52.36 (~P29(x43421,x43422,x43423,x43424)+P29(x43425,x43422,x43423,x43424)+~E(x43421,x43425)), 52.23/52.36 inference(rename_variables,[],[137])). 52.23/52.36 cnf(4345,plain, 52.23/52.36 (~P28(x43451,x43452,x43453,x43454)+P28(x43455,x43452,x43453,x43454)+~E(x43451,x43455)), 52.23/52.36 inference(rename_variables,[],[141])). 52.23/52.36 cnf(4347,plain, 52.23/52.36 (~P28(x43471,x43472,x43473,x43474)+P28(x43475,x43472,x43473,x43474)+~E(x43471,x43475)), 52.23/52.36 inference(rename_variables,[],[141])). 52.23/52.36 cnf(4349,plain, 52.23/52.36 (~P28(x43491,x43492,x43493,x43494)+P28(x43495,x43492,x43493,x43494)+~E(x43491,x43495)), 52.23/52.36 inference(rename_variables,[],[141])). 52.23/52.36 cnf(4352,plain, 52.23/52.36 (~P28(x43521,x43522,x43523,x43524)+P28(x43521,x43525,x43523,x43524)+~E(x43522,x43525)), 52.23/52.36 inference(rename_variables,[],[142])). 52.23/52.36 cnf(4354,plain, 52.23/52.36 (~P28(x43541,x43542,x43543,x43544)+P28(x43541,x43545,x43543,x43544)+~E(x43542,x43545)), 52.23/52.36 inference(rename_variables,[],[142])). 52.23/52.36 cnf(4356,plain, 52.23/52.36 (~P28(x43561,x43562,x43563,x43564)+P28(x43561,x43565,x43563,x43564)+~E(x43562,x43565)), 52.23/52.36 inference(rename_variables,[],[142])). 52.23/52.36 cnf(4359,plain, 52.23/52.36 (~P2(x43591,x43592,x43593)+~P2(x43591,x43594,x43592)+P2(x43591,x43594,x43593)), 52.23/52.36 inference(rename_variables,[],[265])). 52.23/52.36 cnf(4361,plain, 52.23/52.36 (~P2(x43611,x43612,x43613)+~P2(x43611,x43614,x43612)+P2(x43611,x43614,x43613)), 52.23/52.36 inference(rename_variables,[],[265])). 52.23/52.36 cnf(4363,plain, 52.23/52.36 (~P2(x43631,x43632,x43633)+~P2(x43631,x43634,x43632)+P2(x43631,x43634,x43633)), 52.23/52.36 inference(rename_variables,[],[265])). 52.23/52.36 cnf(4366,plain, 52.23/52.36 (P55(x43661,x43662,x43663,x43664,x43665,x43666,x43667,x43668)+~P55(x43661,x43662,x43663,x43664,x43669,x43666,x43667,x43668)+~E(x43669,x43665)), 52.23/52.36 inference(rename_variables,[],[111])). 52.23/52.36 cnf(4368,plain, 52.23/52.36 (P55(x43681,x43682,x43683,x43684,x43685,x43686,x43687,x43688)+~P55(x43681,x43682,x43683,x43684,x43689,x43686,x43687,x43688)+~E(x43689,x43685)), 52.23/52.36 inference(rename_variables,[],[111])). 52.23/52.36 cnf(4370,plain, 52.23/52.36 (P55(x43701,x43702,x43703,x43704,x43705,x43706,x43707,x43708)+~P55(x43701,x43702,x43703,x43704,x43709,x43706,x43707,x43708)+~E(x43709,x43705)), 52.23/52.36 inference(rename_variables,[],[111])). 52.23/52.36 cnf(4373,plain, 52.23/52.36 (~E(x43731,x43732)+~P27(x43733,x43731,x43734,x43735)+P27(x43733,x43732,x43734,x43735)), 52.23/52.36 inference(rename_variables,[],[152])). 52.23/52.36 cnf(4375,plain, 52.23/52.36 (~E(x43751,x43752)+~P27(x43753,x43751,x43754,x43755)+P27(x43753,x43752,x43754,x43755)), 52.23/52.36 inference(rename_variables,[],[152])). 52.23/52.36 cnf(4377,plain, 52.23/52.36 (~E(x43771,x43772)+~P27(x43773,x43771,x43774,x43775)+P27(x43773,x43772,x43774,x43775)), 52.23/52.36 inference(rename_variables,[],[152])). 52.23/52.36 cnf(4380,plain, 52.23/52.36 (~P12(x43801,x43802,x43803,x43804)+~P12(x43801,x43802,x43805,x43806)+P12(x43803,x43804,x43805,x43806)), 52.23/52.36 inference(rename_variables,[],[370])). 52.23/52.36 cnf(4382,plain, 52.23/52.36 (~P12(x43821,x43822,x43823,x43824)+~P12(x43821,x43822,x43825,x43826)+P12(x43823,x43824,x43825,x43826)), 52.23/52.36 inference(rename_variables,[],[370])). 52.23/52.36 cnf(4384,plain, 52.23/52.36 (~P12(x43841,x43842,x43843,x43844)+~P12(x43841,x43842,x43845,x43846)+P12(x43843,x43844,x43845,x43846)), 52.23/52.36 inference(rename_variables,[],[370])). 52.23/52.36 cnf(4387,plain, 52.23/52.36 (E(x43871,x43872)+~P5(x43873,x43874,x43872)+~P5(x43873,x43874,x43871)), 52.23/52.36 inference(rename_variables,[],[251])). 52.23/52.36 cnf(4389,plain, 52.23/52.36 (E(x43891,x43892)+~P5(x43893,x43894,x43892)+~P5(x43893,x43894,x43891)), 52.23/52.36 inference(rename_variables,[],[251])). 52.23/52.36 cnf(4391,plain, 52.23/52.36 (E(x43911,x43912)+~P5(x43913,x43914,x43912)+~P5(x43913,x43914,x43911)), 52.23/52.36 inference(rename_variables,[],[251])). 