TSTP Solution File: LCL813-1 by CSE---1.6
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%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : LCL813-1 : TPTP v8.1.2. Released v4.1.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n027.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 06:51:07 EDT 2023
% Result : Unsatisfiable 74.43s 74.53s
% Output : CNFRefutation 74.66s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.13 % Problem : LCL813-1 : TPTP v8.1.2. Released v4.1.0.
% 0.00/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.35 % Computer : n027.cluster.edu
% 0.13/0.35 % Model : x86_64 x86_64
% 0.13/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.35 % Memory : 8042.1875MB
% 0.13/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.35 % CPULimit : 300
% 0.13/0.35 % WCLimit : 300
% 0.13/0.35 % DateTime : Fri Aug 25 01:26:48 EDT 2023
% 0.13/0.35 % CPUTime :
% 0.20/0.56 start to proof:theBenchmark
% 74.39/74.47 %-------------------------------------------
% 74.39/74.47 % File :CSE---1.6
% 74.39/74.47 % Problem :theBenchmark
% 74.39/74.47 % Transform :cnf
% 74.39/74.47 % Format :tptp:raw
% 74.39/74.47 % Command :java -jar mcs_scs.jar %d %s
% 74.39/74.47
% 74.39/74.47 % Result :Theorem 73.570000s
% 74.39/74.47 % Output :CNFRefutation 73.570000s
% 74.39/74.47 %-------------------------------------------
% 74.43/74.48 %------------------------------------------------------------------------------
% 74.43/74.48 % File : LCL813-1 : TPTP v8.1.2. Released v4.1.0.
% 74.43/74.48 % Domain : Logic Calculi
% 74.43/74.48 % Problem : Strong normalization of typed lambda calculus 176_15
% 74.43/74.48 % Version : Especial.
% 74.43/74.48 % English :
% 74.43/74.48
% 74.43/74.48 % Refs : [vON99] von Oheimb & Nipkow (1999), Machine-Checking the Java
% 74.43/74.48 % : [Nip10] Nipkow (2010), Email to Geoff Sutcliffe
% 74.43/74.48 % : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day
% 74.43/74.48 % Source : [Nip10]
% 74.43/74.48 % Names : StrongNorm-176_15 [Nip10]
% 74.43/74.48
% 74.43/74.48 % Status : Unsatisfiable
% 74.43/74.48 % Rating : 0.10 v8.1.0, 0.05 v7.5.0, 0.11 v7.4.0, 0.24 v7.3.0, 0.25 v7.1.0, 0.17 v7.0.0, 0.40 v6.3.0, 0.27 v6.2.0, 0.50 v5.5.0, 0.60 v5.3.0, 0.61 v5.2.0, 0.50 v5.1.0, 0.59 v5.0.0, 0.64 v4.1.0
% 74.43/74.48 % Syntax : Number of clauses : 936 ( 218 unt; 95 nHn; 530 RR)
% 74.43/74.48 % Number of literals : 2217 ( 590 equ;1225 neg)
% 74.43/74.48 % Maximal clause size : 6 ( 2 avg)
% 74.43/74.48 % Maximal term depth : 7 ( 1 avg)
% 74.43/74.48 % Number of predicates : 59 ( 58 usr; 0 prp; 1-6 aty)
% 74.43/74.48 % Number of functors : 69 ( 69 usr; 18 con; 0-5 aty)
% 74.43/74.48 % Number of variables : 2952 ( 485 sgn)
% 74.43/74.48 % SPC : CNF_UNS_RFO_SEQ_NHN
% 74.43/74.48
% 74.43/74.48 % Comments :
% 74.43/74.48 %------------------------------------------------------------------------------
% 74.43/74.48 cnf(cls_nat__less__add__iff2_1,axiom,
% 74.43/74.48 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_nat__less__add__iff2_0,axiom,
% 74.43/74.48 ( c_HOL_Oord__class_Oless(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_nat__less__add__iff1_1,axiom,
% 74.43/74.48 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m),V_n,tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_j,V_i,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_nat__less__add__iff1_0,axiom,
% 74.43/74.48 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m),V_n,tc_nat)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_j,V_i,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_eq__add__iff2_1,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oring(T_a)
% 74.43/74.48 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_add__Suc_0,axiom,
% 74.43/74.48 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Suc(V_m)),V_n) = c_Suc(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_add__Suc__right_0,axiom,
% 74.43/74.48 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),c_Suc(V_n)) = c_Suc(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_power__0__Suc_0,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Osemiring__0(T_a)
% 74.43/74.48 | ~ class_Power_Opower(T_a)
% 74.43/74.48 | c_Power_Opower__class_Opower(c_HOL_Ozero__class_Ozero(T_a),c_Suc(V_n),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_mult__strict__mono_0,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.48 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_nat_Oinduct_1,axiom,
% 74.43/74.48 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.48 | ~ hBOOL(hAPP(V_P,c_Suc(v_sko__Nat__Xnat__Xinduct__1(V_P))))
% 74.43/74.48 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__max_Oinf__le1_0,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_lessequals(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_x,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__max_Oinf__le2_0,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_lessequals(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_y,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__max_Ole__infI_0,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_a,V_b,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_b,T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_a,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__max_Ole__inf__iff_2,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_z,T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__max_Oinf__greatest_0,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_z,T_a)
% 74.43/74.48 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_eq__add__iff1_1,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oring(T_a)
% 74.43/74.48 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c)) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_zero__le__power_0,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.48 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_Power_Opower__class_Opower(V_a,V_n,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_diff__is__0__eq_1,axiom,
% 74.43/74.48 ( c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_diff__is__0__eq_0,axiom,
% 74.43/74.48 ( c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.48 | c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_min__diff__distrib__left_0,axiom,
% 74.43/74.48 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.48 | c_HOL_Ominus__class_Ominus(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a) = c_Orderings_Oord__class_Omin(c_HOL_Ominus__class_Ominus(V_x,V_z,T_a),c_HOL_Ominus__class_Ominus(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_max__less__iff__conj_2,axiom,
% 74.43/74.48 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.48 | c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(V_x,V_z,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_same__append__eq_0,axiom,
% 74.43/74.48 ( c_List_Oappend(V_xs,V_ys,T_a) != c_List_Oappend(V_xs,V_zs,T_a)
% 74.43/74.48 | V_ys = V_zs ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_append__same__eq_0,axiom,
% 74.43/74.48 ( c_List_Oappend(V_ys,V_xs,T_a) != c_List_Oappend(V_zs,V_xs,T_a)
% 74.43/74.48 | V_ys = V_zs ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_diff__Suc__diff__eq2_0,axiom,
% 74.43/74.48 ( c_HOL_Ominus__class_Ominus(c_Suc(c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat)),V_m,tc_nat) = c_HOL_Ominus__class_Ominus(c_Suc(V_j),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_replicate__eq__replicate_0,axiom,
% 74.43/74.48 ( c_List_Oreplicate(V_m,V_x,T_a) != c_List_Oreplicate(V_n,V_y,T_a)
% 74.43/74.48 | V_m = V_n ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_add__strict__increasing_0,axiom,
% 74.43/74.48 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.48 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.48 | c_HOL_Oord__class_Oless(V_b,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),T_a)
% 74.43/74.48 | ~ c_lessequals(V_b,V_c,T_a)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_lem0_0,axiom,
% 74.43/74.48 ( c_HOL_Oord__class_Oless(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_k),tc_nat)
% 74.43/74.48 | ~ c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.48 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_add__is__1_4,axiom,
% 74.43/74.48 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))),c_HOL_Ozero__class_Ozero(tc_nat)) = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_of__nat__le__iff_0,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.48 | c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.48 | ~ c_lessequals(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_of__nat__le__iff_1,axiom,
% 74.43/74.48 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.48 | c_lessequals(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a)
% 74.43/74.48 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_subst__preserves__beta_0,axiom,
% 74.43/74.48 ( c_Lambda_Obeta(c_Lambda_Osubst(V_r,V_t,V_i),c_Lambda_Osubst(V_s,V_t,V_i))
% 74.43/74.48 | ~ c_Lambda_Obeta(V_r,V_s) ) ).
% 74.43/74.48
% 74.43/74.48 cnf(cls_dB_Osimps_I12_J_0,axiom,
% 74.43/74.48 c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OAbs(V_dB),T_a) = hAPP(V_f3,V_dB) ).
% 74.43/74.48
% 74.43/74.49 cnf(cls_min__less__iff__conj_2,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omin(V_x,V_y,T_a),T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_z,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_natgb_Oadd__mul__solve_1,axiom,
% 74.43/74.49 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_x,V_y,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_z,tc_nat)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_x,V_z,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_y,tc_nat)) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_natgb_Onoteq__reduce_1,axiom,
% 74.43/74.49 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_x,V_c,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_d,tc_nat)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_x,V_d,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_c,tc_nat)) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__ringb_Onoteq__reduce_1,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.49 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_c,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_d,T_a)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_d,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_c,T_a)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__ringb_Oadd__mul__solve_1,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.49 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_max__Suc__Suc_0,axiom,
% 74.43/74.49 c_Orderings_Oord__class_Omax(c_Suc(V_m),c_Suc(V_n),tc_nat) = c_Suc(c_Orderings_Oord__class_Omax(V_m,V_n,tc_nat)) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__Suc0_0,axiom,
% 74.43/74.49 ( V_n = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_n,c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_zero__le__double__add__iff__zero__le__single__add_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.49 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_zero__le__double__add__iff__zero__le__single__add_1,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.49 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Oinf__left__idem_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omin(V_x,V_y,T_a),T_a) = c_Orderings_Oord__class_Omin(V_x,V_y,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_subst__Var_2,axiom,
% 74.43/74.49 ( c_Lambda_Osubst(c_Lambda_OdB_OVar(V_i),V_s,V_k) = c_Lambda_OdB_OVar(V_i)
% 74.43/74.49 | V_i = V_k
% 74.43/74.49 | c_HOL_Oord__class_Oless(V_k,V_i,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__diff__add__eq2_0,axiom,
% 74.43/74.49 ( c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat) = c_HOL_Ominus__class_Ominus(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__diff__add__eq1_0,axiom,
% 74.43/74.49 ( c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat) = c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m),V_n,tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_j,V_i,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_diff__add__cancel_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ominus__class_Ominus(V_a,V_b,T_a)),V_b) = V_a ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__diff__split__asm_1,axiom,
% 74.43/74.49 ( ~ hBOOL(hAPP(V_P,c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_b),V_x),V_b,tc_nat)))
% 74.43/74.49 | hBOOL(hAPP(V_P,V_x)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__diff__split_1,axiom,
% 74.43/74.49 ( ~ hBOOL(hAPP(V_P,c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_b),V_d),V_b,tc_nat)))
% 74.43/74.49 | hBOOL(hAPP(V_P,V_d)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_mult__le__cancel2_1,axiom,
% 74.43/74.49 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.49 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_mult__le__cancel1_1,axiom,
% 74.43/74.49 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.49 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Opwr__pwr_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(c_Power_Opower__class_Opower(V_x,V_p,T_a),V_q,T_a) = c_Power_Opower__class_Opower(V_x,c_HOL_Otimes__class_Otimes(V_p,V_q,tc_nat),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat_Oinducts_1,axiom,
% 74.43/74.49 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.49 | ~ hBOOL(hAPP(V_P,c_Suc(v_sko__Nat__Xnat__Xinducts__1(V_P))))
% 74.43/74.49 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_power__Suc2_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Omonoid__mult(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(V_a,c_Suc(V_n),T_a) = c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_a,V_n,T_a),V_a,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_power__Suc_0,axiom,
% 74.43/74.49 ( ~ class_Power_Opower(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(V_a,c_Suc(V_n),T_a) = c_HOL_Otimes__class_Otimes(V_a,c_Power_Opower__class_Opower(V_a,V_n,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Opwr__Suc_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(V_x,c_Suc(V_n),T_a) = c_HOL_Otimes__class_Otimes(V_x,c_Power_Opower__class_Opower(V_x,V_n,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I35_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(V_x,c_Suc(V_q),T_a) = c_HOL_Otimes__class_Otimes(V_x,c_Power_Opower__class_Opower(V_x,V_q,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__le__mono_0,axiom,
% 74.43/74.49 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_l),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_k,V_l,tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__mono_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a)
% 74.43/74.49 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d),T_a)
% 74.43/74.49 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.49 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__Suc__eq__le_1,axiom,
% 74.43/74.49 ( c_HOL_Oord__class_Oless(V_m,c_Suc(V_n),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__Suc__eq__le_0,axiom,
% 74.43/74.49 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_m,c_Suc(V_n),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_le__less__Suc__eq_1,axiom,
% 74.43/74.49 ( ~ c_lessequals(V_x,V_x,tc_nat)
% 74.43/74.49 | c_HOL_Oord__class_Oless(V_x,c_Suc(V_x),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_listsum_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.49 | c_List_Olistsum(V_xs,T_a) = c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a),V_xs,T_a,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Omul__c_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | c_HOL_Otimes__class_Otimes(V_x,V_y,T_a) = c_HOL_Otimes__class_Otimes(V_y,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__mult__commute_0,axiom,
% 74.43/74.49 c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat) = c_HOL_Otimes__class_Otimes(V_n,V_m,tc_nat) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__nonneg__eq__0__iff_2,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),c_HOL_Ozero__class_Ozero(T_a)) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I7_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) = c_HOL_Otimes__class_Otimes(V_b,V_a,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_diff__less__Suc_0,axiom,
% 74.43/74.49 c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),c_Suc(V_m),tc_nat) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_dB_Osimps_I11_J_0,axiom,
% 74.43/74.49 c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2),T_a) = hAPP(hAPP(V_f2,V_dB1),V_dB2) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__nonneg__nonneg_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.49 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.49 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_order__less__trans_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.49 | c_HOL_Oord__class_Oless(V_x,V_z,T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_xt1_I10_J_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.49 | c_HOL_Oord__class_Oless(V_z,V_x,T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_typing__elims_I2_J_1,axiom,
% 74.43/74.49 ( c_Type_Otyping(V_e,V_u,c_Type_Osko__Type__Xtyping__elims__2__1(V_T,V_e,V_t,V_u))
% 74.43/74.49 | ~ c_Type_Otyping(V_e,hAPP(hAPP(c_Lambda_OdB_OApp,V_t),V_u),V_T) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Ole__iff__sup_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_Orderings_Oord__class_Omax(V_x,V_y,T_a) = V_y
% 74.43/74.49 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Ole__iff__sup_1,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_Orderings_Oord__class_Omax(V_x,V_y,T_a) != V_y
% 74.43/74.49 | c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Osup__absorb1_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_Orderings_Oord__class_Omax(V_x,V_y,T_a) = V_x
% 74.43/74.49 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Oadd__a_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y)),V_z) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__cancel__21_1,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_z)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__add__left__commute_0,axiom,
% 74.43/74.49 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),V_z)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),V_z)) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_nat__add__assoc_0,axiom,
% 74.43/74.49 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)),V_k) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_k)) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_comm__monoid__add_Omult__assoc_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b)),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_comm__monoid__add_Omult__left__commute_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_ab__semigroup__add__class_Oadd__ac_I1_J_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Oab__semigroup__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b)),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I25_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_d)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)),V_d) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I23_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b)),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)),V_b) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I22_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_d)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_d)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_class__semiring_Osemiring__rules_I21_J_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b)),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c)) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__gr__0_0,axiom,
% 74.43/74.49 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.49 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat)
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_power__add_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Omonoid__mult(T_a)
% 74.43/74.49 | c_Power_Opower__class_Opower(V_a,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),T_a) = c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_a,V_m,T_a),c_Power_Opower__class_Opower(V_a,V_n,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_one__le__mult__iff_1,axiom,
% 74.43/74.49 ( c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_n,tc_nat)
% 74.43/74.49 | ~ c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_one__le__mult__iff_0,axiom,
% 74.43/74.49 ( c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_m,tc_nat)
% 74.43/74.49 | ~ c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_drop__Cons_H_0,axiom,
% 74.43/74.49 c_List_Odrop(c_HOL_Ozero__class_Ozero(tc_nat),c_List_Olist_OCons(V_x,V_xs,T_a),T_a) = c_List_Olist_OCons(V_x,V_xs,T_a) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_replicate__Suc_0,axiom,
% 74.43/74.49 c_List_Oreplicate(c_Suc(V_n),V_x,T_a) = c_List_Olist_OCons(V_x,c_List_Oreplicate(V_n,V_x,T_a),T_a) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_add__cancel__21_0,axiom,
% 74.43/74.49 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_u)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_z) = V_u ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_trans__le__add2_0,axiom,
% 74.43/74.49 ( c_lessequals(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_j),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_trans__le__add1_0,axiom,
% 74.43/74.49 ( c_lessequals(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_m),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_eq__add__iff2_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Oring(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d)
% 74.43/74.49 | V_c = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_eq__add__iff1_0,axiom,
% 74.43/74.49 ( ~ class_Ring__and__Field_Oring(T_a)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d)
% 74.43/74.49 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c) = V_d ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_infinite__descent0_2,axiom,
% 74.43/74.49 ( hBOOL(hAPP(V_P,V_n))
% 74.43/74.49 | hBOOL(hAPP(V_P,V_x))
% 74.43/74.49 | ~ c_HOL_Oord__class_Oless(V_x,c_ATP__Linkup_Osko__Nat__Xinfinite__descent0__1__1(V_P),tc_nat)
% 74.43/74.49 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__add__Suc1_0,axiom,
% 74.43/74.49 c_HOL_Oord__class_Oless(V_i,c_Suc(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_m)),tc_nat) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__add__Suc2_0,axiom,
% 74.43/74.49 c_HOL_Oord__class_Oless(V_i,c_Suc(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_i)),tc_nat) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_less__iff__Suc__add_1,axiom,
% 74.43/74.49 c_HOL_Oord__class_Oless(V_m,c_Suc(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_x)),tc_nat) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_le__diff__conv2_0,axiom,
% 74.43/74.49 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),V_j,tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_i,c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_le__diff__conv2_1,axiom,
% 74.43/74.49 ( c_lessequals(V_i,c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),tc_nat)
% 74.43/74.49 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),V_j,tc_nat)
% 74.43/74.49 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Ole__sup__iff_2,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_lessequals(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.49 | ~ c_lessequals(V_y,V_z,T_a)
% 74.43/74.49 | ~ c_lessequals(V_x,V_z,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Osup__least_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_lessequals(c_Orderings_Oord__class_Omax(V_y,V_z,T_a),V_x,T_a)
% 74.43/74.49 | ~ c_lessequals(V_z,V_x,T_a)
% 74.43/74.49 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_min__max_Ole__supI_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_lessequals(c_Orderings_Oord__class_Omax(V_a,V_b,T_a),V_x,T_a)
% 74.43/74.49 | ~ c_lessequals(V_b,V_x,T_a)
% 74.43/74.49 | ~ c_lessequals(V_a,V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_le__maxI1_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_lessequals(V_x,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_le__maxI2_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.49 | c_lessequals(V_y,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_append__Nil2_0,axiom,
% 74.43/74.49 c_List_Oappend(V_xs,c_List_Olist_ONil(T_a),T_a) = V_xs ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_eq__Nil__appendI_0,axiom,
% 74.43/74.49 V_x = c_List_Oappend(c_List_Olist_ONil(T_a),V_x,T_a) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_self__append__conv_1,axiom,
% 74.43/74.49 V_xs = c_List_Oappend(V_xs,c_List_Olist_ONil(T_a),T_a) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_append__Nil_0,axiom,
% 74.43/74.49 c_List_Oappend(c_List_Olist_ONil(T_a),V_ys,T_a) = V_ys ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_self__append__conv2_1,axiom,
% 74.43/74.49 V_ys = c_List_Oappend(c_List_Olist_ONil(T_a),V_ys,T_a) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_bot__least_0,axiom,
% 74.43/74.49 ( ~ class_Orderings_Obot(T_a)
% 74.43/74.49 | c_lessequals(c_Orderings_Obot__class_Obot(T_a),V_x,T_a) ) ).