52.23/52.36 cnf(4394,plain, 52.23/52.36 (P2(x43941,f14(f14(x43942,x43941,a15,a16),x43941,x43943,x43944),x43942)+~P12(x43943,x43945,x43941,x43942)+~P2(x43943,x43944,x43945)), 52.23/52.36 inference(rename_variables,[],[410])). 52.23/52.36 cnf(4396,plain, 52.23/52.36 (P2(x43961,f14(f14(x43962,x43961,a15,a16),x43961,x43963,x43964),x43962)+~P12(x43963,x43965,x43961,x43962)+~P2(x43963,x43964,x43965)), 52.23/52.36 inference(rename_variables,[],[410])). 52.23/52.36 cnf(4398,plain, 52.23/52.36 (P2(x43981,f14(f14(x43982,x43981,a15,a16),x43981,x43983,x43984),x43982)+~P12(x43983,x43985,x43981,x43982)+~P2(x43983,x43984,x43985)), 52.23/52.36 inference(rename_variables,[],[410])). 52.23/52.36 cnf(4401,plain, 52.23/52.36 (P49(x44011,x44012,x44013,x44014,x44015,x44016)+~P49(x44011,x44012,x44013,x44014,x44015,x44017)+~E(x44017,x44016)), 52.23/52.36 inference(rename_variables,[],[150])). 52.23/52.36 cnf(4403,plain, 52.23/52.36 (P49(x44031,x44032,x44033,x44034,x44035,x44036)+~P49(x44031,x44032,x44033,x44034,x44035,x44037)+~E(x44037,x44036)), 52.23/52.36 inference(rename_variables,[],[150])). 52.23/52.36 cnf(4405,plain, 52.23/52.36 (P49(x44051,x44052,x44053,x44054,x44055,x44056)+~P49(x44051,x44052,x44053,x44054,x44055,x44057)+~E(x44057,x44056)), 52.23/52.36 inference(rename_variables,[],[150])). 52.23/52.36 cnf(4408,plain, 52.23/52.36 (P49(x44081,x44082,x44083,x44084,f14(f14(x44085,x44084,a15,a16),x44084,x44081,x44082),x44085)+~P2(x44081,x44082,x44083)+~P12(x44081,x44083,x44084,x44085)), 52.23/52.36 inference(rename_variables,[],[436])). 52.23/52.36 cnf(4410,plain, 52.23/52.36 (P49(x44101,x44102,x44103,x44104,f14(f14(x44105,x44104,a15,a16),x44104,x44101,x44102),x44105)+~P2(x44101,x44102,x44103)+~P12(x44101,x44103,x44104,x44105)), 52.23/52.36 inference(rename_variables,[],[436])). 52.23/52.36 cnf(4412,plain, 52.23/52.36 (P49(x44121,x44122,x44123,x44124,f14(f14(x44125,x44124,a15,a16),x44124,x44121,x44122),x44125)+~P2(x44121,x44122,x44123)+~P12(x44121,x44123,x44124,x44125)), 52.23/52.36 inference(rename_variables,[],[436])). 52.23/52.36 cnf(4415,plain, 52.23/52.36 (~P12(x44151,x44152,x44153,x44154)+P12(x44151,x44152,x44155,x44154)+~E(x44153,x44155)), 52.23/52.36 inference(rename_variables,[],[135])). 52.23/52.36 cnf(4417,plain, 52.23/52.36 (~P12(x44171,x44172,x44173,x44174)+P12(x44171,x44172,x44175,x44174)+~E(x44173,x44175)), 52.23/52.36 inference(rename_variables,[],[135])). 52.23/52.36 cnf(4419,plain, 52.23/52.36 (~P12(x44191,x44192,x44193,x44194)+P12(x44191,x44192,x44195,x44194)+~E(x44193,x44195)), 52.23/52.36 inference(rename_variables,[],[135])). 52.23/52.36 cnf(4422,plain, 52.23/52.36 (P49(x44221,x44222,x44223,x44224,x44225,x44226)+~P49(x44221,x44222,x44227,x44224,x44225,x44226)+~E(x44227,x44223)), 52.23/52.36 inference(rename_variables,[],[147])). 52.23/52.36 cnf(4424,plain, 52.23/52.36 (P49(x44241,x44242,x44243,x44244,x44245,x44246)+~P49(x44241,x44242,x44247,x44244,x44245,x44246)+~E(x44247,x44243)), 52.23/52.36 inference(rename_variables,[],[147])). 52.23/52.36 cnf(4426,plain, 52.23/52.36 (P49(x44261,x44262,x44263,x44264,x44265,x44266)+~P49(x44261,x44262,x44267,x44264,x44265,x44266)+~E(x44267,x44263)), 52.23/52.36 inference(rename_variables,[],[147])). 52.23/52.36 cnf(4429,plain, 52.23/52.36 (~P12(x44291,x44292,x44293,x44294)+~P12(x44295,x44296,x44291,x44292)+P12(x44295,x44296,x44293,x44294)), 52.23/52.36 inference(rename_variables,[],[369])). 52.23/52.36 cnf(4431,plain, 52.23/52.36 (~P12(x44311,x44312,x44313,x44314)+~P12(x44315,x44316,x44311,x44312)+P12(x44315,x44316,x44313,x44314)), 52.23/52.36 inference(rename_variables,[],[369])). 52.23/52.36 cnf(4433,plain, 52.23/52.36 (~P12(x44331,x44332,x44333,x44334)+~P12(x44335,x44336,x44331,x44332)+P12(x44335,x44336,x44333,x44334)), 52.23/52.36 inference(rename_variables,[],[369])). 52.23/52.36 cnf(4436,plain, 52.23/52.36 (P49(x44361,x44362,x44363,x44364,x44365,x44366)+~P49(x44361,x44362,x44363,x44364,x44367,x44366)+~E(x44367,x44365)), 52.23/52.36 inference(rename_variables,[],[149])). 52.23/52.36 cnf(4438,plain, 52.23/52.36 (P49(x44381,x44382,x44383,x44384,x44385,x44386)+~P49(x44381,x44382,x44383,x44384,x44387,x44386)+~E(x44387,x44385)), 52.23/52.36 inference(rename_variables,[],[149])). 52.23/52.36 cnf(4440,plain, 52.23/52.36 (P49(x44401,x44402,x44403,x44404,x44405,x44406)+~P49(x44401,x44402,x44403,x44404,x44407,x44406)+~E(x44407,x44405)), 52.23/52.36 inference(rename_variables,[],[149])). 52.23/52.36 cnf(4443,plain, 52.23/52.36 (P27(x44431,x44432,f26(x44431,x44432,x44433),x44431)+E(x44432,x44431)+P3(x44431,x44432,x44433)), 52.23/52.36 inference(rename_variables,[],[303])). 52.23/52.36 cnf(4445,plain, 52.23/52.36 (P27(x44451,x44452,f26(x44451,x44452,x44453),x44451)+E(x44452,x44451)+P3(x44451,x44452,x44453)), 52.23/52.36 inference(rename_variables,[],[303])). 52.23/52.36 cnf(4447,plain, 52.23/52.36 (P27(x44471,x44472,f26(x44471,x44472,x44473),x44471)+E(x44472,x44471)+P3(x44471,x44472,x44473)), 52.23/52.36 inference(rename_variables,[],[303])). 52.23/52.36 cnf(4450,plain, 52.23/52.36 (~P2(x44501,x44502,x44503)+P2(x44501,x44504,x44503)+~E(x44502,x44504)), 52.23/52.36 inference(rename_variables,[],[105])). 52.23/52.36 cnf(4452,plain, 52.23/52.36 (~P2(x44521,x44522,x44523)+P2(x44521,x44524,x44523)+~E(x44522,x44524)), 52.23/52.36 inference(rename_variables,[],[105])). 52.23/52.36 cnf(4454,plain, 52.23/52.36 (~P2(x44541,x44542,x44543)+P2(x44541,x44544,x44543)+~E(x44542,x44544)), 52.23/52.36 inference(rename_variables,[],[105])). 52.23/52.36 cnf(4457,plain, 52.23/52.36 (~P12(x44571,x44572,x44573,x44574)+~P2(x44573,x44574,x44575)+P13(x44571,x44572,x44573,x44575)), 52.23/52.36 inference(rename_variables,[],[343])). 52.23/52.36 cnf(4459,plain, 52.23/52.36 (~P12(x44591,x44592,x44593,x44594)+~P2(x44593,x44594,x44595)+P13(x44591,x44592,x44593,x44595)), 52.23/52.36 inference(rename_variables,[],[343])). 52.23/52.36 cnf(4461,plain, 52.23/52.36 (~P12(x44611,x44612,x44613,x44614)+~P2(x44613,x44614,x44615)+P13(x44611,x44612,x44613,x44615)), 52.23/52.36 inference(rename_variables,[],[343])). 52.23/52.36 cnf(4464,plain, 52.23/52.36 (P3(x44641,x44642,x44643)+~P3(x44644,x44645,x44646)+~P49(x44644,x44645,x44646,x44641,x44642,x44643)), 52.23/52.36 inference(rename_variables,[],[440])). 52.23/52.36 cnf(4466,plain, 52.23/52.36 (P3(x44661,x44662,x44663)+~P3(x44664,x44665,x44666)+~P49(x44664,x44665,x44666,x44661,x44662,x44663)), 52.23/52.36 inference(rename_variables,[],[440])). 52.23/52.36 cnf(4468,plain, 52.23/52.36 (P3(x44681,x44682,x44683)+~P3(x44684,x44685,x44686)+~P49(x44684,x44685,x44686,x44681,x44682,x44683)), 52.23/52.36 inference(rename_variables,[],[440])). 52.23/52.36 cnf(4471,plain, 52.23/52.36 (P54(x44711,x44712,x44713,x44714,x44715,x44716,x44717,x44718)+~P54(x44719,x44712,x44713,x44714,x44715,x44716,x44717,x44718)+~E(x44719,x44711)), 52.23/52.36 inference(rename_variables,[],[166])). 52.23/52.36 cnf(4473,plain, 52.23/52.36 (P54(x44731,x44732,x44733,x44734,x44735,x44736,x44737,x44738)+~P54(x44739,x44732,x44733,x44734,x44735,x44736,x44737,x44738)+~E(x44739,x44731)), 52.23/52.36 inference(rename_variables,[],[166])). 52.23/52.36 cnf(4475,plain, 52.23/52.36 (P54(x44751,x44752,x44753,x44754,x44755,x44756,x44757,x44758)+~P54(x44759,x44752,x44753,x44754,x44755,x44756,x44757,x44758)+~E(x44759,x44751)), 52.23/52.36 inference(rename_variables,[],[166])). 52.23/52.36 cnf(4478,plain, 52.23/52.36 (P55(x44781,x44782,x44783,x44784,x44785,x44786,x44787,x44788)+~P55(x44781,x44782,x44783,x44784,x44785,x44789,x44787,x44788)+~E(x44789,x44786)), 52.23/52.36 inference(rename_variables,[],[112])). 52.23/52.36 cnf(4480,plain, 52.23/52.36 (P55(x44801,x44802,x44803,x44804,x44805,x44806,x44807,x44808)+~P55(x44801,x44802,x44803,x44804,x44805,x44809,x44807,x44808)+~E(x44809,x44806)), 52.23/52.36 inference(rename_variables,[],[112])). 52.23/52.36 cnf(4482,plain, 52.23/52.36 (P55(x44821,x44822,x44823,x44824,x44825,x44826,x44827,x44828)+~P55(x44821,x44822,x44823,x44824,x44825,x44829,x44827,x44828)+~E(x44829,x44826)), 52.23/52.36 inference(rename_variables,[],[112])). 52.23/52.36 cnf(4485,plain, 52.23/52.36 (P52(x44851,x44852,x44853,x44854,x44855,x44856,x44857)+~P52(x44851,x44852,x44853,x44854,x44855,x44856,x44858)+~E(x44858,x44857)), 52.23/52.36 inference(rename_variables,[],[180])). 