% 74.43/74.49
% 74.43/74.49 cnf(cls_gb__semiring_Opwr__pwr_0,axiom,
% 74.43/74.50 ( hAPP(hAPP(V_pwr,hAPP(hAPP(V_pwr,V_x),V_p)),V_q) = hAPP(hAPP(V_pwr,V_x),c_HOL_Otimes__class_Otimes(V_p,V_q,tc_nat))
% 74.43/74.50 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__sup__distrib2_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(c_Orderings_Oord__class_Omax(V_y,V_z,T_a),V_x,T_a) = c_Orderings_Oord__class_Omax(c_Orderings_Oord__class_Omin(V_y,V_x,T_a),c_Orderings_Oord__class_Omin(V_z,V_x,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__sup__distrib1_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omax(V_y,V_z,T_a),T_a) = c_Orderings_Oord__class_Omax(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),c_Orderings_Oord__class_Omin(V_x,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__increasing_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.50 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.50 | c_lessequals(V_b,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),T_a)
% 74.43/74.50 | ~ c_lessequals(V_b,V_c,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__increasing2_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.50 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.50 | c_lessequals(V_b,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),T_a)
% 74.43/74.50 | ~ c_lessequals(V_b,V_a,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_upt_Oinduct_1,axiom,
% 74.43/74.50 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_Suc(v_sko__List__Xupt__Xinduct__1(V_P))))
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_type_Osimps_I1_J_0,axiom,
% 74.43/74.50 ( c_Type_Otype_OAtom(V_nat) != c_Type_Otype_OAtom(V_nat_H)
% 74.43/74.50 | V_nat = V_nat_H ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_replicate_Oinduct_1,axiom,
% 74.43/74.50 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_Suc(v_sko__List__Xreplicate__Xinduct__1(V_P))))
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_Suc__leI_0,axiom,
% 74.43/74.50 ( c_lessequals(c_Suc(V_m),V_n,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_Suc__le__eq_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(c_Suc(V_m),V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__eq__Suc__le_0,axiom,
% 74.43/74.50 ( c_lessequals(c_Suc(V_n),V_m,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_n,V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__eq__Suc__le_1,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_n,V_m,tc_nat)
% 74.43/74.50 | ~ c_lessequals(c_Suc(V_n),V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_termination__basic__simps_I1_J_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),V_z),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_termination__basic__simps_I2_J_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),V_z),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_x,V_z,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__lessD1_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_i,V_k,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_j),V_k,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_trans__less__add1_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_m),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_trans__less__add2_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_j),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__add__iff2_1,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_lessequals(V_c,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__add__iff2_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_lessequals(V_c,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__add__iff1_1,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c),V_d,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__add__iff1_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c),V_d,T_a)
% 74.43/74.50 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_Suc__diff__le_0,axiom,
% 74.43/74.50 ( c_HOL_Ominus__class_Ominus(c_Suc(V_m),V_n,tc_nat) = c_Suc(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat))
% 74.43/74.50 | ~ c_lessequals(V_n,V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_lift_Osimps_I2_J_0,axiom,
% 74.43/74.50 c_Lambda_Olift(hAPP(hAPP(c_Lambda_OdB_OApp,V_s),V_t),V_k) = hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_Olift(V_s,V_k)),c_Lambda_Olift(V_t,V_k)) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_sum__squares__ge__zero_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.50 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_class__semiring_Osemiring__rules_I24_J_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_comm__monoid__add_Omult__commute_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__add__commute_0,axiom,
% 74.43/74.50 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__add__eq__less_0,axiom,
% 74.43/74.50 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_l) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_k,V_l,tc_nat)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_class__semiring_Oadd__c_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_x) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__eq__1__iff_0,axiom,
% 74.43/74.50 ( c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.50 | V_m = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__eq__1__iff_1,axiom,
% 74.43/74.50 ( c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.50 | V_n = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_foldl__assoc_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Osemigroup__add(T_a)
% 74.43/74.50 | c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y),V_zs,T_a,T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),V_y,V_zs,T_a,T_a)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_diff__less__mono2_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_l,V_n,tc_nat),c_HOL_Ominus__class_Ominus(V_l,V_m,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_m,V_l,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_of__nat__eq__iff_0,axiom,
% 74.43/74.50 ( ~ class_Nat_Osemiring__char__0(T_a)
% 74.43/74.50 | c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a) != c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a)
% 74.43/74.50 | V_m = V_n ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__less__imp__less__right_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__less__imp__less__left_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__right__less__imp__less_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__left__less__imp__less_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_power__commutes_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Omonoid__mult(T_a)
% 74.43/74.50 | c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_a,V_n,T_a),V_a,T_a) = c_HOL_Otimes__class_Otimes(V_a,c_Power_Opower__class_Opower(V_a,V_n,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__max__iff__disj_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_z,V_y,T_a)
% 74.43/74.50 | c_lessequals(V_z,V_x,T_a)
% 74.43/74.50 | ~ c_lessequals(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_class__semiring_Omul__pwr_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.50 | c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_x,V_p,T_a),c_Power_Opower__class_Opower(V_x,V_q,T_a),T_a) = c_Power_Opower__class_Opower(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_p),V_q),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_drop__Nil_0,axiom,
% 74.43/74.50 c_List_Odrop(V_n,c_List_Olist_ONil(T_a),T_a) = c_List_Olist_ONil(T_a) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_gb__semiring_Omul__pwr_0,axiom,
% 74.43/74.50 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_pwr,V_x),V_p)),hAPP(hAPP(V_pwr,V_x),V_q)) = hAPP(hAPP(V_pwr,V_x),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_p),V_q))
% 74.43/74.50 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__eq__add__iff1_1,axiom,
% 74.43/74.50 ( ~ c_lessequals(V_j,V_i,tc_nat)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__inf__iff_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_x,V_z,T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__inf__iff_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_x,V_y,T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__le__iff__disj_2,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.50 | ~ c_lessequals(V_y,V_z,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__le__iff__disj_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,V_z,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__infI2_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(c_Orderings_Oord__class_Omin(V_a,V_b,T_a),V_x,T_a)
% 74.43/74.50 | ~ c_lessequals(V_b,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__infI1_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(c_Orderings_Oord__class_Omin(V_a,V_b,T_a),V_x,T_a)
% 74.43/74.50 | ~ c_lessequals(V_a,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__infE_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_x,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__infE_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_x,V_a,T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,c_Orderings_Oord__class_Omin(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__nonneg__eq__0__iff_1,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a)
% 74.43/74.50 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__nonneg__eq__0__iff_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a)
% 74.43/74.50 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_Suc__inject_0,axiom,
% 74.43/74.50 ( c_Suc(V_x) != c_Suc(V_y)
% 74.43/74.50 | V_x = V_y ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat_Oinject_0,axiom,
% 74.43/74.50 ( c_Suc(V_nat) != c_Suc(V_nat_H)
% 74.43/74.50 | V_nat = V_nat_H ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_foldr__conv__foldl_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Oab__semigroup__add(T_a)
% 74.43/74.50 | c_List_Ofoldr(c_HOL_Oplus__class_Oplus(T_a),V_xs,V_a,T_a,T_a) = c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),V_a,V_xs,T_a,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__add__iff2_1,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_c,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__add__iff2_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_c,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__add__iff1_1,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c),V_d,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__add__iff1_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a)),V_c),V_d,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_d),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_True_0,axiom,
% 74.43/74.50 v_n____ = v_i____ ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__eq__add__iff1_0,axiom,
% 74.43/74.50 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n)
% 74.43/74.50 | ~ c_lessequals(V_j,V_i,tc_nat)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m) = V_n ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__eq__add__iff2_0,axiom,
% 74.43/74.50 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n)
% 74.43/74.50 | ~ c_lessequals(V_i,V_j,tc_nat)
% 74.43/74.50 | V_m = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__le__iff__disj_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_y,V_z,T_a)
% 74.43/74.50 | c_lessequals(V_x,V_z,T_a)
% 74.43/74.50 | ~ c_lessequals(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__eq__add__iff2_1,axiom,
% 74.43/74.50 ( ~ c_lessequals(V_i,V_j,tc_nat)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__Suc0_1,axiom,
% 74.43/74.50 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),tc_nat) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_double__add__less__zero__iff__single__less__zero_1,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_double__add__less__zero__iff__single__less__zero_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_even__less__0__iff_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__idom(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_even__less__0__iff_1,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__idom(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_one__is__add_1,axiom,
% 74.43/74.50 ( c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)
% 74.43/74.50 | V_n = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.50 | V_m = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_one__is__add_2,axiom,
% 74.43/74.50 ( c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)
% 74.43/74.50 | V_m = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.50 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_zero__less__mult__pos2_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_zero__less__mult__pos_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__pos__pos_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__neg__neg_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__0__less__mult__iff_2,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_power__less__imp__less__base_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_Power_Opower__class_Opower(V_a,V_n,T_a),c_Power_Opower__class_Opower(V_b,V_n,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_foldl__absorb0_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.50 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a),V_zs,T_a,T_a)) = c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),V_x,V_zs,T_a,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__sup__iff_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_y,V_z,T_a)
% 74.43/74.50 | ~ c_lessequals(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__leE_1,axiom,
% 74.43/74.50 ( c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_k),V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__leE_0,axiom,
% 74.43/74.50 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_k),V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_termination__basic__simps_I4_J_0,axiom,
% 74.43/74.50 ( c_lessequals(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),V_z),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_x,V_z,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_termination__basic__simps_I3_J_0,axiom,
% 74.43/74.50 ( c_lessequals(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_y),V_z),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_x,V_y,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__iff__inf_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,V_y,T_a) = V_x
% 74.43/74.50 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Ole__iff__inf_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,V_y,T_a) != V_x
% 74.43/74.50 | c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__absorb2_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,V_y,T_a) = V_y
% 74.43/74.50 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_max__diff__distrib__left_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.50 | c_HOL_Ominus__class_Ominus(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) = c_Orderings_Oord__class_Omax(c_HOL_Ominus__class_Ominus(V_x,V_z,T_a),c_HOL_Ominus__class_Ominus(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_list__app__typeE_1,axiom,
% 74.43/74.50 ( c_Type_Otypings(V_e,V_ts,c_Type_Osko__Type__Xlist__app__typeE__1__1(V_T,V_e,V_t,V_ts))
% 74.43/74.50 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,V_t,V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_not__leE_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.50 | c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__antisym__conv2_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,V_x,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__antisym__conv1_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_x,V_x,T_a)
% 74.43/74.50 | c_lessequals(V_x,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__not__less_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.50 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__not__less_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_lessequals(V_y,V_x,T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__not__le_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | ~ c_lessequals(V_x,V_y,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_linorder__not__le_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.50 | c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_less__le__not__le_1,axiom,
% 74.43/74.50 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.50 | ~ c_lessequals(V_y,V_x,T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_infinite__descent0_0,axiom,
% 74.43/74.50 ( hBOOL(hAPP(V_P,V_n))
% 74.43/74.50 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_ATP__Linkup_Osko__Nat__Xinfinite__descent0__1__1(V_P),tc_nat)
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_subst__Var_1,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(V_x,V_x,tc_nat)
% 74.43/74.50 | c_Lambda_Osubst(c_Lambda_OdB_OVar(V_x),V_s,V_x) = V_s ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_type__induct_2,axiom,
% 74.43/74.50 ( hBOOL(hAPP(V_P,V_T))
% 74.43/74.50 | ~ hBOOL(hAPP(V_P,c_Type_Osko__Type__Xtype__induct__1__1(V_P))) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__assoc_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a) = c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__left__commute_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a) = c_Orderings_Oord__class_Omin(V_y,c_Orderings_Oord__class_Omin(V_x,V_z,T_a),T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_one__is__add_5,axiom,
% 74.43/74.50 c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__strict__increasing2_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.50 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.50 | c_HOL_Oord__class_Oless(V_b,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),T_a)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_diff__le__mono2_0,axiom,
% 74.43/74.50 ( c_lessequals(c_HOL_Ominus__class_Ominus(V_l,V_n,tc_nat),c_HOL_Ominus__class_Ominus(V_l,V_m,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_diff__le__mono_0,axiom,
% 74.43/74.50 ( c_lessequals(c_HOL_Ominus__class_Ominus(V_m,V_l,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_l,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__diff__iff_1,axiom,
% 74.43/74.50 ( c_lessequals(c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_le__diff__iff_0,axiom,
% 74.43/74.50 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_m,tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_diff__add__0_0,axiom,
% 74.43/74.50 c_HOL_Ominus__class_Ominus(V_n,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_diff__diff__left_0,axiom,
% 74.43/74.50 c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_k,tc_nat) = c_HOL_Ominus__class_Ominus(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_k),tc_nat) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_power__mono_0,axiom,
% 74.43/74.50 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.50 | c_lessequals(c_Power_Opower__class_Opower(V_a,V_n,T_a),c_Power_Opower__class_Opower(V_b,V_n,T_a),T_a)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.50 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_eq__eqI_1,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.50 | c_HOL_Ominus__class_Ominus(V_xa,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x,V_x,T_a)
% 74.43/74.50 | V_xa = V_y ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_eq__eqI_0,axiom,
% 74.43/74.50 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.50 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a)
% 74.43/74.50 | V_x_H = V_y_H ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_eq__diff__iff_0,axiom,
% 74.43/74.50 ( c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat) != c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.50 | ~ c_lessequals(V_k,V_m,tc_nat)
% 74.43/74.50 | V_m = V_n ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_min__max_Oinf__sup__absorb_0,axiom,
% 74.43/74.50 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.50 | c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) = V_x ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_nat__mult__eq__cancel1_0,axiom,
% 74.43/74.50 ( c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat) != c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.50 | V_m = V_n ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_one__is__add_3,axiom,
% 74.43/74.50 ( c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)
% 74.43/74.50 | V_n = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.50 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_one__is__add_0,axiom,
% 74.43/74.50 ( c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n)
% 74.43/74.50 | V_m = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.50 | V_m = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__less__cancel2_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__less__cancel1_0,axiom,
% 74.43/74.50 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_foldl__Cons_0,axiom,
% 74.43/74.50 c_List_Ofoldl(V_f,V_a,c_List_Olist_OCons(V_x,V_xs,T_b),T_a,T_b) = c_List_Ofoldl(V_f,hAPP(hAPP(V_f,V_a),V_x),V_xs,T_a,T_b) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_add__Suc__shift_0,axiom,
% 74.43/74.50 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Suc(V_m)),V_n) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),c_Suc(V_n)) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_drop__Suc__Cons_0,axiom,
% 74.43/74.50 c_List_Odrop(c_Suc(V_n),c_List_Olist_OCons(V_x,V_xs,T_a),T_a) = c_List_Odrop(V_n,V_xs,T_a) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__le__cancel2_0,axiom,
% 74.43/74.50 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.50 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat) ) ).