52.23/52.36 cnf(4487,plain, 52.23/52.36 (P52(x44871,x44872,x44873,x44874,x44875,x44876,x44877)+~P52(x44871,x44872,x44873,x44874,x44875,x44876,x44878)+~E(x44878,x44877)), 52.23/52.36 inference(rename_variables,[],[180])). 52.23/52.36 cnf(4489,plain, 52.23/52.36 (P52(x44891,x44892,x44893,x44894,x44895,x44896,x44897)+~P52(x44891,x44892,x44893,x44894,x44895,x44896,x44898)+~E(x44898,x44897)), 52.23/52.36 inference(rename_variables,[],[180])). 52.23/52.36 cnf(4492,plain, 52.23/52.36 (~P2(x44921,x44922,x44923)+~P2(x44924,x44921,x44923)+P2(x44924,x44921,x44922)), 52.23/52.36 inference(rename_variables,[],[266])). 52.23/52.36 cnf(4494,plain, 52.23/52.36 (~P2(x44941,x44942,x44943)+~P2(x44944,x44941,x44943)+P2(x44944,x44941,x44942)), 52.23/52.36 inference(rename_variables,[],[266])). 52.23/52.36 cnf(4496,plain, 52.23/52.36 (~P2(x44961,x44962,x44963)+~P2(x44964,x44961,x44963)+P2(x44964,x44961,x44962)), 52.23/52.36 inference(rename_variables,[],[266])). 52.23/52.36 cnf(4499,plain, 52.23/52.36 (P2(x44991,f43(x44992,x44991,x44993,x44994,x44995),x44994)+~P2(x44994,x44995,x44993)+~P2(x44992,x44991,x44993)), 52.23/52.36 inference(rename_variables,[],[419])). 52.23/52.36 cnf(4501,plain, 52.23/52.36 (P2(x45011,f43(x45012,x45011,x45013,x45014,x45015),x45014)+~P2(x45014,x45015,x45013)+~P2(x45012,x45011,x45013)), 52.23/52.36 inference(rename_variables,[],[419])). 52.23/52.36 cnf(4503,plain, 52.23/52.36 (P2(x45031,f43(x45032,x45031,x45033,x45034,x45035),x45034)+~P2(x45034,x45035,x45033)+~P2(x45032,x45031,x45033)), 52.23/52.36 inference(rename_variables,[],[419])). 52.23/52.36 cnf(4506,plain, 52.23/52.36 (P49(x45061,x45062,x45063,x45064,x45065,x45066)+~P49(x45061,x45062,x45063,x45067,x45065,x45066)+~E(x45067,x45064)), 52.23/52.36 inference(rename_variables,[],[148])). 52.23/52.36 cnf(4508,plain, 52.23/52.36 (P49(x45081,x45082,x45083,x45084,x45085,x45086)+~P49(x45081,x45082,x45083,x45087,x45085,x45086)+~E(x45087,x45084)), 52.23/52.36 inference(rename_variables,[],[148])). 52.23/52.36 cnf(4510,plain, 52.23/52.36 (P49(x45101,x45102,x45103,x45104,x45105,x45106)+~P49(x45101,x45102,x45103,x45107,x45105,x45106)+~E(x45107,x45104)), 52.23/52.36 inference(rename_variables,[],[148])). 52.23/52.36 cnf(4513,plain, 52.23/52.36 (P52(x45131,x45132,x45133,x45134,x45135,x45136,x45137)+~P52(x45131,x45132,x45133,x45138,x45135,x45136,x45137)+~E(x45138,x45134)), 52.23/52.36 inference(rename_variables,[],[177])). 52.23/52.36 cnf(4515,plain, 52.23/52.36 (P52(x45151,x45152,x45153,x45154,x45155,x45156,x45157)+~P52(x45151,x45152,x45153,x45158,x45155,x45156,x45157)+~E(x45158,x45154)), 52.23/52.36 inference(rename_variables,[],[177])). 52.23/52.36 cnf(4517,plain, 52.23/52.36 (P52(x45171,x45172,x45173,x45174,x45175,x45176,x45177)+~P52(x45171,x45172,x45173,x45178,x45175,x45176,x45177)+~E(x45178,x45174)), 52.23/52.36 inference(rename_variables,[],[177])). 52.23/52.36 cnf(4520,plain, 52.23/52.36 (~P3(x45201,x45202,x45203)+P2(x45201,x45202,x45203)+P18(x45201,x45202,x45203)), 52.23/52.36 inference(rename_variables,[],[258])). 52.23/52.36 cnf(4522,plain, 52.23/52.36 (~P3(x45221,x45222,x45223)+P2(x45221,x45222,x45223)+P18(x45221,x45222,x45223)), 52.23/52.36 inference(rename_variables,[],[258])). 52.23/52.36 cnf(4524,plain, 52.23/52.36 (~P3(x45241,x45242,x45243)+P2(x45241,x45242,x45243)+P18(x45241,x45242,x45243)), 52.23/52.36 inference(rename_variables,[],[258])). 52.23/52.36 cnf(4527,plain, 52.23/52.36 (P53(x45271,x45272,x45273,x45274,x45275,x45276,x45277,x45278)+~P53(x45271,x45272,x45273,x45274,x45275,x45279,x45277,x45278)+~E(x45279,x45276)), 52.23/52.36 inference(rename_variables,[],[163])). 52.23/52.36 cnf(4529,plain, 52.23/52.36 (P53(x45291,x45292,x45293,x45294,x45295,x45296,x45297,x45298)+~P53(x45291,x45292,x45293,x45294,x45295,x45299,x45297,x45298)+~E(x45299,x45296)), 52.23/52.36 inference(rename_variables,[],[163])). 52.23/52.36 cnf(4531,plain, 52.23/52.36 (P53(x45311,x45312,x45313,x45314,x45315,x45316,x45317,x45318)+~P53(x45311,x45312,x45313,x45314,x45315,x45319,x45317,x45318)+~E(x45319,x45316)), 52.23/52.36 inference(rename_variables,[],[163])). 