% 74.43/74.50
% 74.43/74.50 cnf(cls_mult__le__cancel1_0,axiom,
% 74.43/74.50 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.50 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__mult__le__cancel1_0,axiom,
% 74.43/74.51 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__mult__le__cancel1_1,axiom,
% 74.43/74.51 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__cancel__left__neg_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(V_b,V_a,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__cancel__left__neg_1,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,V_a,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__cancel__left__pos_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__cancel__left__pos_1,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__left__le__imp__le_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.51 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__right__le__imp__le_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.51 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_one__less__mult_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_m,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__cancel2_0,axiom,
% 74.43/74.51 c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_k),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_k),tc_nat) = c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__cancel_0,axiom,
% 74.43/74.51 c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n),tc_nat) = c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_zero__less__Suc_0,axiom,
% 74.43/74.51 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_Suc(V_n),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gr0__conv__Suc_1,axiom,
% 74.43/74.51 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_Suc(V_x),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Osize_I5_J_0,axiom,
% 74.43/74.51 c_Nat_Osize__class_Osize(hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2),tc_Lambda_OdB) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Nat_Osize__class_Osize(V_dB1,tc_Lambda_OdB)),c_Nat_Osize__class_Osize(V_dB2,tc_Lambda_OdB))),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oless__supI1_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,c_Orderings_Oord__class_Omax(V_a,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oless__supI2_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,c_Orderings_Oord__class_Omax(V_a,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__max__iff__disj_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_z,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__max__iff__disj_2,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_max__less__iff__conj_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_z,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_max__less__iff__conj_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_z,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_listsum_Osimps_I1_J_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.51 | c_List_Olistsum(c_List_Olist_ONil(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oinf__commute_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_Orderings_Oord__class_Omin(V_x,V_y,T_a) = c_Orderings_Oord__class_Omin(V_y,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_left__add__mult__distrib_0,axiom,
% 74.43/74.51 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_k)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_j),V_u,tc_nat)),V_k) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_combine__common__factor_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Osemiring(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_e,T_a)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_b,V_e,T_a)),V_c)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),V_e,T_a)),V_c) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__le__self_0,axiom,
% 74.43/74.51 c_lessequals(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),V_m,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Abs__eq__apps__conv_0,axiom,
% 74.43/74.51 ( c_Lambda_OdB_OAbs(V_r) != c_List_Ofoldl(c_Lambda_OdB_OApp,V_s,V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.51 | c_Lambda_OdB_OAbs(V_r) = V_s ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__0__less__mult__iff_1,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__0__less__mult__iff_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__neg__neg_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_power__strict__mono_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_Power_Opower__class_Opower(V_a,V_n,T_a),c_Power_Opower__class_Opower(V_b,V_n,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_sum__squares__le__zero__iff_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | V_x = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.51 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_sum__squares__le__zero__iff_1,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | V_y = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.51 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_append__eq__Cons__conv_5,axiom,
% 74.43/74.51 c_List_Oappend(c_List_Olist_OCons(V_x,V_xa,T_a),V_zs,T_a) = c_List_Olist_OCons(V_x,c_List_Oappend(V_xa,V_zs,T_a),T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_append__Cons_0,axiom,
% 74.43/74.51 c_List_Oappend(c_List_Olist_OCons(V_x,V_xs,T_a),V_ys,T_a) = c_List_Olist_OCons(V_x,c_List_Oappend(V_xs,V_ys,T_a),T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat_Osplit__asm_1,axiom,
% 74.43/74.51 ( ~ hBOOL(hAPP(V_P,c_Nat_Onat_Onat__case(V_f1,V_f2,c_Suc(V_xa),t_a)))
% 74.43/74.51 | hBOOL(hAPP(V_P,hAPP(V_f2,V_xa))) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat_Osplit_1,axiom,
% 74.43/74.51 ( ~ hBOOL(hAPP(V_P,c_Nat_Onat_Onat__case(V_f1,V_f2,c_Suc(V_nat),t_a)))
% 74.43/74.51 | hBOOL(hAPP(V_P,hAPP(V_f2,V_nat))) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__mult__distrib2_0,axiom,
% 74.43/74.51 c_HOL_Otimes__class_Otimes(V_k,c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),tc_nat) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__mult__distrib_0,axiom,
% 74.43/74.51 c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),V_k,tc_nat) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oless__infI1_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omin(V_a,V_b,T_a),V_x,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oless__infI2_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omin(V_a,V_b,T_a),V_x,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_b,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__less__iff__conj_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,V_x,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omin(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__less__iff__conj_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,V_y,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omin(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__less__iff__disj_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__less__iff__disj_2,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Nat_Odiff__diff__eq_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat),tc_nat) = c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_k,V_m,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__commute_0,axiom,
% 74.43/74.51 c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_k,tc_nat) = c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(V_i,V_k,tc_nat),V_j,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__nonneg__pos_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__pos__nonneg_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__less__mono_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_c,tc_nat),c_HOL_Ominus__class_Ominus(V_b,V_c,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_c,V_a,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,V_b,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__0__iff_4,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__le__0__iff_5,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_split__mult__neg__le_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_split__mult__neg__le_1,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__nonneg__nonpos_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__nonpos__nonneg_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Ole__sup__iff_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_x,V_z,T_a)
% 74.43/74.51 | ~ c_lessequals(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__max__iff__disj_2,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_z,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__max__iff__disj_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_z,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Ole__supI2_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_x,c_Orderings_Oord__class_Omax(V_a,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_x,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Ole__supI1_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_x,c_Orderings_Oord__class_Omax(V_a,V_b,T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_x,V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Ole__supE_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_b,V_x,T_a)
% 74.43/74.51 | ~ c_lessequals(c_Orderings_Oord__class_Omax(V_a,V_b,T_a),V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Ole__supE_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(V_a,V_x,T_a)
% 74.43/74.51 | ~ c_lessequals(c_Orderings_Oord__class_Omax(V_a,V_b,T_a),V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__diff__conv_0,axiom,
% 74.43/74.51 ( c_lessequals(V_j,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),V_i,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__diff__conv_1,axiom,
% 74.43/74.51 ( c_lessequals(c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),V_i,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_j,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_zero__less__power_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_Power_Opower__class_Opower(V_a,V_n,T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__max__iff__disj_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,V_y,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_z,V_x,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_z,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__Suc__right_0,axiom,
% 74.43/74.51 c_HOL_Otimes__class_Otimes(V_m,c_Suc(V_n),tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__Suc_0,axiom,
% 74.43/74.51 c_HOL_Otimes__class_Otimes(c_Suc(V_m),V_n,tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Beta_0,axiom,
% 74.43/74.51 ( c_InductTermi_OIT(c_List_Ofoldl(c_Lambda_OdB_OApp,hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_r)),V_s),V_ss,tc_Lambda_OdB,tc_Lambda_OdB))
% 74.43/74.51 | ~ c_InductTermi_OIT(V_s)
% 74.43/74.51 | ~ c_InductTermi_OIT(c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_Osubst(V_r,V_s,c_HOL_Ozero__class_Ozero(tc_nat)),V_ss,tc_Lambda_OdB,tc_Lambda_OdB)) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_foldl__Nil_0,axiom,
% 74.43/74.51 c_List_Ofoldl(V_f,V_a,c_List_Olist_ONil(T_b),T_a,T_b) = V_a ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_lift__IT_0,axiom,
% 74.43/74.51 ( c_InductTermi_OIT(c_Lambda_Olift(V_t,V_i))
% 74.43/74.51 | ~ c_InductTermi_OIT(V_t) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Var__apps__neq__Abs__apps_0,axiom,
% 74.43/74.51 c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_n),V_ts,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_r),V_ss,tc_Lambda_OdB,tc_Lambda_OdB) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__case__Suc_0,axiom,
% 74.43/74.51 c_Nat_Onat_Onat__case(V_f1,V_f2,c_Suc(V_nat),T_a) = hAPP(V_f2,V_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Nil__is__append__conv_0,axiom,
% 74.43/74.51 ( c_List_Olist_ONil(T_a) != c_List_Oappend(V_xs,V_ys,T_a)
% 74.43/74.51 | V_xs = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Nil__is__append__conv_1,axiom,
% 74.43/74.51 ( c_List_Olist_ONil(T_a) != c_List_Oappend(V_xs,V_ys,T_a)
% 74.43/74.51 | V_ys = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Osimps_I3_J_0,axiom,
% 74.43/74.51 ( c_Lambda_OdB_OAbs(V_dB) != c_Lambda_OdB_OAbs(V_dB_H)
% 74.43/74.51 | V_dB = V_dB_H ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__sum__squares__lt__zero_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__le__add__iff1_0,axiom,
% 74.43/74.51 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m),V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_j,V_i,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__le__add__iff1_1,axiom,
% 74.43/74.51 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_i,V_j,tc_nat),V_u,tc_nat)),V_m),V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_j,V_i,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__le__add__iff2_0,axiom,
% 74.43/74.51 ( c_lessequals(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__le__add__iff2_1,axiom,
% 74.43/74.51 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_i,V_u,tc_nat)),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat),V_u,tc_nat)),V_n),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_of__nat__mult_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Osemiring__1(T_a)
% 74.43/74.51 | c_Nat_Osemiring__1__class_Oof__nat(c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),T_a) = c_HOL_Otimes__class_Otimes(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_append__is__Nil__conv_0,axiom,
% 74.43/74.51 ( c_List_Oappend(V_xs,V_ys,T_a) != c_List_Olist_ONil(T_a)
% 74.43/74.51 | V_xs = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_append__is__Nil__conv_1,axiom,
% 74.43/74.51 ( c_List_Oappend(V_xs,V_ys,T_a) != c_List_Olist_ONil(T_a)
% 74.43/74.51 | V_ys = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__less__iff__disj_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_z,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_z,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__ringb_Oadd__mul__solve_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.51 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_w,V_y,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_w,V_z,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a))
% 74.43/74.51 | V_y = V_z
% 74.43/74.51 | V_w = V_x ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__ringb_Onoteq__reduce_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.51 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_c,T_a)),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_d,T_a)),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a))
% 74.43/74.51 | V_c = V_d
% 74.43/74.51 | V_a = V_b ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_natgb_Onoteq__reduce_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_a,V_c,tc_nat)),c_HOL_Otimes__class_Otimes(V_b,V_d,tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_a,V_d,tc_nat)),c_HOL_Otimes__class_Otimes(V_b,V_c,tc_nat))
% 74.43/74.51 | V_c = V_d
% 74.43/74.51 | V_a = V_b ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_natgb_Oadd__mul__solve_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_w,V_y,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_z,tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_w,V_z,tc_nat)),c_HOL_Otimes__class_Otimes(V_x,V_y,tc_nat))
% 74.43/74.51 | V_y = V_z
% 74.43/74.51 | V_w = V_x ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__Suc__Suc_0,axiom,
% 74.43/74.51 c_HOL_Ominus__class_Ominus(c_Suc(V_m),c_Suc(V_n),tc_nat) = c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__nonpos__neg_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__neg__nonpos_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__SucE_0,axiom,
% 74.43/74.51 ( V_m = V_n
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,c_Suc(V_n),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__antisym_0,axiom,
% 74.43/74.51 ( V_m = V_n
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_n,c_Suc(V_m),tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_n,V_m,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__less__Suc__eq_0,axiom,
% 74.43/74.51 ( V_n = V_m
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_n,c_Suc(V_m),tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_n,V_m,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_sum__squares__le__zero__iff_2,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__add__assoc_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_j),V_k,tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat))
% 74.43/74.51 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__add__assoc2_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_i),V_k,tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat)),V_i)
% 74.43/74.51 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__eq__1__iff_2,axiom,
% 74.43/74.51 c_HOL_Otimes__class_Otimes(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),tc_nat) = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__semiring_Osemiring__rules_I13_J_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.51 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_rx,T_a),c_HOL_Otimes__class_Otimes(V_ly,V_ry,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__semiring_Osemiring__rules_I14_J_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.51 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_lx,c_HOL_Otimes__class_Otimes(V_ly,c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__semiring_Osemiring__rules_I15_J_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.51 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_rx,c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),V_ry,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__diff__right_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(V_i,c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),tc_nat) = c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),V_j,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__imp__diff__less_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_j,V_n,tc_nat),V_k,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_j,V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Var__eq__apps__conv_0,axiom,
% 74.43/74.51 ( c_Lambda_OdB_OVar(V_m) != c_List_Ofoldl(c_Lambda_OdB_OApp,V_s,V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.51 | c_Lambda_OdB_OVar(V_m) = V_s ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_type_Orecs_I1_J_0,axiom,
% 74.43/74.51 c_Type_Otype_Otype__rec(V_f1,V_f2,c_Type_Otype_OAtom(V_nat),T_a) = hAPP(V_f1,V_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_apps__preserves__beta_0,axiom,
% 74.43/74.51 ( c_Lambda_Obeta(c_List_Ofoldl(c_Lambda_OdB_OApp,V_r,V_ss,tc_Lambda_OdB,tc_Lambda_OdB),c_List_Ofoldl(c_Lambda_OdB_OApp,V_s,V_ss,tc_Lambda_OdB,tc_Lambda_OdB))
% 74.43/74.51 | ~ c_Lambda_Obeta(V_r,V_s) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_empty__replicate_1,axiom,
% 74.43/74.51 c_List_Olist_ONil(T_a) = c_List_Oreplicate(c_HOL_Ozero__class_Ozero(tc_nat),V_x,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_one__is__add_4,axiom,
% 74.43/74.51 c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))),c_HOL_Ozero__class_Ozero(tc_nat)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__le__not__le_2,axiom,
% 74.43/74.51 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.51 | c_lessequals(V_y,V_x,T_a)
% 74.43/74.51 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__less__le_1,axiom,
% 74.43/74.51 ~ c_HOL_Oord__class_Oless(V_x,V_x,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__not__refl_0,axiom,
% 74.43/74.51 ~ c_HOL_Oord__class_Oless(V_n,V_n,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__less__le_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__neq__iff_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__less__irrefl_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__imp__diff__is__add_1,axiom,
% 74.43/74.51 ( ~ c_lessequals(V_i,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_i),tc_nat)
% 74.43/74.51 | c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_i),V_i,tc_nat) = V_k ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Oinf__idem_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_Orderings_Oord__class_Omin(V_x,V_x,T_a) = V_x ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_beta_0,axiom,
% 74.43/74.51 c_Lambda_Obeta(hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_s)),V_t),c_Lambda_Osubst(V_s,V_t,c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__pos__pos_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__add1_0,axiom,
% 74.43/74.51 c_lessequals(V_n,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__add2_0,axiom,
% 74.43/74.51 c_lessequals(V_n,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__iff__add_1,axiom,
% 74.43/74.51 c_lessequals(V_m,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_x),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__minus__add__max_0,axiom,
% 74.43/74.51 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_m,tc_nat)),V_m) = c_Orderings_Oord__class_Omax(V_n,V_m,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_listsum_Osimps_I2_J_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.51 | c_List_Olistsum(c_List_Olist_OCons(V_x,V_xs,T_a),T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_List_Olistsum(V_xs,T_a)) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__neqE__ordered__idom_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__idom(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.51 | V_x = V_y ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__iff__gr__or__eq_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__antisym_0,axiom,
% 74.43/74.51 ( V_m = V_n
% 74.43/74.51 | ~ c_lessequals(V_n,V_m,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__neq__iff_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(V_n,V_m,tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | V_m = V_n ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__less__cases_0,axiom,
% 74.43/74.51 ( hBOOL(hAPP(hAPP(V_P,V_n),V_m))
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_n,V_m,tc_nat)
% 74.43/74.51 | V_m = V_n
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__neqE__nat_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(V_y,V_x,tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,tc_nat)
% 74.43/74.51 | V_x = V_y ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__eq__iff_2,axiom,
% 74.43/74.51 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | ~ c_lessequals(V_y,V_x,T_a)
% 74.43/74.51 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__neqE_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.51 | V_x = V_y ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__antisym_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | ~ c_lessequals(V_y,V_x,T_a)
% 74.43/74.51 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__antisym__conv_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | ~ c_lessequals(V_x,V_y,T_a)
% 74.43/74.51 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_append__replicate__commute_0,axiom,
% 74.43/74.51 c_List_Oappend(c_List_Oreplicate(V_n,V_x,T_a),c_List_Oreplicate(V_k,V_x,T_a),T_a) = c_List_Oappend(c_List_Oreplicate(V_k,V_x,T_a),c_List_Oreplicate(V_n,V_x,T_a),T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__less__linear_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_linorder__antisym__conv3_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | V_x = V_y
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__iff__diff__le__0_1,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.51 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__iff__diff__le__0_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Osup__idem_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_Orderings_Oord__class_Omax(V_x,V_x,T_a) = V_x ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Osimps_I2_J_1,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2) != hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1_H),V_dB2_H)
% 74.43/74.51 | V_dB2 = V_dB2_H ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Osimps_I2_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2) != hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1_H),V_dB2_H)