52.23/52.36 cnf(4534,plain, 52.23/52.36 (~E(x45341,f7(x45342,x45343,x45344))+E(f7(x45342,x45343,x45341),x45344)+E(x45342,x45343)), 52.23/52.36 inference(rename_variables,[],[243])). 52.23/52.36 cnf(4536,plain, 52.23/52.36 (~E(x45361,f7(x45362,x45363,x45364))+E(f7(x45362,x45363,x45361),x45364)+E(x45362,x45363)), 52.23/52.36 inference(rename_variables,[],[243])). 52.23/52.36 cnf(4538,plain, 52.23/52.36 (~E(x45381,f7(x45382,x45383,x45384))+E(f7(x45382,x45383,x45381),x45384)+E(x45382,x45383)), 52.23/52.36 inference(rename_variables,[],[243])). 52.23/52.36 cnf(4541,plain, 52.23/52.36 (P52(x45411,x45412,x45413,x45414,x45415,x45416,x45417)+~P52(x45411,x45412,x45413,x45414,x45418,x45416,x45417)+~E(x45418,x45415)), 52.23/52.36 inference(rename_variables,[],[178])). 52.23/52.36 cnf(4543,plain, 52.23/52.36 (P52(x45431,x45432,x45433,x45434,x45435,x45436,x45437)+~P52(x45431,x45432,x45433,x45434,x45438,x45436,x45437)+~E(x45438,x45435)), 52.23/52.36 inference(rename_variables,[],[178])). 52.23/52.36 cnf(4545,plain, 52.23/52.36 (P52(x45451,x45452,x45453,x45454,x45455,x45456,x45457)+~P52(x45451,x45452,x45453,x45454,x45458,x45456,x45457)+~E(x45458,x45455)), 52.23/52.36 inference(rename_variables,[],[178])). 52.23/52.36 cnf(4548,plain, 52.23/52.36 (~P5(x45481,x45482,x45483)+P5(x45484,x45482,x45483)+~E(x45481,x45484)), 52.23/52.36 inference(rename_variables,[],[126])). 52.23/52.36 cnf(4550,plain, 52.23/52.36 (~P5(x45501,x45502,x45503)+P5(x45504,x45502,x45503)+~E(x45501,x45504)), 52.23/52.36 inference(rename_variables,[],[126])). 52.23/52.36 cnf(4552,plain, 52.23/52.36 (~P5(x45521,x45522,x45523)+P5(x45524,x45522,x45523)+~E(x45521,x45524)), 52.23/52.36 inference(rename_variables,[],[126])). 52.23/52.36 cnf(4555,plain, 52.23/52.36 (~P5(x45551,x45552,x45553)+P5(x45551,x45554,x45553)+~E(x45552,x45554)), 52.23/52.36 inference(rename_variables,[],[127])). 52.23/52.36 cnf(4557,plain, 52.23/52.36 (~P5(x45571,x45572,x45573)+P5(x45571,x45574,x45573)+~E(x45572,x45574)), 52.23/52.36 inference(rename_variables,[],[127])). 52.23/52.36 cnf(4559,plain, 52.23/52.36 (~P5(x45591,x45592,x45593)+P5(x45591,x45594,x45593)+~E(x45592,x45594)), 52.23/52.36 inference(rename_variables,[],[127])). 52.23/52.36 cnf(4562,plain, 52.23/52.36 (P54(x45621,x45622,x45623,x45624,x45625,x45626,x45627,x45628)+~P54(x45621,x45622,x45629,x45624,x45625,x45626,x45627,x45628)+~E(x45629,x45623)), 52.23/52.36 inference(rename_variables,[],[168])). 52.23/52.36 cnf(4564,plain, 52.23/52.36 (P54(x45641,x45642,x45643,x45644,x45645,x45646,x45647,x45648)+~P54(x45641,x45642,x45649,x45644,x45645,x45646,x45647,x45648)+~E(x45649,x45643)), 52.23/52.36 inference(rename_variables,[],[168])). 52.23/52.36 cnf(4566,plain, 52.23/52.36 (P54(x45661,x45662,x45663,x45664,x45665,x45666,x45667,x45668)+~P54(x45661,x45662,x45669,x45664,x45665,x45666,x45667,x45668)+~E(x45669,x45663)), 52.23/52.36 inference(rename_variables,[],[168])). 52.23/52.36 cnf(4569,plain, 52.23/52.36 (P54(x45691,x45692,x45693,x45694,x45695,x45696,x45697,x45698)+~P54(x45691,x45692,x45693,x45694,x45695,x45696,x45697,x45699)+~E(x45699,x45698)), 52.23/52.36 inference(rename_variables,[],[173])). 52.23/52.36 cnf(4571,plain, 52.23/52.36 (P54(x45711,x45712,x45713,x45714,x45715,x45716,x45717,x45718)+~P54(x45711,x45712,x45713,x45714,x45715,x45716,x45717,x45719)+~E(x45719,x45718)), 52.23/52.36 inference(rename_variables,[],[173])). 52.23/52.36 cnf(4573,plain, 52.23/52.36 (P54(x45731,x45732,x45733,x45734,x45735,x45736,x45737,x45738)+~P54(x45731,x45732,x45733,x45734,x45735,x45736,x45737,x45739)+~E(x45739,x45738)), 52.23/52.36 inference(rename_variables,[],[173])). 52.23/52.36 cnf(4576,plain, 52.23/52.36 (P55(x45761,x45762,x45763,x45764,x45765,x45766,x45767,x45768)+~P55(x45761,x45762,x45769,x45764,x45765,x45766,x45767,x45768)+~E(x45769,x45763)), 52.23/52.36 inference(rename_variables,[],[109])). 52.23/52.36 cnf(4578,plain, 52.23/52.36 (P55(x45781,x45782,x45783,x45784,x45785,x45786,x45787,x45788)+~P55(x45781,x45782,x45789,x45784,x45785,x45786,x45787,x45788)+~E(x45789,x45783)), 52.23/52.36 inference(rename_variables,[],[109])). 52.23/52.36 cnf(4580,plain, 52.23/52.36 (P55(x45801,x45802,x45803,x45804,x45805,x45806,x45807,x45808)+~P55(x45801,x45802,x45809,x45804,x45805,x45806,x45807,x45808)+~E(x45809,x45803)), 52.23/52.36 inference(rename_variables,[],[109])). 52.23/52.36 cnf(4583,plain, 52.23/52.36 (P49(x45831,x45832,x45833,x45834,x45835,x45836)+~P49(x45831,x45837,x45833,x45834,x45835,x45836)+~E(x45837,x45832)), 52.23/52.36 inference(rename_variables,[],[146])). 52.23/52.36 cnf(4585,plain, 52.23/52.36 (P49(x45851,x45852,x45853,x45854,x45855,x45856)+~P49(x45851,x45857,x45853,x45854,x45855,x45856)+~E(x45857,x45852)), 52.23/52.36 inference(rename_variables,[],[146])). 52.23/52.36 cnf(4587,plain, 52.23/52.36 (P49(x45871,x45872,x45873,x45874,x45875,x45876)+~P49(x45871,x45877,x45873,x45874,x45875,x45876)+~E(x45877,x45872)), 52.23/52.36 inference(rename_variables,[],[146])). 52.23/52.36 cnf(4592,plain, 52.23/52.36 (P12(x45921,x45922,x45923,x45924)+E(x45925,x45926)+~P55(x45926,x45925,x45921,x45922,x45927,x45928,x45923,x45924)), 52.23/52.36 inference(rename_variables,[],[475])). 52.23/52.36 cnf(4594,plain, 52.23/52.36 (P12(x45941,x45942,x45943,x45944)+E(x45945,x45946)+~P55(x45946,x45945,x45941,x45942,x45947,x45948,x45943,x45944)), 52.23/52.36 inference(rename_variables,[],[475])). 52.23/52.36 cnf(4596,plain, 52.23/52.36 (P12(x45961,x45962,x45963,x45964)+E(x45965,x45966)+~P55(x45966,x45965,x45961,x45962,x45967,x45968,x45963,x45964)), 52.23/52.36 inference(rename_variables,[],[475])). 52.23/52.36 cnf(4599,plain, 52.23/52.36 (~P3(x45991,x45992,x45993)+P3(x45994,x45992,x45993)+~E(x45991,x45994)), 52.23/52.36 inference(rename_variables,[],[115])). 52.23/52.36 cnf(4601,plain, 52.23/52.36 (~P3(x46011,x46012,x46013)+P3(x46014,x46012,x46013)+~E(x46011,x46014)), 52.23/52.36 inference(rename_variables,[],[115])). 52.23/52.36 cnf(4603,plain, 52.23/52.36 (~P3(x46031,x46032,x46033)+P3(x46034,x46032,x46033)+~E(x46031,x46034)), 52.23/52.36 inference(rename_variables,[],[115])). 52.23/52.36 cnf(4606,plain, 52.23/52.36 (~E(x46061,f7(x46062,x46063,x46064))+E(x46064,f7(x46062,x46063,x46061))+E(x46062,x46063)), 52.23/52.36 inference(rename_variables,[],[242])). 52.23/52.36 cnf(4608,plain, 52.23/52.36 (~E(x46081,f7(x46082,x46083,x46084))+E(x46084,f7(x46082,x46083,x46081))+E(x46082,x46083)), 52.23/52.36 inference(rename_variables,[],[242])). 52.23/52.36 cnf(4610,plain, 52.23/52.36 (~E(x46101,f7(x46102,x46103,x46104))+E(x46104,f7(x46102,x46103,x46101))+E(x46102,x46103)), 52.23/52.36 inference(rename_variables,[],[242])). 52.23/52.36 cnf(4613,plain, 52.23/52.36 (P29(x46131,x46132,x46133,x46134)+~P29(x46131,x46135,x46133,x46134)+~E(x46135,x46132)), 52.23/52.36 inference(rename_variables,[],[138])). 52.23/52.36 cnf(4615,plain, 52.23/52.36 (P29(x46151,x46152,x46153,x46154)+~P29(x46151,x46155,x46153,x46154)+~E(x46155,x46152)), 52.23/52.36 inference(rename_variables,[],[138])). 52.23/52.36 cnf(4617,plain, 52.23/52.36 (P29(x46171,x46172,x46173,x46174)+~P29(x46171,x46175,x46173,x46174)+~E(x46175,x46172)), 52.23/52.36 inference(rename_variables,[],[138])). 52.23/52.36 cnf(4620,plain, 52.23/52.36 (P52(x46201,x46202,x46203,x46204,x46205,x46206,x46207)+~P52(x46208,x46202,x46203,x46204,x46205,x46206,x46207)+~E(x46208,x46201)), 52.23/52.36 inference(rename_variables,[],[174])). 52.23/52.36 cnf(4622,plain, 52.23/52.36 (P52(x46221,x46222,x46223,x46224,x46225,x46226,x46227)+~P52(x46228,x46222,x46223,x46224,x46225,x46226,x46227)+~E(x46228,x46221)), 52.23/52.36 inference(rename_variables,[],[174])). 52.23/52.36 cnf(4624,plain, 52.23/52.36 (P52(x46241,x46242,x46243,x46244,x46245,x46246,x46247)+~P52(x46248,x46242,x46243,x46244,x46245,x46246,x46247)+~E(x46248,x46241)), 52.23/52.36 inference(rename_variables,[],[174])). 52.23/52.36 cnf(4627,plain, 52.23/52.36 (P54(x46271,x46272,x46273,x46274,x46275,x46276,x46277,x46278)+~P54(x46271,x46272,x46273,x46274,x46279,x46276,x46277,x46278)+~E(x46279,x46275)), 52.23/52.36 inference(rename_variables,[],[170])). 