% 74.43/74.51 | V_dB1 = V_dB1_H ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__strict__mono_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__less__mono_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_l),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_k,V_l,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_termination__basic__simps_I5_J_0,axiom,
% 74.43/74.51 ( c_lessequals(V_x,V_y,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__less__le_0,axiom,
% 74.43/74.51 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__le__less_1,axiom,
% 74.43/74.51 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.51 | c_lessequals(V_x,V_y,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_order__less__imp__le_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.51 | c_lessequals(V_x,V_y,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Abs__apps__eq__Abs__apps__conv_1,axiom,
% 74.43/74.51 ( c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_r),V_rs,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_s),V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.51 | V_rs = V_ss ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Abs__apps__eq__Abs__apps__conv_0,axiom,
% 74.43/74.51 ( c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_r),V_rs,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_s),V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.51 | V_r = V_s ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_apps__eq__Abs__conv_0,axiom,
% 74.43/74.51 ( c_List_Ofoldl(c_Lambda_OdB_OApp,V_s,V_ss,tc_Lambda_OdB,tc_Lambda_OdB) != c_Lambda_OdB_OAbs(V_r)
% 74.43/74.51 | V_s = c_Lambda_OdB_OAbs(V_r) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_list_Osimps_I2_J_0,axiom,
% 74.43/74.51 c_List_Olist_ONil(T_a) != c_List_Olist_OCons(V_a_H,V_list_H,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__Suc__diff__eq1_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(V_m,c_Suc(c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat)),tc_nat) = c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_k),c_Suc(V_j),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__iff__diff__less__0_1,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_less__iff__diff__less__0_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__nonneg__nonpos2_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.51 | c_lessequals(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__square__less__zero_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Orecs_I2_J_0,axiom,
% 74.43/74.51 c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2),T_a) = hAPP(hAPP(hAPP(hAPP(V_f2,V_dB1),V_dB2),c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,V_dB1,T_a)),c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,V_dB2,T_a)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__mult__less__cancel1_1,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_m,tc_nat),c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__mult__less__cancel1_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_m,tc_nat),c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_n,tc_nat),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__lessI_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_Suc(V_m),V_n,tc_nat)
% 74.43/74.51 | c_Suc(V_m) = V_n
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__eq__eq_1,axiom,
% 74.43/74.51 ( ~ c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_Suc(V_n),V_m,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__eq__eq_0,axiom,
% 74.43/74.51 ( c_lessequals(c_Suc(V_n),V_m,tc_nat)
% 74.43/74.51 | c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_natgb_Oadd__cancel_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),V_y) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),V_z)
% 74.43/74.51 | V_y = V_z ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__add__right__cancel_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_k) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_k)
% 74.43/74.51 | V_m = V_n ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat__add__left__cancel_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n)
% 74.43/74.51 | V_m = V_n ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__ringb_Oadd__cancel_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.51 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_y) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_z)
% 74.43/74.51 | V_y = V_z ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__imp__eq_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Ocancel__ab__semigroup__add(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)
% 74.43/74.51 | V_b = V_c ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__left__cancel_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)
% 74.43/74.51 | V_b = V_c ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__right__cancel_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_a) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a)
% 74.43/74.51 | V_b = V_c ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Cons__eq__append__conv_5,axiom,
% 74.43/74.51 c_List_Olist_OCons(V_x,c_List_Oappend(V_xa,V_zs,T_a),T_a) = c_List_Oappend(c_List_Olist_OCons(V_x,V_xa,T_a),V_zs,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Cons__eq__appendI_0,axiom,
% 74.43/74.51 c_List_Olist_OCons(V_x,c_List_Oappend(V_xs1,V_zs,T_a),T_a) = c_List_Oappend(c_List_Olist_OCons(V_x,V_xs1,T_a),V_zs,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__add__distrib__left_0,axiom,
% 74.43/74.51 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_Orderings_Oord__class_Omin(V_x,V_y,T_a)),V_z) = c_Orderings_Oord__class_Omin(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_z),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__add__diff_0,axiom,
% 74.43/74.51 ( c_lessequals(V_m,c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),V_k,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_k,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_neq__Nil__conv_1,axiom,
% 74.43/74.51 c_List_Olist_OCons(V_x,V_xa,T_a) != c_List_Olist_ONil(T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_list_Osimps_I3_J_0,axiom,
% 74.43/74.51 c_List_Olist_OCons(V_a_H,V_list_H,T_a) != c_List_Olist_ONil(T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Opwr__mul_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_pwr,hAPP(hAPP(V_mul,V_x),V_y)),V_q) = hAPP(hAPP(V_mul,hAPP(hAPP(V_pwr,V_x),V_q)),hAPP(hAPP(V_pwr,V_y),V_q))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Omul__d_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_x),hAPP(hAPP(V_add,V_y),V_z)) = hAPP(hAPP(V_add,hAPP(hAPP(V_mul,V_x),V_y)),hAPP(hAPP(V_mul,V_x),V_z))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Omul__c_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_x),V_y) = hAPP(hAPP(V_mul,V_y),V_x)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Omul__a_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_x),hAPP(hAPP(V_mul,V_y),V_z)) = hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_x),V_y)),V_z)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Omul__1_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_r1),V_x) = V_x
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Omul__0_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_r0),V_x) = V_r0
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Oadd__c_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_x),V_y) = hAPP(hAPP(V_add,V_y),V_x)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Oadd__a_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_x),hAPP(hAPP(V_add,V_y),V_z)) = hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_x),V_y)),V_z)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Oadd__0_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_r0),V_x) = V_x
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I25_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_a),hAPP(hAPP(V_add,V_c),V_d)) = hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_c)),V_d)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I24_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_a),V_c) = hAPP(hAPP(V_add,V_c),V_a)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I23_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_b)),V_c) = hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_c)),V_b)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I22_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_a),hAPP(hAPP(V_add,V_c),V_d)) = hAPP(hAPP(V_add,V_c),hAPP(hAPP(V_add,V_a),V_d))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I21_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_b)),V_c) = hAPP(hAPP(V_add,V_a),hAPP(hAPP(V_add,V_b),V_c))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I20_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_b)),hAPP(hAPP(V_add,V_c),V_d)) = hAPP(hAPP(V_add,hAPP(hAPP(V_add,V_a),V_c)),hAPP(hAPP(V_add,V_b),V_d))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I19_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_lx),hAPP(hAPP(V_mul,V_rx),V_ry)) = hAPP(hAPP(V_mul,V_rx),hAPP(hAPP(V_mul,V_lx),V_ry))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I18_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_lx),hAPP(hAPP(V_mul,V_rx),V_ry)) = hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_rx)),V_ry)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I17_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),V_rx) = hAPP(hAPP(V_mul,V_lx),hAPP(hAPP(V_mul,V_ly),V_rx))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I16_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),V_rx) = hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_rx)),V_ly)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I15_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),hAPP(hAPP(V_mul,V_rx),V_ry)) = hAPP(hAPP(V_mul,V_rx),hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),V_ry))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I14_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),hAPP(hAPP(V_mul,V_rx),V_ry)) = hAPP(hAPP(V_mul,V_lx),hAPP(hAPP(V_mul,V_ly),hAPP(hAPP(V_mul,V_rx),V_ry)))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I13_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_ly)),hAPP(hAPP(V_mul,V_rx),V_ry)) = hAPP(hAPP(V_mul,hAPP(hAPP(V_mul,V_lx),V_rx)),hAPP(hAPP(V_mul,V_ly),V_ry))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I12_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_a),V_r1) = V_a
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I11_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_r1),V_a) = V_a
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I10_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_a),V_r0) = V_r0
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I9_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_r0),V_a) = V_r0
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I8_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_add,V_a),V_b)),V_c) = hAPP(hAPP(V_add,hAPP(hAPP(V_mul,V_a),V_c)),hAPP(hAPP(V_mul,V_b),V_c))
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I7_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_mul,V_a),V_b) = hAPP(hAPP(V_mul,V_b),V_a)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I6_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_a),V_r0) = V_a
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I5_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_r0),V_a) = V_a
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I4_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_m),V_m) = hAPP(hAPP(V_mul,hAPP(hAPP(V_add,V_r1),V_r1)),V_m)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I3_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,V_m),hAPP(hAPP(V_mul,V_a),V_m)) = hAPP(hAPP(V_mul,hAPP(hAPP(V_add,V_a),V_r1)),V_m)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I2_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,hAPP(hAPP(V_mul,V_a),V_m)),V_m) = hAPP(hAPP(V_mul,hAPP(hAPP(V_add,V_a),V_r1)),V_m)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_gb__semiring_Osemiring__rules_I1_J_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(V_add,hAPP(hAPP(V_mul,V_a),V_m)),hAPP(hAPP(V_mul,V_b),V_m)) = hAPP(hAPP(V_mul,hAPP(hAPP(V_add,V_a),V_b)),V_m)
% 74.43/74.51 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_type_Osplit__asm_0,axiom,
% 74.43/74.51 ( ~ hBOOL(hAPP(V_P,c_Type_Otype_Otype__case(V_f1,V_f2,c_Type_Otype_OAtom(V_xc),t_a)))
% 74.43/74.51 | hBOOL(hAPP(V_P,hAPP(V_f1,V_xc))) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_type_Osplit_0,axiom,
% 74.43/74.51 ( ~ hBOOL(hAPP(V_P,c_Type_Otype_Otype__case(V_f1,V_f2,c_Type_Otype_OAtom(V_nat),t_a)))
% 74.43/74.51 | hBOOL(hAPP(V_P,hAPP(V_f1,V_nat))) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_apps__eq__tail__conv_0,axiom,
% 74.43/74.51 ( c_List_Ofoldl(c_Lambda_OdB_OApp,V_r,V_ts,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,V_s,V_ts,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.51 | V_r = V_s ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_var__app__types_1,axiom,
% 74.43/74.51 ( c_Type_Otypings(V_e,V_us,c_Type_Osko__Type__Xvar__app__types__1__1(V_T,V_U,V_e,V_us))
% 74.43/74.51 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_U)
% 74.43/74.51 | ~ c_Type_Otypings(V_e,V_ts,V_Ts)
% 74.43/74.51 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_us,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__is__1_3,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.51 | V_n = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.51 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_add__is__1_0,axiom,
% 74.43/74.51 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.51 | V_m = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.51 | V_m = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__diff__diff_0,axiom,
% 74.43/74.51 c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(c_Suc(V_m),V_n,tc_nat),c_Suc(V_k),tc_nat) = c_HOL_Ominus__class_Ominus(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),V_k,tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__mult__le__cancel1_1,axiom,
% 74.43/74.51 ( c_lessequals(c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_m,tc_nat),c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Suc__mult__le__cancel1_0,axiom,
% 74.43/74.51 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_m,tc_nat),c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_n,tc_nat),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_sum__squares__gt__zero__iff_1,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),T_a)
% 74.43/74.51 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_sum__squares__gt__zero__iff_2,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)),T_a)
% 74.43/74.51 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_Lambda_0,axiom,
% 74.43/74.51 ( c_InductTermi_OIT(c_Lambda_OdB_OAbs(V_r))
% 74.43/74.51 | ~ c_InductTermi_OIT(V_r) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_class__semiring_Osemiring__rules_I20_J_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.51 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_d)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c)),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d)) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_appR_0,axiom,
% 74.43/74.51 ( c_Lambda_Obeta(hAPP(hAPP(c_Lambda_OdB_OApp,V_u),V_s),hAPP(hAPP(c_Lambda_OdB_OApp,V_u),V_t))
% 74.43/74.51 | ~ c_Lambda_Obeta(V_s,V_t) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_appL_0,axiom,
% 74.43/74.51 ( c_Lambda_Obeta(hAPP(hAPP(c_Lambda_OdB_OApp,V_s),V_u),hAPP(hAPP(c_Lambda_OdB_OApp,V_t),V_u))
% 74.43/74.51 | ~ c_Lambda_Obeta(V_s,V_t) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_dB_Osize_I6_J_0,axiom,
% 74.43/74.51 c_Nat_Osize__class_Osize(c_Lambda_OdB_OAbs(V_dB),tc_Lambda_OdB) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Nat_Osize__class_Osize(V_dB,tc_Lambda_OdB)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_of__nat__less__0__iff_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Osup__commute_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_Orderings_Oord__class_Omax(V_x,V_y,T_a) = c_Orderings_Oord__class_Omax(V_y,V_x,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_uIT_0,axiom,
% 74.43/74.51 c_InductTermi_OIT(v_u____) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_power__eq__imp__eq__base_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.51 | c_Power_Opower__class_Opower(V_a,V_n,T_a) != c_Power_Opower__class_Opower(V_b,V_n,T_a)
% 74.43/74.51 | V_a = V_b
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.51 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__Suc__eq_2,axiom,
% 74.43/74.51 c_lessequals(c_Suc(V_n),c_Suc(V_n),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_drop__replicate_0,axiom,
% 74.43/74.51 c_List_Odrop(V_i,c_List_Oreplicate(V_k,V_x,T_a),T_a) = c_List_Oreplicate(c_HOL_Ominus__class_Ominus(V_k,V_i,tc_nat),V_x,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Odistrib__inf__le_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_lessequals(c_Orderings_Oord__class_Omax(c_Orderings_Oord__class_Omin(V_x,V_y,T_a),c_Orderings_Oord__class_Omin(V_x,V_z,T_a),T_a),c_Orderings_Oord__class_Omin(V_x,c_Orderings_Oord__class_Omax(V_y,V_z,T_a),T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_replicate__empty_1,axiom,
% 74.43/74.51 c_List_Oreplicate(c_HOL_Ozero__class_Ozero(tc_nat),V_x,T_a) = c_List_Olist_ONil(T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_nat_Osize_I2_J_0,axiom,
% 74.43/74.51 c_nat_Onat__size(c_Suc(V_nat)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_nat_Onat__size(V_nat)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__max_Osup__inf__absorb_0,axiom,
% 74.43/74.51 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.51 | c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omin(V_x,V_y,T_a),T_a) = V_x ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__square_0,axiom,
% 74.43/74.51 c_lessequals(V_m,c_HOL_Otimes__class_Otimes(V_m,V_m,tc_nat),tc_nat) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_subst__lift_0,axiom,
% 74.43/74.51 c_Lambda_Osubst(c_Lambda_Olift(V_t,V_k),V_s,V_k) = V_t ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel__left__disj_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel__left__disj_3,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel__right__disj_0,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel__right__disj_3,axiom,
% 74.43/74.51 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_diff__diff__cancel_0,axiom,
% 74.43/74.51 ( c_HOL_Ominus__class_Ominus(V_n,c_HOL_Ominus__class_Ominus(V_n,V_i,tc_nat),tc_nat) = V_i
% 74.43/74.51 | ~ c_lessequals(V_i,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_lift_Osimps_I1_J_0,axiom,
% 74.43/74.51 ( c_Lambda_Olift(c_Lambda_OdB_OVar(V_i),V_k) = c_Lambda_OdB_OVar(V_i)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_i,V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_lift__preserves__beta_0,axiom,
% 74.43/74.51 ( c_Lambda_Obeta(c_Lambda_Olift(V_r,V_i),c_Lambda_Olift(V_s,V_i))
% 74.43/74.51 | ~ c_Lambda_Obeta(V_r,V_s) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__Cons__self2_0,axiom,
% 74.43/74.51 c_List_Olist_OCons(V_x,V_t,T_a) != V_t ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__Cons__self_0,axiom,
% 74.43/74.51 V_xs != c_List_Olist_OCons(V_x,V_xs,T_a) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_min__Suc__Suc_0,axiom,
% 74.43/74.51 c_Orderings_Oord__class_Omin(c_Suc(V_m),c_Suc(V_n),tc_nat) = c_Suc(c_Orderings_Oord__class_Omin(V_m,V_n,tc_nat)) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_le__SucE_0,axiom,
% 74.43/74.51 ( V_m = c_Suc(V_n)
% 74.43/74.51 | c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_lessequals(V_m,c_Suc(V_n),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__less__Suc__eq_1,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(V_x,V_x,tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_x,c_Suc(V_x),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__eq_1,axiom,
% 74.43/74.51 ( ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_n,c_Suc(V_m),tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_not__less__eq_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(V_n,c_Suc(V_m),tc_nat)
% 74.43/74.51 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel2_2,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__cancel1_2,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_mult__less__mono2_0,axiom,
% 74.43/74.51 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_i,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_j,tc_nat),tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.51 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.51
% 74.43/74.51 cnf(cls_of__nat__less__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__less__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_lessI_0,axiom,
% 74.43/74.52 c_HOL_Oord__class_Oless(V_n,c_Suc(V_n),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__Suc__eq_2,axiom,
% 74.43/74.52 c_HOL_Oord__class_Oless(V_x,c_Suc(V_x),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__trans__Suc_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_Suc(V_i),V_k,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_j,V_k,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__cancel__right_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__cancel__right_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__cancel__left_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__cancel__left_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__right__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__left__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__mono1_0,axiom,
% 74.43/74.52 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_k),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__add__left__cancel__le_0,axiom,
% 74.43/74.52 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__add__left__cancel__le_1,axiom,
% 74.43/74.52 ( c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__imp__diff__is__add_0,axiom,
% 74.43/74.52 ( ~ c_lessequals(V_i,V_j,tc_nat)
% 74.43/74.52 | V_j = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ominus__class_Ominus(V_j,V_i,tc_nat)),V_i) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__add__diff__inverse_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat)) = V_m
% 74.43/74.52 | ~ c_lessequals(V_n,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__add__diff__inverse2_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat)),V_n) = V_m
% 74.43/74.52 | ~ c_lessequals(V_n,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gb__semiring_Osemiring__rules_I27_J_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(V_mul,V_x),hAPP(hAPP(V_pwr,V_x),V_q)) = hAPP(hAPP(V_pwr,V_x),c_Suc(V_q))
% 74.43/74.52 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gb__semiring_Osemiring__rules_I28_J_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(V_mul,hAPP(hAPP(V_pwr,V_x),V_q)),V_x) = hAPP(hAPP(V_pwr,V_x),c_Suc(V_q))
% 74.43/74.52 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gb__semiring_Osemiring__rules_I35_J_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(V_pwr,V_x),c_Suc(V_q)) = hAPP(hAPP(V_mul,V_x),hAPP(hAPP(V_pwr,V_x),V_q))
% 74.43/74.52 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gb__semiring_Opwr__Suc_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(V_pwr,V_x),c_Suc(V_n)) = hAPP(hAPP(V_mul,V_x),hAPP(hAPP(V_pwr,V_x),V_n))
% 74.43/74.52 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel1_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel2_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__diff__assoc_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat)) = c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_j),V_k,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__diff__assoc2_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat)),V_i) = c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_i),V_k,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_drop__drop_0,axiom,
% 74.43/74.52 c_List_Odrop(V_n,c_List_Odrop(V_m,V_xs,T_a),T_a) = c_List_Odrop(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),V_xs,T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_power__le__imp__le__base_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_lessequals(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_Power_Opower__class_Opower(V_a,c_Suc(V_n),T_a),c_Power_Opower__class_Opower(V_b,c_Suc(V_n),T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__add_0,axiom,