52.23/52.36 cnf(4629,plain, 52.23/52.36 (P54(x46291,x46292,x46293,x46294,x46295,x46296,x46297,x46298)+~P54(x46291,x46292,x46293,x46294,x46299,x46296,x46297,x46298)+~E(x46299,x46295)), 52.23/52.36 inference(rename_variables,[],[170])). 52.23/52.36 cnf(4631,plain, 52.23/52.36 (P54(x46311,x46312,x46313,x46314,x46315,x46316,x46317,x46318)+~P54(x46311,x46312,x46313,x46314,x46319,x46316,x46317,x46318)+~E(x46319,x46315)), 52.23/52.36 inference(rename_variables,[],[170])). 52.23/52.36 cnf(4634,plain, 52.23/52.36 (~P41(x46341,x46342,x46343,x46344,x46345)+P41(x46341,x46342,x46346,x46344,x46345)+~E(x46343,x46346)), 52.23/52.36 inference(rename_variables,[],[120])). 52.23/52.36 cnf(4636,plain, 52.23/52.36 (~P41(x46361,x46362,x46363,x46364,x46365)+P41(x46361,x46362,x46366,x46364,x46365)+~E(x46363,x46366)), 52.23/52.36 inference(rename_variables,[],[120])). 52.23/52.36 cnf(4638,plain, 52.23/52.36 (~P41(x46381,x46382,x46383,x46384,x46385)+P41(x46381,x46382,x46386,x46384,x46385)+~E(x46383,x46386)), 52.23/52.36 inference(rename_variables,[],[120])). 52.23/52.36 cnf(4641,plain, 52.23/52.36 (P52(x46411,x46412,x46413,x46414,x46415,x46416,x46417)+~P52(x46411,x46418,x46413,x46414,x46415,x46416,x46417)+~E(x46418,x46412)), 52.23/52.36 inference(rename_variables,[],[175])). 52.23/52.36 cnf(4643,plain, 52.23/52.36 (P52(x46431,x46432,x46433,x46434,x46435,x46436,x46437)+~P52(x46431,x46438,x46433,x46434,x46435,x46436,x46437)+~E(x46438,x46432)), 52.23/52.36 inference(rename_variables,[],[175])). 52.23/52.36 cnf(4645,plain, 52.23/52.36 (P52(x46451,x46452,x46453,x46454,x46455,x46456,x46457)+~P52(x46451,x46458,x46453,x46454,x46455,x46456,x46457)+~E(x46458,x46452)), 52.23/52.36 inference(rename_variables,[],[175])). 52.23/52.36 cnf(4648,plain, 52.23/52.36 (P4(x46481,x46482,x46483)+~P4(x46484,x46485,x46486)+~P49(x46484,x46485,x46486,x46481,x46482,x46483)), 52.23/52.36 inference(rename_variables,[],[441])). 52.23/52.36 cnf(4650,plain, 52.23/52.36 (P4(x46501,x46502,x46503)+~P4(x46504,x46505,x46506)+~P49(x46504,x46505,x46506,x46501,x46502,x46503)), 52.23/52.36 inference(rename_variables,[],[441])). 52.23/52.36 cnf(4652,plain, 52.23/52.36 (P4(x46521,x46522,x46523)+~P4(x46524,x46525,x46526)+~P49(x46524,x46525,x46526,x46521,x46522,x46523)), 52.23/52.36 inference(rename_variables,[],[441])). 52.23/52.36 cnf(4655,plain, 52.23/52.36 (~E(x46551,x46552)+E(x46553,x46552)+~E(x46553,x46551)), 52.23/52.36 inference(rename_variables,[],[3])). 52.23/52.36 cnf(4657,plain, 52.23/52.36 (~E(x46571,x46572)+E(x46573,x46572)+~E(x46573,x46571)), 52.23/52.36 inference(rename_variables,[],[3])). 52.23/52.36 cnf(4659,plain, 52.23/52.36 (~E(x46591,x46592)+E(x46593,x46592)+~E(x46593,x46591)), 52.23/52.36 inference(rename_variables,[],[3])). 52.23/52.36 cnf(4662,plain, 52.23/52.36 (~P41(x46621,x46622,x46623,x46624,x46625)+P41(x46626,x46622,x46623,x46624,x46625)+~E(x46621,x46626)), 52.23/52.36 inference(rename_variables,[],[118])). 52.23/52.36 cnf(4663,plain, 52.23/52.36 ($false), 52.23/52.36 inference(scs_inference,[],[189,202,203,498,581,588,665,672,1267,1274,679,686,693,798,812,819,1043,518,525,583,590,667,681,688,814,1269,1276,546,553,500,520,527,2155,2148,2143,2194,2101,2053,2139,2076,2069,1954,496,2064,2125,2146,2153,2085,2090,2097,1936,1934,562,569,1958,2120,2099,2034,2032,1961,592,1927,508,1963,1920,2150,2157,2059,2061,2094,574,2138,2141,578,2113,2162,579,2190,2136,2187,2192,2029,1959,1949,2041,2027,2022,1922,1929,1966,565,567,571,1956,1947,2071,2018,2104,2134,2062,2066,2068,2002,2004,2007,2180,2020,2031,2036,2083,2103,2220,2222,1965,2117,2124,2145,1989,1994,1998,2013,2132,2159,2096,2024,576,1952,2195,2197,2202,2204,2206,2209,2211,2043,2045,2048,2050,2052,2237,2239,2241,2243,2039,2075,493,480,477,1371,1432,1544,1546,1551,1553,1558,1560,1565,1567,1682,1360,1646,1476,1585,1590,1595,1660,1650,1658,1508,1581,1599,1604,1662,1358,1365,1385,1406,1408,1448,1458,1472,1525,1351,1373,1456,1548,1550,1555,1557,1569,1571,1330,1450,1474,2347,1470,1452,2246,2379,2381,1307,2323,1481,2251,2674,2280,2393,1355,2676,2665,1342,2395,2266,2244,2317,2678,2268,2656,2682,2356,2451,2358,1664,1