% 74.43/74.52 c_List_Oreplicate(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),V_x,T_a) = c_List_Oappend(c_List_Oreplicate(V_n,V_x,T_a),c_List_Oreplicate(V_m,V_x,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__left__idem_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_x,c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__0__less__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__0__less__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__le__imp__less_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__less__imp__less_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__empty_0,axiom,
% 74.43/74.52 ( c_List_Oreplicate(V_n,V_x,T_a) != c_List_Olist_ONil(T_a)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Orecs_I3_J_0,axiom,
% 74.43/74.52 c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,c_Lambda_OdB_OAbs(V_dB),T_a) = hAPP(hAPP(V_f3,V_dB),c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,V_dB,T_a)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I27_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_x,c_Power_Opower__class_Opower(V_x,V_q,T_a),T_a) = c_Power_Opower__class_Opower(V_x,c_Suc(V_q),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I28_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_x,V_q,T_a),V_x,T_a) = c_Power_Opower__class_Opower(V_x,c_Suc(V_q),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_empty__replicate_0,axiom,
% 74.43/74.52 ( c_List_Olist_ONil(T_a) != c_List_Oreplicate(V_n,V_x,T_a)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__0__iff_3,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__0__iff_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__0__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__0__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__pos__neg2_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__pos__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__neg__pos_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__leD_0,axiom,
% 74.43/74.52 ( c_lessequals(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(c_Suc(V_m),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__SucI_0,axiom,
% 74.43/74.52 ( c_lessequals(V_m,c_Suc(V_n),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_list__app__typeD_1,axiom,
% 74.43/74.52 ( c_Type_Otypings(V_e,V_ts,c_Type_Osko__Type__Xlist__app__typeD__1__1(V_T,V_e,V_t,V_ts))
% 74.43/74.52 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,V_t,V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_n__less__m__mult__n_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_n,c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_m,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_n__less__n__mult__m_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_n,c_HOL_Otimes__class_Otimes(V_n,V_m,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_m,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__n__not__le__n_0,axiom,
% 74.43/74.52 ~ c_lessequals(c_Suc(V_n),V_n,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__diff__iff_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__diff__iff_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_m,V_k,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_pos__add__strict_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_subst__lt_0,axiom,
% 74.43/74.52 ( c_Lambda_Osubst(c_Lambda_OdB_OVar(V_j),V_u,V_i) = c_Lambda_OdB_OVar(V_j)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_j,V_i,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osplit_2,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OAbs(V_dB),t_a)))
% 74.43/74.52 | hBOOL(hAPP(V_P,hAPP(V_f3,V_dB))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osplit__asm_2,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OAbs(V_xa),t_a)))
% 74.43/74.52 | hBOOL(hAPP(V_P,hAPP(V_f3,V_xa))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_subst__Var__IT_0,axiom,
% 74.43/74.52 ( c_InductTermi_OIT(c_Lambda_Osubst(V_r,c_Lambda_OdB_OVar(V_i),V_j))
% 74.43/74.52 | ~ c_InductTermi_OIT(V_r) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_double__add__le__zero__iff__single__add__le__zero_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_double__add__le__zero__iff__single__add__le__zero_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_not__add__less1_0,axiom,
% 74.43/74.52 ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_j),V_i,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_not__add__less2_0,axiom,
% 74.43/74.52 ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_i),V_i,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__diff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oring__1(T_a)
% 74.43/74.52 | c_Nat_Osemiring__1__class_Oof__nat(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),T_a) = c_HOL_Ominus__class_Ominus(c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_n,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__right__mono__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__left__mono__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__right__mono_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Omult__mono(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__left__mono_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Omult__mono(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__mono1_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Omult__mono1(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__self__conv_0,axiom,
% 74.43/74.52 ( c_List_Oappend(V_xs,V_ys,T_a) != V_xs
% 74.43/74.52 | V_ys = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_self__append__conv_0,axiom,
% 74.43/74.52 ( V_xs != c_List_Oappend(V_xs,V_ys,T_a)
% 74.43/74.52 | V_ys = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__self__conv2_0,axiom,
% 74.43/74.52 ( c_List_Oappend(V_xs,V_ys,T_a) != V_ys
% 74.43/74.52 | V_xs = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_self__append__conv2_0,axiom,
% 74.43/74.52 ( V_ys != c_List_Oappend(V_xs,V_ys,T_a)
% 74.43/74.52 | V_xs = c_List_Olist_ONil(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__ringb_Oadd__scale__eq__noteq_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.52 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_HOL_Otimes__class_Otimes(V_r,V_c,T_a)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_HOL_Otimes__class_Otimes(V_r,V_d,T_a))
% 74.43/74.52 | V_c = V_d
% 74.43/74.52 | V_r = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_natgb_Oadd__scale__eq__noteq_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),c_HOL_Otimes__class_Otimes(V_r,V_c,tc_nat)) != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),c_HOL_Otimes__class_Otimes(V_r,V_d,tc_nat))
% 74.43/74.52 | V_c = V_d
% 74.43/74.52 | V_r = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__eq__Cons__conv_4,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Olist_ONil(T_a),c_List_Olist_OCons(V_x,V_xs,T_a),T_a) = c_List_Olist_OCons(V_x,V_xs,T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_sum__squares__eq__zero__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_sum__squares__eq__zero__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_x,T_a)),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a)) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__diff__conv_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),V_j,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_i,c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__diff__conv_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_i,c_HOL_Ominus__class_Ominus(V_j,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__n__not__n_0,axiom,
% 74.43/74.52 c_Suc(V_n) != V_n ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_n__not__Suc__n_0,axiom,
% 74.43/74.52 V_n != c_Suc(V_n) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__strict__right__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__cancel__right_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__cancel__right_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__strict__left__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__cancel__left_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__cancel__left_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_c),V_b),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__mono1_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_i),V_k),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_j),V_k),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__add__left__cancel__less_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__add__left__cancel__less_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_m),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_k),V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_one__le__mult__iff_2,axiom,
% 74.43/74.52 ( c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I6_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_lessequals(V_z,V_x,T_a)
% 74.43/74.52 | ~ c_lessequals(V_z,V_y,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I7_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_z,V_x,T_a)
% 74.43/74.52 | ~ c_lessequals(V_z,V_y,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I8_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_z,V_x,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__nonpos__nonpos_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a)
% 74.43/74.52 | c_lessequals(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__trans_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | c_lessequals(V_x,V_z,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y,V_z,T_a)
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__refl_0,axiom,
% 74.43/74.52 c_lessequals(V_n,V_n,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__trans_0,axiom,
% 74.43/74.52 ( c_lessequals(V_i,V_k,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_j,V_k,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_eq__imp__le_0,axiom,
% 74.43/74.52 c_lessequals(V_x,V_x,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__eq__iff_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_lessequals(V_x,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__mono1_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_i,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__mult__less__cancel1_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__mult__less__cancel1_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_k,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__neg_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__pos_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__pos_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__left__mono__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__left__mono_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__disj_4,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__disj_5,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__right__mono__neg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__right__mono_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__right__disj_4,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__right__disj_5,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__left__mono__comm_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__comm__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Cons__eq__append__conv_4,axiom,
% 74.43/74.52 c_List_Olist_OCons(V_x,V_xs,T_a) = c_List_Oappend(c_List_Olist_ONil(T_a),c_List_Olist_OCons(V_x,V_xs,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_max__add__distrib__left_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_Orderings_Oord__class_Omax(V_x,V_y,T_a)),V_z) = c_Orderings_Oord__class_Omax(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_z),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_app__Var__IT_0,axiom,
% 74.43/74.52 ( c_InductTermi_OIT(hAPP(hAPP(c_Lambda_OdB_OApp,V_t),c_Lambda_OdB_OVar(V_i)))
% 74.43/74.52 | ~ c_InductTermi_OIT(V_t) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_power__inject__base_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(V_a,c_Suc(V_n),T_a) != c_Power_Opower__class_Opower(V_b,c_Suc(V_n),T_a)
% 74.43/74.52 | V_a = V_b
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__mono_0,axiom,
% 74.43/74.52 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_i,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_l,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_k,V_l,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__cube_0,axiom,
% 74.43/74.52 c_lessequals(V_m,c_HOL_Otimes__class_Otimes(V_m,c_HOL_Otimes__class_Otimes(V_m,V_m,tc_nat),tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__mono_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__semiring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__mono_H_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__semiring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Osup__assoc_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_Orderings_Oord__class_Omax(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),V_z,T_a) = c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omax(V_y,V_z,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Osup__left__commute_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omax(V_y,V_z,T_a),T_a) = c_Orderings_Oord__class_Omax(V_y,c_Orderings_Oord__class_Omax(V_x,V_z,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Nil__is__append__conv_2,axiom,
% 74.43/74.52 c_List_Olist_ONil(T_a) = c_List_Oappend(c_List_Olist_ONil(T_a),c_List_Olist_ONil(T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I1_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_m,T_a)),c_HOL_Otimes__class_Otimes(V_b,V_m,T_a)) = c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),V_m,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Abs__App__neq__Var__apps_0,axiom,
% 74.43/74.52 hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_OdB_OAbs(V_s)),V_t) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_n),V_ss,tc_Lambda_OdB,tc_Lambda_OdB) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__0__le__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__imp__of__nat_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semidom(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_sum__squares__gt__zero__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_abs_0,axiom,
% 74.43/74.52 ( c_Lambda_Obeta(c_Lambda_OdB_OAbs(V_s),c_Lambda_OdB_OAbs(V_t))
% 74.43/74.52 | ~ c_Lambda_Obeta(V_s,V_t) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Osup__left__idem_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omax(V_x,V_y,T_a),T_a) = c_Orderings_Oord__class_Omax(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__append__same_0,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Oreplicate(V_i,V_x,T_a),c_List_Olist_OCons(V_x,c_List_Olist_ONil(T_a),T_a),T_a) = c_List_Olist_OCons(V_x,c_List_Oreplicate(V_i,V_x,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_3,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__add__inverse2_0,axiom,
% 74.43/74.52 c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),V_n,tc_nat) = V_m ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__add__inverse_0,axiom,
% 74.43/74.52 c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),V_m),V_n,tc_nat) = V_m ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__diff__cancel_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),V_b,T_a) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_foldl__append_0,axiom,
% 74.43/74.52 c_List_Ofoldl(V_f,V_a,c_List_Oappend(V_xs,V_ys,T_b),T_a,T_b) = c_List_Ofoldl(V_f,c_List_Ofoldl(V_f,V_a,V_xs,T_a,T_b),V_ys,T_a,T_b) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_type_Osimps_I5_J_0,axiom,
% 74.43/74.52 c_Type_Otype_Otype__case(V_f1,V_f2,c_Type_Otype_OAtom(V_nat),T_a) = hAPP(V_f1,V_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__le__less__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__less__le__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_c),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d),T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__Suc__eq__0__disj_3,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_Suc(V_x),c_Suc(V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__less__eq_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(V_m),c_Suc(V_n),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__mono_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_Suc(V_m),c_Suc(V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__gr__0_2,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__gr__0_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__less__double__add__iff__zero__less__single__add_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__less__double__add__iff__zero__less__single__add_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a),T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_typing__elims_I3_J_0,axiom,
% 74.43/74.52 ( V_T = hAPP(hAPP(c_Type_Otype_OFun,c_Type_Osko__Type__Xtyping__elims__3__1(V_T,V_e,V_t)),c_Type_Osko__Type__Xtyping__elims__3__2(V_T,V_e,V_t))
% 74.43/74.52 | ~ c_Type_Otyping(V_e,c_Lambda_OdB_OAbs(V_t),V_T) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_power__eq__0__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a)
% 74.43/74.52 | ~ class_Ring__and__Field_Ono__zero__divisors(T_a)
% 74.43/74.52 | ~ class_Ring__and__Field_Omult__zero(T_a)
% 74.43/74.52 | ~ class_Power_Opower(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(V_a,V_n,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_field__power__not__zero_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oring__1__no__zero__divisors(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(V_a,V_n,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Omul__0_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__zero__left_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Omult__zero(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__zero__right_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Omult__zero(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__eq__0__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__eq__0__iff_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I10_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I9_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_no__zero__divirors__neq0_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_no__zero__divisors_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_b = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__eq__0__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_b = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_double__eq__0__iff_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__ringb_Osubr0__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.52 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__self_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_a,V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__0__right_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_right__minus__eq_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_eq__iff__diff__eq__0_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__ringb_Oadd__r0__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.52 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.52 | V_x != hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),V_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_double__eq__0__iff_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),c_HOL_Ozero__class_Ozero(T_a)) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__ringb_Osubr0__iff_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.52 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_x = V_y ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_right__minus__eq_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ogroup__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = V_b ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_eq__iff__diff__eq__0_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Oab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.52 | V_a = V_b ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Oadd__0_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),V_x) = V_x ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_comm__monoid__add_Omult__1_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),V_a) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__ringb_Oadd__r0__iff_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oidom(T_a)
% 74.43/74.52 | ~ class_Int_Onumber__ring(T_a)
% 74.43/74.52 | V_x = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_x),c_HOL_Ozero__class_Ozero(T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_comm__monoid__add_Omult__1__right_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),c_HOL_Ozero__class_Ozero(T_a)) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__0__left_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),V_a) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_monoid__add__class_Oadd__0__right_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),c_HOL_Ozero__class_Ozero(T_a)) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I6_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),c_HOL_Ozero__class_Ozero(T_a)) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I5_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a)),V_a) = V_a ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_argT_0,axiom,
% 74.43/74.52 c_Type_Otyping(c_Type_Oshift(v_e____,v_i____,v_T____,tc_Type_Otype),v_a____,v_T_H_H____) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__0__eq_1,axiom,
% 74.43/74.52 c_lessequals(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__cancel2_1,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(V_m,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) = c_HOL_Otimes__class_Otimes(V_n,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__cancel1_1,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat) = c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_neq0__conv_1,axiom,
% 74.43/74.52 ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gr0I_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__neq__Zero_0,axiom,
% 74.43/74.52 c_Suc(V_m) != c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Osimps_I3_J_0,axiom,
% 74.43/74.52 c_Suc(V_nat_H) != c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diffs0__imp__equal_0,axiom,
% 74.43/74.52 ( c_HOL_Ominus__class_Ominus(V_n,V_m,tc_nat) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_m = V_n ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__0__eq_0,axiom,
% 74.43/74.52 ( V_n = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_n,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__is__0_2,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(V_m,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__is__0_1,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__is__0_0,axiom,
% 74.43/74.52 ( c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_m = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__0_1,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__0_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_m = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__eq__refl_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | c_lessequals(V_x,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__le__less__trans_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_z,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a)
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__less__le__trans_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_z,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y,V_z,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__add__right__mono_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.52 | c_lessequals(V_a,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_d),T_a)
% 74.43/74.52 | ~ c_lessequals(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_b),V_c),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osplit_1,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2),t_a)))
% 74.43/74.52 | hBOOL(hAPP(V_P,hAPP(hAPP(V_f2,V_dB1),V_dB2))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osplit__asm_1,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,hAPP(hAPP(c_Lambda_OdB_OApp,V_xb),V_xc),t_a)))
% 74.43/74.52 | hBOOL(hAPP(V_P,hAPP(hAPP(V_f2,V_xb),V_xc))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_list_Oinject_0,axiom,
% 74.43/74.52 ( c_List_Olist_OCons(V_a,V_list,T_a) != c_List_Olist_OCons(V_a_H,V_list_H,T_a)