666,2310,1572,1576,1425,1463,2372,1618,1344,1290,2458,2467,1779,1786,1323,2257,2650,2707,1777,1784,1461,2669,2421,1479,1574,2327,2721,1325,1328,1363,2374,2483,1279,2680,2469,2567,2639,2649,2709,2711,2713,2729,2735,2737,1332,2723,2738,2460,2464,2521,2523,2525,2527,2577,2591,2593,2595,2602,2604,2462,2376,2605,2607,2609,2612,2616,2551,2558,1670,2420,1850,2471,2725,1699,1701,2378,188,187,197,183,186,182,184,207,191,2791,36,2801,2803,2805,30,2808,2810,2812,473,2815,2817,2819,80,2822,2824,2826,224,2829,2831,2833,327,2836,2838,2840,463,2843,2845,2847,262,2850,2852,2854,18,2857,2859,2861,426,2864,226,2868,2870,2872,56,2875,2877,2879,82,2882,2884,2886,334,2889,2891,2893,448,2896,2898,2900,34,2903,2905,2907,213,2910,2912,2914,237,2917,2919,2921,299,2924,2926,2928,459,2931,2933,2935,33,2938,2940,2942,38,2945,2947,2949,62,2952,2954,2956,403,2959,2961,2963,7,2966,2968,2970,225,2973,2975,2977,331,2980,2982,2984,454,2987,2989,2991,229,2994,2996,2998,467,3001,3003,3005,235,3008,3010,3012,379,3015,3017,3019,6,3022,3024,3026,413,3029,3031,3033,476,3036,3038,3040,27,3043,3045,3047,47,3050,3052,3054,86,3057,3059,3061,101,3064,3066,3068,79,3071,3073,3075,91,3078,3080,3082,54,3085,3087,3089,228,3092,3094,3096,215,3099,3101,3103,486,3106,3108,3110,71,3113,3115,3117,89,3120,3122,3124,50,3127,3129,3131,61,3134,3136,3138,63,3141,3143,3145,354,3148,3150,3152,216,3155,3157,3159,278,3162,3164,3166,221,3169,3171,3173,400,3176,3178,3180,442,3183,3185,3187,24,3190,3192,3194,67,3197,3199,3201,233,3204,3206,3208,209,3211,3213,3215,297,3218,3220,3222,329,3225,3227,3229,84,3232,3234,3236,249,3239,3241,3243,96,3246,3248,3250,13,3253,3255,3257,76,3260,3262,3264,462,3267,3269,3271,45,3274,3276,3278,72,3281,3283,3285,60,3288,3290,3292,239,3295,3297,3299,468,3302,3304,3306,443,3309,3311,3313,472,3316,3318,3320,218,3323,3325,3327,250,3330,3332,3334,422,3337,3339,3341,41,3344,3346,3348,217,3351,3353,3355,75,3358,3360,3362,247,3365,3367,3369,5,3372,3374,3376,26,3379,3381,3383,59,3386,3388,3390,231,3393,3395,3397,469,3400,3402,3404,402,3407,3409,3411,37,3414,3416,3418,49,3421,3423,3425,53,3428,3430,3432,17,3435,3437,3439,44,3442,3444,3446,66,3449,3451,3453,93,3456,3458,3460,427,3463,65,3467,3469,3471,238,3474,3476,3478,42,3481,3483,3485,77,3488,3490,3492,16,3495,3497,3499,87,3502,3504,3506,466,3509,3511,3513,261,3516,3518,3520,415,3523,3525,3527,51,3530,3532,3534,70,3537,3539,3541,88,3544,3546,3548,246,3551,3553,3555,308,3558,3560,3562,210,3565,3567,3569,25,3572,3574,3576,35,3579,3581,3583,48,3586,3588,3590,230,3593,3595,3597,234,3600,3602,3604,55,3607,3609,3611,83,3614,3616,3618,236,3621,3623,3625,335,10,3630,3632,3634,98,3637,3639,3641,12,3644,3646,3648,69,3651,3653,3655,222,3658,3660,3662,298,3665,3667,450,3671,3673,3675,81,3678,3680,3682,333,3685,3687,3689,78,3692,3694,3696,451,3699,3701,3703,453,3706,3708,3710,21,3713,3715,3717,29,3720,3722,3724,15,3727,3729,3731,405,3734,3736,3738,460,3741,3743,3745,208,3748,3750,3752,28,3755,3757,3759,301,3762,3764,3766,11,3769,3771,3773,227,3776,3778,3780,22,3783,3785,3787,310,3790,3792,3794,332,3797,3799,3801,58,3804,3806,3808,73,3811,3813,3815,92,3818,3820,3822,461,3825,3827,3829,328,3832,3834,3836,432,3839,3841,3843,90,3846,3848,3850,102,3853,3855,3857,320,3860,3862,3864,40,3867,3869,3871,64,3874,3876,3878,470,3881,3883,3885,95,3888,3890,3892,99,3895,3897,3899,452,3902,3904,3906,68,3909,3911,3913,100,3916,3918,3920,32,3923,3925,3927,103,3930,3932,3934,223,3937,3939,3941,416,3944,3946,3948,2,3951,3953,3955,39,3958,3960,3962,57,3965,3967,3969,361,3972,3974,3976,279,3979,3981,3983,464,3986,3988,3990,465,3993,3995,3997,433,4000,4002,4004,300,4007,4009,4011,444,4014,4016,4018,23,4021,4023,4025,449,4028,4030,4032,296,4035,4037,4039,471,4042,4044,4046,313,4049,4051,4053,219,4056,4058,4060,4,4063,4065,4067,232,4070,4072,4074,20,4077,4079,4081,14,4084,4086,4088,302,4091,4093,4095,330,4098,4100,4102,31,4105,4107,4109,46,4112,4114,4116,9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52.23/52.36 ['proof']). 52.23/52.36 % SZS output end Proof 52.23/52.36 % Total time :51.000000s 52.44/52.44 EOF