% 74.43/74.52 | V_a = V_a_H ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_list_Oinject_1,axiom,
% 74.43/74.52 ( c_List_Olist_OCons(V_a,V_list,T_a) != c_List_Olist_OCons(V_a_H,V_list_H,T_a)
% 74.43/74.52 | V_list = V_list_H ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Var__apps__eq__Var__apps__conv_1,axiom,
% 74.43/74.52 ( c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_m),V_rs,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_n),V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.52 | V_rs = V_ss ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Var__apps__eq__Var__apps__conv_0,axiom,
% 74.43/74.52 ( c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_m),V_rs,tc_Lambda_OdB,tc_Lambda_OdB) != c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_n),V_ss,tc_Lambda_OdB,tc_Lambda_OdB)
% 74.43/74.52 | V_m = V_n ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osimps_I9_J_0,axiom,
% 74.43/74.52 c_Lambda_OdB_OAbs(V_dB_H) != hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__diff_0,axiom,
% 74.43/74.52 c_Orderings_Oord__class_Omin(c_HOL_Ominus__class_Ominus(V_m,V_i,tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_i,tc_nat),tc_nat) = c_HOL_Ominus__class_Ominus(c_Orderings_Oord__class_Omin(V_m,V_n,tc_nat),V_i,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__diff__split_0,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat)))
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,tc_nat)
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ominus__class_Ominus(V_a,V_b,tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__1_5,axiom,
% 74.43/74.52 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__idem_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_x,V_x,T_a) = V_x ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__strict__mono_H_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__less__Suc__eq_0,axiom,
% 74.43/74.52 ( V_n = V_m
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_n,c_Suc(V_m),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_var__app__typesE_1,axiom,
% 74.43/74.52 ( c_Type_Otypings(V_e,V_ts,c_Type_Osko__Type__Xvar__app__typesE__1__1(V_T,V_e,V_i,V_ts))
% 74.43/74.52 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osimps_I8_J_0,axiom,
% 74.43/74.52 hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2) != c_Lambda_OdB_OAbs(V_dB_H) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__mono1_0,axiom,
% 74.43/74.52 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_i,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_j,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__mono2_0,axiom,
% 74.43/74.52 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_i,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_j,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_i,V_j,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__cancel1_2,axiom,
% 74.43/74.52 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__le__cancel2_2,axiom,
% 74.43/74.52 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__app__Cons__same_0,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Oreplicate(V_n,V_x,T_a),c_List_Olist_OCons(V_x,V_xs,T_a),T_a) = c_List_Olist_OCons(V_x,c_List_Oappend(c_List_Oreplicate(V_n,V_x,T_a),V_xs,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__less__diff_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_m,tc_nat),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__less__diff_1,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),c_HOL_Ominus__class_Ominus(V_n,V_m,tc_nat),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__lessD_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_Suc(V_m),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__SucI_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,c_Suc(V_n),tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_sum__squares__eq__zero__iff_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a)) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__right__disj_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__right__disj_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__disj_2,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__less__cancel__left__disj_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_subst__App_0,axiom,
% 74.43/74.52 c_Lambda_Osubst(hAPP(hAPP(c_Lambda_OdB_OApp,V_t),V_u),V_s,V_k) = hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_Osubst(V_t,V_s,V_k)),c_Lambda_Osubst(V_u,V_s,V_k)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__mult__cancel1_0,axiom,
% 74.43/74.52 ( c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_m,tc_nat) != c_HOL_Otimes__class_Otimes(c_Suc(V_k),V_n,tc_nat)
% 74.43/74.52 | V_m = V_n ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__pred_0,axiom,
% 74.43/74.52 ( c_Suc(c_HOL_Ominus__class_Ominus(V_n,c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)),tc_nat)) = V_n
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_of__nat__add_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Osemiring__1(T_a)
% 74.43/74.52 | c_Nat_Osemiring__1__class_Oof__nat(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_Nat_Osemiring__1__class_Oof__nat(V_m,T_a)),c_Nat_Osemiring__1__class_Oof__nat(V_n,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__less_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat),V_m,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_m,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Odistrib__sup__le_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_lessequals(c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a),c_Orderings_Oord__class_Omin(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),c_Orderings_Oord__class_Omax(V_x,V_z,T_a),T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__eqI_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a)
% 74.43/74.52 | c_lessequals(V_y_H,V_x_H,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__eqI_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a)
% 74.43/74.52 | c_lessequals(V_y,V_x,T_a)
% 74.43/74.52 | ~ c_lessequals(V_y_H,V_x_H,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__eqI_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_less__eqI_1,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a)
% 74.43/74.52 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_power__mult__distrib_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Ocomm__monoid__mult(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_n,T_a) = c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_a,V_n,T_a),c_Power_Opower__class_Opower(V_b,V_n,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Opwr__mul_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),V_q,T_a) = c_HOL_Otimes__class_Otimes(c_Power_Opower__class_Opower(V_x,V_q,T_a),c_Power_Opower__class_Opower(V_y,V_q,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_listsum__append_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | c_List_Olistsum(c_List_Oappend(V_xs,V_ys,T_a),T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_List_Olistsum(V_xs,T_a)),c_List_Olistsum(V_ys,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__diff__inverse_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_n),c_HOL_Ominus__class_Ominus(V_m,V_n,tc_nat)) = V_m
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__Suc__less_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_n,c_Suc(V_i),tc_nat),V_n,tc_nat)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append1__eq__conv_0,axiom,
% 74.43/74.52 ( c_List_Oappend(V_xs,c_List_Olist_OCons(V_x,c_List_Olist_ONil(T_a),T_a),T_a) != c_List_Oappend(V_ys,c_List_Olist_OCons(V_y,c_List_Olist_ONil(T_a),T_a),T_a)
% 74.43/74.52 | V_xs = V_ys ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append1__eq__conv_1,axiom,
% 74.43/74.52 ( c_List_Oappend(V_xs,c_List_Olist_OCons(V_x,c_List_Olist_ONil(T_a),T_a),T_a) != c_List_Oappend(V_ys,c_List_Olist_OCons(V_y,c_List_Olist_ONil(T_a),T_a),T_a)
% 74.43/74.52 | V_x = V_y ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__1_1,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.52 | V_n = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.52 | V_m = c_Suc(c_HOL_Ozero__class_Ozero(tc_nat)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__1_2,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))
% 74.43/74.52 | V_m = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Osup__inf__distrib2_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_Orderings_Oord__class_Omax(c_Orderings_Oord__class_Omin(V_y,V_z,T_a),V_x,T_a) = c_Orderings_Oord__class_Omin(c_Orderings_Oord__class_Omax(V_y,V_x,T_a),c_Orderings_Oord__class_Omax(V_z,V_x,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__max_Osup__inf__distrib1_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_Orderings_Oord__class_Omax(V_x,c_Orderings_Oord__class_Omin(V_y,V_z,T_a),T_a) = c_Orderings_Oord__class_Omin(c_Orderings_Oord__class_Omax(V_x,V_y,T_a),c_Orderings_Oord__class_Omax(V_x,V_z,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_power__mult_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__mult(T_a)
% 74.43/74.52 | c_Power_Opower__class_Opower(V_a,c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),T_a) = c_Power_Opower__class_Opower(c_Power_Opower__class_Opower(V_a,V_m,T_a),V_n,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I11_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | V_a = V_b
% 74.43/74.52 | ~ c_lessequals(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I12_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,V_a,T_a)
% 74.43/74.52 | V_a = V_b ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__less__le_2,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | V_m = V_n
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__eq__less__or__eq_0,axiom,
% 74.43/74.52 ( V_m = V_n
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le__neq__implies__less_0,axiom,
% 74.43/74.52 ( c_HOL_Oord__class_Oless(V_m,V_n,tc_nat)
% 74.43/74.52 | V_m = V_n
% 74.43/74.52 | ~ c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__le__less_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | V_x = V_y
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__less__le_2,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.52 | V_x = V_y
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__le__neq__trans_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | V_a = V_b
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__neq__le__trans_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,V_b,T_a)
% 74.43/74.52 | V_a = V_b ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_linorder__antisym__conv1_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | V_x = V_y
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a)
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_linorder__antisym__conv2_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | V_x = V_y
% 74.43/74.52 | c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.52 | ~ c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__nonneg__nonneg_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_5,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__mult__iff_4,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_zero__le__square_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_a,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__nonpos__nonpos_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_split__mult__pos__le_1,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_split__mult__pos__le_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Opordered__ring(T_a)
% 74.43/74.52 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a)
% 74.43/74.52 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osize_I2_J_0,axiom,
% 74.43/74.52 c_Lambda_OdB_OdB__size(hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1),V_dB2)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Lambda_OdB_OdB__size(V_dB1)),c_Lambda_OdB_OdB__size(V_dB2))),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__is__Nil__conv_2,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Olist_ONil(T_a),c_List_Olist_ONil(T_a),T_a) = c_List_Olist_ONil(T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__le__mono_0,axiom,
% 74.43/74.52 ( c_lessequals(V_n,V_m,tc_nat)
% 74.43/74.52 | ~ c_lessequals(c_Suc(V_n),c_Suc(V_m),tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Suc__le__mono_1,axiom,
% 74.43/74.52 ( c_lessequals(c_Suc(V_n),c_Suc(V_m),tc_nat)
% 74.43/74.52 | ~ c_lessequals(V_n,V_m,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osize_I3_J_0,axiom,
% 74.43/74.52 c_Lambda_OdB_OdB__size(c_Lambda_OdB_OAbs(V_dB)) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_Lambda_OdB_OdB__size(V_dB)),c_Suc(c_HOL_Ozero__class_Ozero(tc_nat))) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_ab__semigroup__mult__class_Omult__ac_I1_J_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Oab__semigroup__mult(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) = c_HOL_Otimes__class_Otimes(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I16_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),V_rx,T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_rx,T_a),V_ly,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I17_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_ly,T_a),V_rx,T_a) = c_HOL_Otimes__class_Otimes(V_lx,c_HOL_Otimes__class_Otimes(V_ly,V_rx,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I18_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_lx,c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_lx,V_rx,T_a),V_ry,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I19_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_lx,c_HOL_Otimes__class_Otimes(V_rx,V_ry,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_rx,c_HOL_Otimes__class_Otimes(V_lx,V_ry,T_a),T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__assoc_0,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Oappend(V_xs,V_ys,T_a),V_zs,T_a) = c_List_Oappend(V_xs,c_List_Oappend(V_ys,V_zs,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__mult__assoc_0,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_m,V_n,tc_nat),V_k,tc_nat) = c_HOL_Otimes__class_Otimes(V_m,c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__eq__appendI_0,axiom,
% 74.43/74.52 c_List_Oappend(V_xs,c_List_Oappend(V_xs1,V_us,T_a),T_a) = c_List_Oappend(c_List_Oappend(V_xs,V_xs1,T_a),V_us,T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__eq__append__conv2_4,axiom,
% 74.43/74.52 c_List_Oappend(c_List_Oappend(V_zs,V_x,T_a),V_ys,T_a) = c_List_Oappend(V_zs,c_List_Oappend(V_x,V_ys,T_a),T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_append__eq__append__conv2_5,axiom,
% 74.43/74.52 c_List_Oappend(V_xs,c_List_Oappend(V_x,V_ts,T_a),T_a) = c_List_Oappend(c_List_Oappend(V_xs,V_x,T_a),V_ts,T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Omul__a_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_x,c_HOL_Otimes__class_Otimes(V_y,V_z,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),V_z,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Osemiring__rules_I8_J_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),V_c,T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_c,T_a)),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_comm__semiring__class_Odistrib_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),V_b),V_c,T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_a,V_c,T_a)),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__mult__distrib_0,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),V_k,tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat)),c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__mult__distrib2_0,axiom,
% 74.43/74.52 c_HOL_Otimes__class_Otimes(V_k,hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n),tc_nat) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat)),c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_class__semiring_Omul__d_0,axiom,
% 74.43/74.52 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a)
% 74.43/74.52 | c_HOL_Otimes__class_Otimes(V_x,hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_y),V_z),T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a)),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_xt1_I9_J_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Oorder(T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_not__less__iff__gr__or__eq_1,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__le__linear_0,axiom,
% 74.43/74.52 ( c_lessequals(V_n,V_m,tc_nat)
% 74.43/74.52 | c_lessequals(V_m,V_n,tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_linorder__linear_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Olinorder(T_a)
% 74.43/74.52 | c_lessequals(V_y,V_x,T_a)
% 74.43/74.52 | c_lessequals(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__less__asym_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_order__less__asym_H_0,axiom,
% 74.43/74.52 ( ~ class_Orderings_Opreorder(T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a)
% 74.43/74.52 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Nitpick_Onat__case__def_0,axiom,
% 74.43/74.52 c_Nat_Onat_Onat__case(V_x,V_f,c_HOL_Ozero__class_Ozero(tc_nat),T_a) = V_x ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__case__0_0,axiom,
% 74.43/74.52 c_Nat_Onat_Onat__case(V_f1,V_f2,c_HOL_Ozero__class_Ozero(tc_nat),T_a) = V_f1 ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__0R_0,axiom,
% 74.43/74.52 c_Orderings_Oord__class_Omin(V_n,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_min__0L_0,axiom,
% 74.43/74.52 c_Orderings_Oord__class_Omin(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__cancel2_0,axiom,
% 74.43/74.52 ( c_HOL_Otimes__class_Otimes(V_m,V_k,tc_nat) != c_HOL_Otimes__class_Otimes(V_n,V_k,tc_nat)
% 74.43/74.52 | V_k = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_m = V_n ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_mult__cancel1_0,axiom,
% 74.43/74.52 ( c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat) != c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat)
% 74.43/74.52 | V_k = c_HOL_Ozero__class_Ozero(tc_nat)
% 74.43/74.52 | V_m = V_n ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__mult__eq__cancel__disj_0,axiom,
% 74.43/74.52 ( c_HOL_Otimes__class_Otimes(V_k,V_m,tc_nat) != c_HOL_Otimes__class_Otimes(V_k,V_n,tc_nat)
% 74.43/74.52 | V_m = V_n
% 74.43/74.52 | V_k = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_minus__nat_Odiff__0_0,axiom,
% 74.43/74.52 c_HOL_Ominus__class_Ominus(V_m,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) = V_m ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__self__eq__0_0,axiom,
% 74.43/74.52 c_HOL_Ominus__class_Ominus(V_m,V_m,tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_natgb_Oadd__r0__iff_0,axiom,
% 74.43/74.52 ( V_x != hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),V_a)
% 74.43/74.52 | V_a = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__eq__self__zero_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),V_n) != V_m
% 74.43/74.52 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate_Oinduct_0,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.52 | hBOOL(hAPP(V_P,v_sko__List__Xreplicate__Xinduct__1(V_P)))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Zero__neq__Suc_0,axiom,
% 74.43/74.52 c_HOL_Ozero__class_Ozero(tc_nat) != c_Suc(V_m) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Osimps_I2_J_0,axiom,
% 74.43/74.52 c_HOL_Ozero__class_Ozero(tc_nat) != c_Suc(V_nat_H) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Osplit_0,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Nat_Onat_Onat__case(V_f1,V_f2,c_HOL_Ozero__class_Ozero(tc_nat),t_a)))
% 74.43/74.52 | hBOOL(hAPP(V_P,V_f1)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Oinducts_0,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.52 | hBOOL(hAPP(V_P,v_sko__Nat__Xnat__Xinducts__1(V_P)))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat__gcd_Osimps_0,axiom,
% 74.43/74.52 c_Nitpick_Onat__gcd(V_x,c_HOL_Ozero__class_Ozero(tc_nat)) = V_x ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Osize_I1_J_0,axiom,
% 74.43/74.52 c_nat_Onat__size(c_HOL_Ozero__class_Ozero(tc_nat)) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_char__size_0,axiom,
% 74.43/74.52 c_String_Ochar_Ochar__size(V_c) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_add__is__0_2,axiom,
% 74.43/74.52 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat)),c_HOL_Ozero__class_Ozero(tc_nat)) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_nat_Oinduct_0,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.52 | hBOOL(hAPP(V_P,v_sko__Nat__Xnat__Xinduct__1(V_P)))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gr__implies__not0_0,axiom,
% 74.43/74.52 ~ c_HOL_Oord__class_Oless(V_m,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_not__less0_0,axiom,
% 74.43/74.52 ~ c_HOL_Oord__class_Oless(V_n,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_bot__nat__def_0,axiom,
% 74.43/74.52 c_Orderings_Obot__class_Obot(tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_upt_Oinduct_0,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,V_nat))
% 74.43/74.52 | hBOOL(hAPP(V_P,v_sko__List__Xupt__Xinduct__1(V_P)))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_drop__0_0,axiom,
% 74.43/74.52 c_List_Odrop(c_HOL_Ozero__class_Ozero(tc_nat),V_xs,T_a) = V_xs ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_diff__0__eq__0_0,axiom,
% 74.43/74.52 c_HOL_Ominus__class_Ominus(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_infinite__descent0_1,axiom,
% 74.43/74.52 ( hBOOL(hAPP(V_P,V_n))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_ATP__Linkup_Osko__Nat__Xinfinite__descent0__1__1(V_P)))
% 74.43/74.52 | ~ hBOOL(hAPP(V_P,c_HOL_Ozero__class_Ozero(tc_nat))) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_le0_0,axiom,
% 74.43/74.52 c_lessequals(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_size__char_0,axiom,
% 74.43/74.52 c_Nat_Osize__class_Osize(V_c,tc_String_Ochar) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__eq__replicate_2,axiom,
% 74.43/74.52 c_List_Oreplicate(c_HOL_Ozero__class_Ozero(tc_nat),V_x,T_a) = c_List_Oreplicate(c_HOL_Ozero__class_Ozero(tc_nat),V_y,T_a) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_max__0R_0,axiom,
% 74.43/74.52 c_Orderings_Oord__class_Omax(V_n,c_HOL_Ozero__class_Ozero(tc_nat),tc_nat) = V_n ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_max__0L_0,axiom,
% 74.43/74.52 c_Orderings_Oord__class_Omax(c_HOL_Ozero__class_Ozero(tc_nat),V_n,tc_nat) = V_n ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_replicate__eq__replicate_1,axiom,
% 74.43/74.52 ( c_List_Oreplicate(V_m,V_x,T_a) != c_List_Oreplicate(V_n,V_y,T_a)
% 74.43/74.52 | V_x = V_y
% 74.43/74.52 | V_m = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_natgb_Oadd__r0__iff_1,axiom,
% 74.43/74.52 V_x = hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_x),c_HOL_Ozero__class_Ozero(tc_nat)) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_plus__nat_Oadd__0_0,axiom,
% 74.43/74.52 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),c_HOL_Ozero__class_Ozero(tc_nat)),V_n) = V_n ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_Nat_Oadd__0__right_0,axiom,
% 74.43/74.52 hAPP(hAPP(c_HOL_Oplus__class_Oplus(tc_nat),V_m),c_HOL_Ozero__class_Ozero(tc_nat)) = V_m ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_gb__semiring_Opwr__0_0,axiom,
% 74.43/74.52 ( hAPP(hAPP(V_pwr,V_x),c_HOL_Ozero__class_Ozero(tc_nat)) = V_r1
% 74.43/74.52 | ~ c_Groebner__Basis_Ogb__semiring(V_add,V_mul,V_pwr,V_r0,V_r1,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_listsum__foldr_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | c_List_Olistsum(V_xs,T_a) = c_List_Ofoldr(c_HOL_Oplus__class_Oplus(T_a),V_xs,c_HOL_Ozero__class_Ozero(T_a),T_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_foldl__foldr1_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),c_HOL_Ozero__class_Ozero(T_a),V_xs,T_a,T_a) = c_List_Ofoldr(c_HOL_Oplus__class_Oplus(T_a),V_xs,c_HOL_Ozero__class_Ozero(T_a),T_a,T_a) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_foldl__foldr1__lemma_0,axiom,
% 74.43/74.52 ( ~ class_OrderedGroup_Omonoid__add(T_a)
% 74.43/74.52 | c_List_Ofoldl(c_HOL_Oplus__class_Oplus(T_a),V_a,V_xs,T_a,T_a) = hAPP(hAPP(c_HOL_Oplus__class_Oplus(T_a),V_a),c_List_Ofoldr(c_HOL_Oplus__class_Oplus(T_a),V_xs,c_HOL_Ozero__class_Ozero(T_a),T_a,T_a)) ) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osimps_I7_J_0,axiom,
% 74.43/74.52 c_Lambda_OdB_OAbs(V_dB_H) != c_Lambda_OdB_OVar(V_nat) ).
% 74.43/74.52
% 74.43/74.52 cnf(cls_dB_Osplit__asm_0,axiom,
% 74.43/74.52 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OVar(V_xd),t_a)))
% 74.43/74.53 | hBOOL(hAPP(V_P,hAPP(V_f1,V_xd))) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osplit_0,axiom,
% 74.43/74.53 ( ~ hBOOL(hAPP(V_P,c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OVar(V_nat),t_a)))
% 74.43/74.53 | hBOOL(hAPP(V_P,hAPP(V_f1,V_nat))) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_subst__eq_0,axiom,
% 74.43/74.53 c_Lambda_Osubst(c_Lambda_OdB_OVar(V_k),V_u,V_k) = V_u ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_beta__cases_I1_J_0,axiom,
% 74.43/74.53 ~ c_Lambda_Obeta(c_Lambda_OdB_OVar(V_i),V_t) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Orecs_I1_J_0,axiom,
% 74.43/74.53 c_Lambda_OdB_OdB__rec(V_f1,V_f2,V_f3,c_Lambda_OdB_OVar(V_nat),T_a) = hAPP(V_f1,V_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osimps_I4_J_0,axiom,
% 74.43/74.53 c_Lambda_OdB_OVar(V_nat) != hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1_H),V_dB2_H) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osimps_I6_J_0,axiom,
% 74.43/74.53 c_Lambda_OdB_OVar(V_nat) != c_Lambda_OdB_OAbs(V_dB_H) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_Var__IT_0,axiom,
% 74.43/74.53 c_InductTermi_OIT(c_Lambda_OdB_OVar(V_n)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osimps_I10_J_0,axiom,
% 74.43/74.53 c_Lambda_OdB_OdB__case(V_f1,V_f2,V_f3,c_Lambda_OdB_OVar(V_nat),T_a) = hAPP(V_f1,V_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osimps_I5_J_0,axiom,
% 74.43/74.53 hAPP(hAPP(c_Lambda_OdB_OApp,V_dB1_H),V_dB2_H) != c_Lambda_OdB_OVar(V_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_argsT_0,axiom,
% 74.43/74.53 c_Type_Otypings(c_Type_Oshift(v_e____,v_i____,v_T____,tc_Type_Otype),v_as____,v_Ts____) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_nT_0,axiom,
% 74.43/74.53 c_Type_Otyping(c_Type_Oshift(v_e____,v_i____,v_T____,tc_Type_Otype),c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(v_n____),v_rs____,tc_Lambda_OdB,tc_Lambda_OdB),v_T_H____) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_var__app__type__eq_0,axiom,
% 74.43/74.53 ( V_T = V_U
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_U)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_subject__reduction_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,V_t_H,V_T)
% 74.43/74.53 | ~ c_Lambda_Obeta(V_t,V_t_H)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,V_t,V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_abs__typeE_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(c_Type_Oshift(V_e,c_HOL_Ozero__class_Ozero(tc_nat),c_Type_Osko__Type__Xabs__typeE__1__1(V_e,V_t),tc_Type_Otype),V_t,c_Type_Osko__Type__Xabs__typeE__1__2(V_e,V_t))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_Lambda_OdB_OAbs(V_t),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_typing__elims_I3_J_1,axiom,
% 74.43/74.53 ( c_Type_Otyping(c_Type_Oshift(V_e,c_HOL_Ozero__class_Ozero(tc_nat),c_Type_Osko__Type__Xtyping__elims__3__1(V_T,V_e,V_t),tc_Type_Otype),V_t,c_Type_Osko__Type__Xtyping__elims__3__2(V_T,V_e,V_t))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_Lambda_OdB_OAbs(V_t),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_typing__elims_I2_J_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,V_t,hAPP(hAPP(c_Type_Otype_OFun,c_Type_Osko__Type__Xtyping__elims__2__1(V_T,V_e,V_t,V_u)),V_T))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,hAPP(hAPP(c_Lambda_OdB_OApp,V_t),V_u),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osimps_I4_J_0,axiom,
% 74.43/74.53 hAPP(hAPP(c_Type_Otype_OFun,V_type1_H),V_type2_H) != c_Type_Otype_OAtom(V_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type__induct_1,axiom,
% 74.43/74.53 ( c_Type_Osko__Type__Xtype__induct__1__1(V_P) != hAPP(hAPP(c_Type_Otype_OFun,V_T1),V_T2)
% 74.43/74.53 | hBOOL(hAPP(V_P,V_T))
% 74.43/74.53 | hBOOL(hAPP(V_P,V_T2)) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type__induct_0,axiom,
% 74.43/74.53 ( c_Type_Osko__Type__Xtype__induct__1__1(V_P) != hAPP(hAPP(c_Type_Otype_OFun,V_T1a),V_x)
% 74.43/74.53 | hBOOL(hAPP(V_P,V_T))
% 74.43/74.53 | hBOOL(hAPP(V_P,V_T1a)) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Orecs_I2_J_0,axiom,
% 74.43/74.53 c_Type_Otype_Otype__rec(V_f1,V_f2,hAPP(hAPP(c_Type_Otype_OFun,V_type1),V_type2),T_a) = hAPP(hAPP(hAPP(hAPP(V_f2,V_type1),V_type2),c_Type_Otype_Otype__rec(V_f1,V_f2,V_type1,T_a)),c_Type_Otype_Otype__rec(V_f1,V_f2,V_type2,T_a)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osimps_I6_J_0,axiom,
% 74.43/74.53 c_Type_Otype_Otype__case(V_f1,V_f2,hAPP(hAPP(c_Type_Otype_OFun,V_type1),V_type2),T_a) = hAPP(hAPP(V_f2,V_type1),V_type2) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osplit__asm_1,axiom,
% 74.43/74.53 ( ~ hBOOL(hAPP(V_P,c_Type_Otype_Otype__case(V_f1,V_f2,hAPP(hAPP(c_Type_Otype_OFun,V_xa),V_xb),t_a)))
% 74.43/74.53 | hBOOL(hAPP(V_P,hAPP(hAPP(V_f2,V_xa),V_xb))) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osplit_1,axiom,
% 74.43/74.53 ( ~ hBOOL(hAPP(V_P,c_Type_Otype_Otype__case(V_f1,V_f2,hAPP(hAPP(c_Type_Otype_OFun,V_type1),V_type2),t_a)))
% 74.43/74.53 | hBOOL(hAPP(V_P,hAPP(hAPP(V_f2,V_type1),V_type2))) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osimps_I3_J_0,axiom,
% 74.43/74.53 c_Type_Otype_OAtom(V_nat) != hAPP(hAPP(c_Type_Otype_OFun,V_type1_H),V_type2_H) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_foldr_Osimps_I2_J_0,axiom,
% 74.43/74.53 c_List_Ofoldr(V_f,c_List_Olist_OCons(V_x,V_xs,T_b),V_a,T_b,T_a) = hAPP(hAPP(V_f,V_x),c_List_Ofoldr(V_f,V_xs,V_a,T_b,T_a)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_foldr__append_0,axiom,
% 74.43/74.53 c_List_Ofoldr(V_f,c_List_Oappend(V_xs,V_ys,T_b),V_a,T_b,T_a) = c_List_Ofoldr(V_f,V_xs,c_List_Ofoldr(V_f,V_ys,V_a,T_b,T_a),T_b,T_a) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_foldr_Osimps_I1_J_0,axiom,
% 74.43/74.53 c_List_Ofoldr(V_f,c_List_Olist_ONil(T_b),V_a,T_b,T_a) = V_a ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_MI2_0,axiom,
% 74.43/74.53 ( v_T____ != hAPP(hAPP(c_Type_Otype_OFun,V_T1),V_T2)
% 74.43/74.53 | c_InductTermi_OIT(c_Lambda_Osubst(V_t,V_u,V_i))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,V_u,V_T2)
% 74.43/74.53 | ~ c_InductTermi_OIT(V_u)
% 74.43/74.53 | ~ c_Type_Otyping(c_Type_Oshift(V_e,V_i,V_T2,tc_Type_Otype),V_t,V_Ta)
% 74.43/74.53 | ~ c_InductTermi_OIT(V_t) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_MI1_0,axiom,
% 74.43/74.53 ( v_T____ != hAPP(hAPP(c_Type_Otype_OFun,V_T1),V_T2)
% 74.43/74.53 | c_InductTermi_OIT(c_Lambda_Osubst(V_t,V_u,V_i))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,V_u,V_T1)
% 74.43/74.53 | ~ c_InductTermi_OIT(V_u)
% 74.43/74.53 | ~ c_Type_Otyping(c_Type_Oshift(V_e,V_i,V_T1,tc_Type_Otype),V_t,V_Ta)
% 74.43/74.53 | ~ c_InductTermi_OIT(V_t) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_var__app__types_0,axiom,
% 74.43/74.53 ( V_U = c_List_Ofoldr(c_Type_Otype_OFun,c_Type_Osko__Type__Xvar__app__types__1__1(V_T,V_U,V_e,V_us),V_T,tc_Type_Otype,tc_Type_Otype)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_U)
% 74.43/74.53 | ~ c_Type_Otypings(V_e,V_ts,V_Ts)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_us,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_shift__gt_0,axiom,
% 74.43/74.53 ( hAPP(c_Type_Oshift(V_e,V_i,V_T,T_a),V_j) = hAPP(V_e,V_j)
% 74.43/74.53 | ~ c_HOL_Oord__class_Oless(V_j,V_i,tc_nat) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_list__app__typeE_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,V_t,c_List_Ofoldr(c_Type_Otype_OFun,c_Type_Osko__Type__Xlist__app__typeE__1__1(V_T,V_e,V_t,V_ts),V_T,tc_Type_Otype,tc_Type_Otype))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,V_t,V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_list__app__typeI_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,V_t,V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T)
% 74.43/74.53 | ~ c_Type_Otypings(V_e,V_ts,V_Ts)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,V_t,c_List_Ofoldr(c_Type_Otype_OFun,V_Ts,V_T,tc_Type_Otype,tc_Type_Otype)) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_list__app__typeD_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,V_t,c_List_Ofoldr(c_Type_Otype_OFun,c_Type_Osko__Type__Xlist__app__typeD__1__1(V_T,V_e,V_t,V_ts),V_T,tc_Type_Otype,tc_Type_Otype))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,V_t,V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_uT_0,axiom,
% 74.43/74.53 c_Type_Otyping(v_e____,v_u____,v_T____) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_var__app__typesE_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_e,c_Lambda_OdB_OVar(V_i),c_List_Ofoldr(c_Type_Otype_OFun,c_Type_Osko__Type__Xvar__app__typesE__1__1(V_T,V_e,V_i,V_ts),V_T,tc_Type_Otype,tc_Type_Otype))
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_List_Ofoldl(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(V_i),V_ts,tc_Lambda_OdB,tc_Lambda_OdB),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_power__eq__0__iff_2,axiom,
% 74.43/74.53 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a)
% 74.43/74.53 | ~ class_Ring__and__Field_Ono__zero__divisors(T_a)
% 74.43/74.53 | ~ class_Ring__and__Field_Omult__zero(T_a)
% 74.43/74.53 | ~ class_Power_Opower(T_a)
% 74.43/74.53 | c_Power_Opower__class_Opower(c_HOL_Ozero__class_Ozero(T_a),V_n,T_a) = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.53 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_power__0__left_1,axiom,
% 74.43/74.53 ( ~ class_Ring__and__Field_Osemiring__0(T_a)
% 74.43/74.53 | ~ class_Power_Opower(T_a)
% 74.43/74.53 | c_Power_Opower__class_Opower(c_HOL_Ozero__class_Ozero(T_a),V_n,T_a) = c_HOL_Ozero__class_Ozero(T_a)
% 74.43/74.53 | V_n = c_HOL_Ozero__class_Ozero(tc_nat) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_power__eq__0__iff_1,axiom,
% 74.43/74.53 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a)
% 74.43/74.53 | ~ class_Ring__and__Field_Ono__zero__divisors(T_a)
% 74.43/74.53 | ~ class_Ring__and__Field_Omult__zero(T_a)
% 74.43/74.53 | ~ class_Power_Opower(T_a)
% 74.43/74.53 | c_Power_Opower__class_Opower(V_a,c_HOL_Ozero__class_Ozero(tc_nat),T_a) != c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_of__nat__0_0,axiom,
% 74.43/74.53 ( ~ class_Ring__and__Field_Osemiring__1(T_a)
% 74.43/74.53 | c_Nat_Osemiring__1__class_Oof__nat(c_HOL_Ozero__class_Ozero(tc_nat),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osize_I4_J_0,axiom,
% 74.43/74.53 c_Nat_Osize__class_Osize(c_Lambda_OdB_OVar(V_nat),tc_Lambda_OdB) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osize_I1_J_0,axiom,
% 74.43/74.53 c_Lambda_OdB_OdB__size(c_Lambda_OdB_OVar(V_nat)) = c_HOL_Ozero__class_Ozero(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_headT_0,axiom,
% 74.43/74.53 c_Type_Otyping(c_Type_Oshift(v_e____,v_i____,v_T____,tc_Type_Otype),hAPP(hAPP(c_Lambda_OdB_OApp,c_Lambda_OdB_OVar(v_n____)),v_a____),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_shift__commute_0,axiom,
% 74.43/74.53 c_Type_Oshift(c_Type_Oshift(V_e,V_i,V_U,T_a),c_HOL_Ozero__class_Ozero(tc_nat),V_T,T_a) = c_Type_Oshift(c_Type_Oshift(V_e,c_HOL_Ozero__class_Ozero(tc_nat),V_T,T_a),c_Suc(V_i),V_U,T_a) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_App_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_env,hAPP(hAPP(c_Lambda_OdB_OApp,V_s),V_t),V_U)
% 74.43/74.53 | ~ c_Type_Otyping(V_env,V_t,V_T)
% 74.43/74.53 | ~ c_Type_Otyping(V_env,V_s,hAPP(hAPP(c_Type_Otype_OFun,V_T),V_U)) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_lift__type_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(c_Type_Oshift(V_e,V_i,V_U,tc_Type_Otype),c_Lambda_Olift(V_t,V_i),V_T)
% 74.43/74.53 | ~ c_Type_Otyping(V_e,V_t,V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_subst__lemma_0,axiom,
% 74.43/74.53 ( ~ c_Type_Otyping(V_e_H,V_u,V_U)
% 74.43/74.53 | ~ c_Type_Otyping(c_Type_Oshift(V_e_H,V_i,V_U,tc_Type_Otype),V_t,V_T)
% 74.43/74.53 | c_Type_Otyping(V_e_H,c_Lambda_Osubst(V_t,V_u,V_i),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_varT_0,axiom,
% 74.43/74.53 c_Type_Otyping(c_Type_Oshift(v_e____,v_i____,v_T____,tc_Type_Otype),c_Lambda_OdB_OVar(v_n____),hAPP(hAPP(c_Type_Otype_OFun,v_T_H_H____),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype))) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_T_0,axiom,
% 74.43/74.53 v_T____ = hAPP(hAPP(c_Type_Otype_OFun,v_T_H_H____),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_uT_H_0,axiom,
% 74.43/74.53 c_Type_Otyping(v_e____,v_u____,hAPP(hAPP(c_Type_Otype_OFun,v_T_H_H____),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype))) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_Abs_0,axiom,
% 74.43/74.53 ( c_Type_Otyping(V_env,c_Lambda_OdB_OAbs(V_t),hAPP(hAPP(c_Type_Otype_OFun,V_T),V_U))
% 74.43/74.53 | ~ c_Type_Otyping(c_Type_Oshift(V_env,c_HOL_Ozero__class_Ozero(tc_nat),V_T,tc_Type_Otype),V_t,V_U) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_dB_Osimps_I1_J_0,axiom,
% 74.43/74.53 ( c_Lambda_OdB_OVar(V_nat) != c_Lambda_OdB_OVar(V_nat_H)
% 74.43/74.53 | V_nat = V_nat_H ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osimps_I2_J_0,axiom,
% 74.43/74.53 ( hAPP(hAPP(c_Type_Otype_OFun,V_type1),V_type2) != hAPP(hAPP(c_Type_Otype_OFun,V_type1_H),V_type2_H)
% 74.43/74.53 | V_type1 = V_type1_H ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_type_Osimps_I2_J_1,axiom,
% 74.43/74.53 ( hAPP(hAPP(c_Type_Otype_OFun,V_type1),V_type2) != hAPP(hAPP(c_Type_Otype_OFun,V_type1_H),V_type2_H)
% 74.43/74.53 | V_type2 = V_type2_H ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_shift__eq_0,axiom,
% 74.43/74.53 hAPP(c_Type_Oshift(V_e,V_x,V_T,T_a),V_x) = V_T ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_typing__elims_I1_J_0,axiom,
% 74.43/74.53 ( hAPP(V_e,V_i) = V_T
% 74.43/74.53 | ~ c_Type_Otyping(V_e,c_Lambda_OdB_OVar(V_i),V_T) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_typing_OVar_0,axiom,
% 74.43/74.53 c_Type_Otyping(V_env,c_Lambda_OdB_OVar(V_x),hAPP(V_env,V_x)) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_conjecture_0,negated_conjecture,
% 74.43/74.53 ~ c_Type_Otyping(c_Type_Oshift(v_e____,c_HOL_Ozero__class_Ozero(tc_nat),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype),tc_Type_Otype),c_Lambda_OdB_OVar(c_HOL_Ozero__class_Ozero(tc_nat)),c_List_Ofoldr(c_Type_Otype_OFun,v_Ts____,v_T_H____,tc_Type_Otype,tc_Type_Otype)) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_fun__Orderings_Opreorder,axiom,
% 74.43/74.53 ( class_Orderings_Opreorder(tc_fun(T_2,T_1))
% 74.43/74.53 | ~ class_Orderings_Opreorder(T_1) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_fun__Orderings_Oorder,axiom,
% 74.43/74.53 ( class_Orderings_Oorder(tc_fun(T_2,T_1))
% 74.43/74.53 | ~ class_Orderings_Oorder(T_1) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_fun__Orderings_Obot,axiom,
% 74.43/74.53 ( class_Orderings_Obot(tc_fun(T_2,T_1))
% 74.43/74.53 | ~ class_Orderings_Obot(T_1) ) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom,
% 74.43/74.53 class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Oordered__comm__semiring__strict,axiom,
% 74.43/74.53 class_Ring__and__Field_Oordered__comm__semiring__strict(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Opordered__cancel__semiring,axiom,
% 74.43/74.53 class_Ring__and__Field_Opordered__cancel__semiring(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Oordered__semiring__strict,axiom,
% 74.43/74.53 class_Ring__and__Field_Oordered__semiring__strict(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Opordered__ab__semigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Opordered__ab__semigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Opordered__comm__monoid__add,axiom,
% 74.43/74.53 class_OrderedGroup_Opordered__comm__monoid__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Ocancel__ab__semigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Ocancel__semigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Ocancel__semigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Opordered__semiring,axiom,
% 74.43/74.53 class_Ring__and__Field_Opordered__semiring(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Oordered__semiring,axiom,
% 74.43/74.53 class_Ring__and__Field_Oordered__semiring(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Ono__zero__divisors,axiom,
% 74.43/74.53 class_Ring__and__Field_Ono__zero__divisors(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Oordered__semidom,axiom,
% 74.43/74.53 class_Ring__and__Field_Oordered__semidom(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Ocomm__semiring__1,axiom,
% 74.43/74.53 class_Ring__and__Field_Ocomm__semiring__1(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Oab__semigroup__mult,axiom,
% 74.43/74.53 class_OrderedGroup_Oab__semigroup__mult(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Ocomm__monoid__mult,axiom,
% 74.43/74.53 class_OrderedGroup_Ocomm__monoid__mult(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Oab__semigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Oab__semigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Ocomm__semiring,axiom,
% 74.43/74.53 class_Ring__and__Field_Ocomm__semiring(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Ocomm__monoid__add,axiom,
% 74.43/74.53 class_OrderedGroup_Ocomm__monoid__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Ozero__neq__one,axiom,
% 74.43/74.53 class_Ring__and__Field_Ozero__neq__one(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Osemigroup__add,axiom,
% 74.43/74.53 class_OrderedGroup_Osemigroup__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Osemiring__1,axiom,
% 74.43/74.53 class_Ring__and__Field_Osemiring__1(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Osemiring__0,axiom,
% 74.43/74.53 class_Ring__and__Field_Osemiring__0(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Omult__mono1,axiom,
% 74.43/74.53 class_Ring__and__Field_Omult__mono1(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Omult__zero,axiom,
% 74.43/74.53 class_Ring__and__Field_Omult__zero(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Omult__mono,axiom,
% 74.43/74.53 class_Ring__and__Field_Omult__mono(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Omonoid__mult,axiom,
% 74.43/74.53 class_OrderedGroup_Omonoid__mult(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Ring__and__Field_Osemiring,axiom,
% 74.43/74.53 class_Ring__and__Field_Osemiring(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__OrderedGroup_Omonoid__add,axiom,
% 74.43/74.53 class_OrderedGroup_Omonoid__add(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Nat_Osemiring__char__0,axiom,
% 74.43/74.53 class_Nat_Osemiring__char__0(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Orderings_Opreorder,axiom,
% 74.43/74.53 class_Orderings_Opreorder(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Orderings_Olinorder,axiom,
% 74.43/74.53 class_Orderings_Olinorder(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Orderings_Oorder,axiom,
% 74.43/74.53 class_Orderings_Oorder(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Orderings_Obot,axiom,
% 74.43/74.53 class_Orderings_Obot(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(clsarity_nat__Power_Opower,axiom,
% 74.43/74.53 class_Power_Opower(tc_nat) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_ATP__Linkup_Oequal__imp__fequal_0,axiom,
% 74.43/74.53 c_fequal(V_x,V_x,T_a) ).
% 74.43/74.53
% 74.43/74.53 cnf(cls_ATP__Linkup_Ofequal__imp__equal_0,axiom,
% 74.43/74.53 ( V_X = V_Y
% 74.43/74.53 | ~ c_fequal(V_X,V_Y,T_a) ) ).
% 74.43/74.53
% 74.43/74.53 %------------------------------------------------------------------------------
% 74.43/74.53 %-------------------------------------------
% 74.43/74.53 % Proof found
% 74.43/74.53 % SZS status Theorem for theBenchmark
% 74.43/74.53 % SZS output start Proof
% 74.43/74.53 %ClaNum:1138(EqnAxiom:203)
% 74.43/74.53 %VarNum:6084(SingletonVarNum:2386)
% 74.43/74.53 %MaxLitNum:6
% 74.43/74.53 %MaxfuncDepth:6
% 74.43/74.53 %SharedTerms:93
% 74.43/74.53 %goalClause: 420
% 74.43/74.53 %singleGoalClaCount:1
% 74.43/74.53 [204]E(a1,a62)
% 74.43/74.53 [205]P1(a2)
% 74.43/74.53 [206]P2(a2)
% 74.43/74.53 [207]P35(a2)
% 74.43/74.53 [208]P3(a2)
% 74.43/74.53 [209]P36(a2)
% 74.43/74.53 [210]P4(a2)
% 74.43/74.53 [211]P5(a2)
% 74.43/74.53 [212]P37(a2)
% 74.43/74.53 [213]P22(a2)
% 74.43/74.53 [214]P27(a2)
% 74.43/74.53 [215]P23(a2)
% 74.43/74.53 [216]P29(a2)
% 74.43/74.53 [217]P33(a2)
% 74.43/74.53 [218]P34(a2)
% 74.43/74.53 [219]P6(a2)
% 74.43/74.53 [220]P31(a2)
% 74.43/74.53 [221]P32(a2)
% 74.43/74.53 [222]P7(a2)
% 74.43/74.53 [223]P47(a2)
% 74.43/74.53 [224]P48(a2)
% 74.43/74.53 [225]P49(a2)
% 74.43/74.53 [226]P8(a63)
% 74.43/74.53 [227]P56(a2)
% 74.43/74.53 [228]P30(a2)
% 74.43/74.53 [229]P18(a2)
% 74.43/74.53 [230]P21(a2)
% 74.43/74.53 [231]P39(a2)
% 74.43/74.53 [232]P41(a2)
% 74.43/74.53 [233]P42(a2)
% 74.43/74.53 [234]P50(a2)
% 74.43/74.53 [235]P57(a2)
% 74.43/74.53 [236]P43(a2)
% 74.43/74.53 [237]P44(a2)
% 74.43/74.53 [238]P24(a2)
% 74.43/74.53 [239]P19(a2)
% 74.43/74.53 [240]P38(a2)
% 74.43/74.53 [248]P11(a55,a63,a56)
% 74.43/74.53 [241]E(f3(a2),f8(a2))
% 74.43/74.53 [363]P11(f35(a55,a1,a56,a53),a59,a57)
% 74.43/74.53 [364]P15(f35(a55,a1,a56,a53),a61,a60)
% 74.43/74.53 [242]E(f29(f3(a2)),f3(a2))
% 74.43/74.53 [379]E(f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)),a56)
% 74.43/74.53 [381]P11(f35(a55,a1,a56,a53),f22(a11,f9(a62),a64,a50,a50),a58)
% 74.43/74.53 [385]P11(a55,a63,f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)))
% 74.43/74.53 [388]P11(f35(a55,a1,a56,a53),f9(a62),f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)))
% 74.43/74.53 [420]~P11(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f9(f3(a2)),f23(a48,a60,a58,a53,a53))
% 74.43/74.53 [292]E(f7(f32(f3(a2)),f32(f3(a2)),a2),f32(f3(a2)))
% 74.43/74.53 [382]P11(f35(a55,a1,a56,a53),f51(f51(a11,f9(a62)),a59),f23(a48,a60,a58,a53,a53))
% 74.43/74.53 [252]P13(x2521,x2521,a2)
% 74.43/74.53 [406]~P9(x4061,x4061,a2)
% 74.43/74.53 [243]P8(f9(x2431))
% 74.43/74.53 [245]E(f15(x2451,a49),f3(a2))
% 74.43/74.53 [255]E(f5(x2551,x2551,a2),f3(a2))
% 74.43/74.53 [256]P13(f3(a2),x2561,a2)
% 74.43/74.53 [268]P9(x2681,f32(x2681),a2)
% 74.43/74.53 [279]P9(f3(a2),f32(x2791),a2)
% 74.43/74.53 [310]P13(x3101,f7(x3101,x3101,a2),a2)
% 74.43/74.53 [391]~E(f32(x3911),x3911)
% 74.43/74.53 [395]~E(f32(x3951),f3(a2))
% 74.43/74.53 [410]~P9(x4101,f3(a2),a2)
% 74.43/74.53 [414]~P13(f32(x4141),x4141,a2)
% 74.43/74.53 [244]E(f12(f9(x2441)),f3(a2))
% 74.43/74.53 [246]E(f28(x2461,f3(a2)),x2461)
% 74.43/74.53 [247]E(f15(f9(x2471),a50),f3(a2))
% 74.43/74.53 [250]E(f51(f51(f4(a2),x2501),f3(a2)),x2501)
% 74.43/74.53 [257]E(f5(x2571,f3(a2),a2),x2571)
% 74.43/74.53 [258]E(f30(x2581,f3(a2),a2),x2581)
% 74.43/74.53 [259]E(f30(f3(a2),x2591,a2),x2591)
% 74.43/74.53 [262]E(f7(x2621,f3(a2),a2),f3(a2))
% 74.43/74.53 [263]E(f31(x2631,f3(a2),a2),f3(a2))
% 74.43/74.53 [264]E(f7(f3(a2),x2641,a2),f3(a2))
% 74.43/74.53 [265]E(f5(f3(a2),x2651,a2),f3(a2))
% 74.43/74.53 [266]E(f31(f3(a2),x2661,a2),f3(a2))
% 74.43/74.53 [352]P13(x3521,f7(x3521,f7(x3521,x3521,a2),a2),a2)
% 74.43/74.53 [253]E(f51(f51(f4(a2),f3(a2)),x2531),x2531)
% 74.43/74.53 [287]E(f51(f51(f4(a2),f29(x2871)),f32(f3(a2))),f29(f32(x2871)))
% 74.43/74.53 [288]E(f51(f51(f4(a2),f12(x2881)),f32(f3(a2))),f12(f10(x2881)))
% 74.43/74.53 [301]E(f51(f51(f4(a2),f15(x3011,a50)),f32(f3(a2))),f15(f10(x3011),a50))
% 74.43/74.53 [254]P14(x2541,x2541,x2542)
% 74.43/74.53 [293]P11(x2931,f9(x2932),f51(x2931,x2932))
% 74.43/74.53 [295]E(f7(x2951,x2952,a2),f7(x2952,x2951,a2))
% 74.43/74.53 [311]P13(f5(x3111,x3112,a2),x3111,a2)
% 74.43/74.53 [312]P9(f5(x3121,x3122,a2),f32(x3121),a2)
% 74.43/74.53 [397]~E(f9(x3971),f10(x3972))
% 74.43/74.53 [398]~P12(f9(x3981),x3982)
% 74.43/74.53 [261]E(f16(f3(a2),x2611,x2612),x2611)
% 74.43/74.53 [273]E(f17(x2731,f20(x2732),x2732),x2731)
% 74.43/74.53 [274]E(f17(f20(x2741),x2742,x2741),x2742)
% 74.43/74.53 [275]E(f18(f9(x2751),x2752,x2751),x2752)
% 74.43/74.53 [277]E(f24(f3(a2),x2771,x2772),f20(x2772))
% 74.43/74.53 [280]E(f16(x2801,f20(x2802),x2802),f20(x2802))
% 74.43/74.53 [297]E(f7(x2971,f3(a2),a2),f7(x2972,f3(a2),a2))
% 74.43/74.53 [298]E(f7(f3(a2),x2981,a2),f7(f3(a2),x2982,a2))
% 74.43/74.53 [300]E(f5(f32(x3001),f32(x3002),a2),f5(x3001,x3002,a2))
% 74.43/74.53 [313]E(f31(f32(x3131),f32(x3132),a2),f32(f31(x3131,x3132,a2)))
% 74.43/74.53 [314]E(f30(f32(x3141),f32(x3142),a2),f32(f30(x3141,x3142,a2)))
% 74.43/74.53 [316]E(f51(f51(f4(a2),x3161),f7(x3161,x3162,a2)),f7(x3161,f32(x3162),a2))
% 74.43/74.53 [317]E(f51(f51(f4(a2),x3171),f7(x3172,x3171,a2)),f7(f32(x3172),x3171,a2))
% 74.43/74.53 [294]E(f51(f51(f4(a2),x2941),x2942),f51(f51(f4(a2),x2942),x2941))
% 74.43/74.53 [296]E(f51(f51(f4(a2),f32(x2961)),x2962),f51(f51(f4(a2),x2961),f32(x2962)))
% 74.43/74.53 [302]P13(x3021,f51(f51(f4(a2),x3022),x3021),a2)
% 74.43/74.53 [304]P13(x3041,f51(f51(f4(a2),x3041),x3042),a2)
% 74.43/74.53 [323]P12(f51(f51(a11,f10(x3231)),x3232),f18(x3231,x3232,f3(a2)))
% 74.43/74.53 [337]E(f51(f51(f4(a2),f5(x3371,x3372,a2)),x3372),f30(x3371,x3372,a2))
% 74.43/74.53 [353]E(f51(f51(f4(a2),f51(f51(f4(a2),f12(x3531)),f12(x3532))),f32(f3(a2))),f12(f51(f51(a11,x3531),x3532)))
% 74.43/74.53 [366]E(f51(f51(f4(a2),f51(f51(f4(a2),f15(x3661,a50)),f15(x3662,a50))),f32(f3(a2))),f15(f51(f51(a11,x3661),x3662),a50))
% 74.43/74.53 [416]~P9(f51(f51(f4(a2),x4161),x4162),x4162,a2)
% 74.43/74.53 [417]~P9(f51(f51(f4(a2),x4171),x4172),x4171,a2)
% 74.43/74.53 [305]E(f5(f51(f51(f4(a2),x3051),x3052),x3052,a2),x3051)
% 74.43/74.53 [306]E(f5(f51(f51(f4(a2),x3061),x3062),x3061,a2),x3062)
% 74.43/74.53 [307]E(f5(x3071,f51(f51(f4(a2),x3071),x3072),a2),f3(a2))
% 74.43/74.53 [308]E(f32(f51(f51(f4(a2),x3081),x3082)),f51(f51(f4(a2),x3081),f32(x3082)))
% 74.43/74.53 [309]E(f32(f51(f51(f4(a2),x3091),x3092)),f51(f51(f4(a2),f32(x3091)),x3092))
% 74.43/74.53 [324]P9(x3241,f32(f51(f51(f4(a2),x3242),x3241)),a2)
% 74.43/74.53 [326]P9(x3261,f32(f51(f51(f4(a2),x3261),x3262)),a2)
% 74.43/74.53 [408]~E(f21(x4081,x4082,x4083),x4082)
% 74.43/74.53 [413]~E(f21(x4131,x4132,x4133),f20(x4133))
% 74.43/74.53 [291]E(f18(f19(x2911,x2912),x2913,x2912),x2911)
% 74.43/74.53 [299]E(f24(f3(a2),x2991,x2992),f24(f3(a2),x2993,x2992))
% 74.43/74.53 [320]E(f21(x3201,f24(x3202,x3201,x3203),x3203),f24(f32(x3202),x3201,x3203))
% 74.43/74.53 [328]E(f26(x3281,x3282,f3(a2),x3283),x3281)
% 74.43/74.53 [338]E(f7(f7(x3381,x3382,a2),x3383,a2),f7(x3381,f7(x3382,x3383,a2),a2))
% 74.43/74.53 [339]E(f5(f5(x3391,x3392,a2),x3393,a2),f5(f5(x3391,x3393,a2),x3392,a2))
% 74.43/74.53 [349]E(f5(f5(f32(x3491),x3492,a2),f32(x3493),a2),f5(f5(x3491,x3492,a2),x3493,a2))
% 74.43/74.53 [355]E(f5(f7(x3551,x3552,a2),f7(x3551,x3553,a2),a2),f7(x3551,f5(x3552,x3553,a2),a2))
% 74.43/74.53 [356]E(f5(f7(x3561,x3562,a2),f7(x3563,x3562,a2),a2),f7(f5(x3561,x3563,a2),x3562,a2))
% 74.43/74.53 [357]E(f31(f5(x3571,x3572,a2),f5(x3573,x3572,a2),a2),f5(f31(x3571,x3573,a2),x3572,a2))
% 74.43/74.53 [399]~E(f10(x3991),f51(f51(a11,x3992),x3993))
% 74.43/74.53 [400]~E(f9(x4001),f51(f51(a11,x4002),x4003))
% 74.43/74.53 [401]~E(f34(x4011),f51(f51(a48,x4012),x4013))
% 74.43/74.53 [402]~E(f51(f51(a11,x4021),x4022),f10(x4023))
% 74.43/74.53 [403]~E(f51(f51(a11,x4031),x4032),f9(x4033))
% 74.43/74.53 [404]~E(f51(f51(a48,x4041),x4042),f34(x4043))
% 74.43/74.53 [315]E(f51(f51(a11,f19(x3151,x3152)),f19(x3153,x3152)),f19(f51(f51(a11,x3151),x3153),x3152))
% 74.43/74.53 [358]E(f17(f24(x3581,x3582,x3583),f21(x3582,f20(x3583),x3583),x3583),f21(x3582,f24(x3581,x3582,x3583),x3583))
% 74.43/74.53 [332]E(f51(f51(f4(a2),x3321),f51(f51(f4(a2),x3322),x3323)),f51(f51(f4(a2),x3322),f51(f51(f4(a2),x3321),x3323)))
% 74.43/74.53 [333]E(f5(f51(f51(f4(a2),x3331),x3332),f51(f51(f4(a2),x3333),x3332),a2),f5(x3331,x3333,a2))
% 74.43/74.53 [334]E(f5(f51(f51(f4(a2),x3341),x3342),f51(f51(f4(a2),x3341),x3343),a2),f5(x3342,x3343,a2))
% 74.43/74.53 [335]E(f5(x3351,f51(f51(f4(a2),x3352),x3353),a2),f5(f5(x3351,x3352,a2),x3353,a2))
% 74.43/74.53 [360]E(f51(f51(f4(a2),f7(x3601,x3602,a2)),f7(x3601,x3603,a2)),f7(x3601,f51(f51(f4(a2),x3602),x3603),a2))
% 74.43/74.53 [361]E(f51(f51(f4(a2),f7(x3611,x3612,a2)),f7(x3613,x3612,a2)),f7(f51(f51(f4(a2),x3611),x3613),x3612,a2))
% 74.43/74.53 [351]E(f51(f51(f4(a2),f51(f51(f4(a2),x3511),x3512)),x3513),f51(f51(f4(a2),x3511),f51(f51(f4(a2),x3512),x3513)))
% 74.43/74.53 [322]E(f16(f32(x3221),f21(x3222,x3223,x3224),x3224),f16(x3221,x3223,x3224))
% 74.43/74.53 [329]E(f26(x3291,x3292,f32(x3293),x3294),f51(x3292,x3293))
% 74.43/74.53 [330]E(f46(x3301,x3302,f34(x3303),x3304),f51(x3301,x3303))
% 74.43/74.53 [331]E(f47(x3311,x3312,f34(x3313),x3314),f51(x3311,x3313))
% 74.43/74.53 [340]E(f16(x3401,f24(x3402,x3403,x3404),x3404),f24(f5(x3402,x3401,a2),x3403,x3404))
% 74.43/74.53 [346]E(f17(f17(x3461,x3462,x3463),x3464,x3463),f17(x3461,f17(x3462,x3464,x3463),x3463))
% 74.43/74.53 [348]E(f21(x3481,f17(x3482,x3483,x3484),x3484),f17(f21(x3481,x3482,x3484),x3483,x3484))
% 74.43/74.53 [362]E(f51(f35(x3621,x3622,x3623,x3624),x3622),x3623)
% 74.43/74.53 [365]E(f17(f24(x3651,x3652,x3653),f24(x3654,x3652,x3653),x3653),f17(f24(x3654,x3652,x3653),f24(x3651,x3652,x3653),x3653))
% 74.43/74.53 [370]E(f22(x3701,x3702,f20(x3703),x3704,x3703),x3702)
% 74.43/74.53 [371]E(f23(x3711,f20(x3712),x3713,x3712,x3714),x3713)
% 74.43/74.53 [419]~E(f22(a11,f9(x4191),x4192,a50,a50),f22(a11,f10(x4193),x4194,a50,a50))
% 74.43/74.53 [359]E(f51(f51(a11,f18(x3591,x3592,x3593)),f18(x3594,x3592,x3593)),f18(f51(f51(a11,x3591),x3594),x3592,x3593))
% 74.43/74.53 [367]E(f21(x3671,f17(f24(x3672,x3671,x3673),x3674,x3673),x3673),f17(f24(x3672,x3671,x3673),f21(x3671,x3674,x3673),x3673))
% 74.43/74.53 [418]~E(f51(f51(a11,f10(x4181)),x4182),f22(a11,f9(x4183),x4184,a50,a50))
% 74.43/74.53 [336]E(f16(x3361,f16(x3362,x3363,x3364),x3364),f16(f51(f51(f4(a2),x3361),x3362),x3363,x3364))
% 74.43/74.53 [354]E(f17(f24(x3541,x3542,x3543),f24(x3544,x3542,x3543),x3543),f24(f51(f51(f4(a2),x3541),x3544),x3542,x3543))
% 74.43/74.53 [376]E(f51(f51(f4(a2),f7(x3761,x3762,a2)),f51(f51(f4(a2),f7(x3763,x3762,a2)),x3764)),f51(f51(f4(a2),f7(f51(f51(f4(a2),x3761),x3763),x3762,a2)),x3764))
% 74.43/74.53 [372]E(f13(x3721,x3722,x3723,f10(x3724),x3725),f51(x3723,x3724))
% 74.43/74.53 [373]E(f13(x3731,x3732,x3733,f9(x3734),x3735),f51(x3731,x3734))
% 74.43/74.53 [374]E(f14(x3741,x3742,x3743,f9(x3744),x3745),f51(x3741,x3744))
% 74.43/74.53 [377]E(f35(f35(x3771,f3(a2),x3772,x3773),f32(x3774),x3775,x3773),f35(f35(x3771,x3774,x3775,x3773),f3(a2),x3772,x3773))
% 74.43/74.53 [383]E(f51(f51(x3831,x3832),f14(x3833,x3834,x3831,x3832,x3835)),f14(x3833,x3834,x3831,f10(x3832),x3835))
% 74.43/74.53 [350]E(f47(x3501,x3502,f51(f51(a48,x3503),x3504),x3505),f51(f51(x3502,x3503),x3504))
% 74.43/74.53 [378]E(f51(f51(f51(f51(x3781,x3782),x3783),f46(x3784,x3781,x3782,x3785)),f46(x3784,x3781,x3783,x3785)),f46(x3784,x3781,f51(f51(a48,x3782),x3783),x3785))
% 74.43/74.53 [384]E(f23(x3841,f21(x3842,x3843,x3844),x3845,x3844,x3846),f51(f51(x3841,x3842),f23(x3841,x3843,x3845,x3844,x3846)))
% 74.43/74.53 [386]E(f22(x3861,f22(x3861,x3862,x3863,x3864,x3865),x3866,x3864,x3865),f22(x3861,x3862,f17(x3863,x3866,x3865),x3864,x3865))
% 74.43/74.53 [387]E(f23(x3871,x3872,f23(x3871,x3873,x3874,x3875,x3876),x3875,x3876),f23(x3871,f17(x3872,x3873,x3875),x3874,x3875,x3876))
% 74.43/74.53 [375]E(f13(x3751,x3752,x3753,f51(f51(a11,x3754),x3755),x3756),f51(f51(x3752,x3754),x3755))
% 74.43/74.53 [380]E(f22(x3801,x3802,f21(x3803,x3804,x3805),x3806,x3805),f22(x3801,f51(f51(x3801,x3802),x3803),x3804,x3806,x3805))
% 74.43/74.53 [389]E(f51(f51(f51(f51(x3891,x3892),x3893),f14(x3894,x3891,x3895,x3892,x3896)),f14(x3894,x3891,x3895,x3893,x3896)),f14(x3894,x3891,x3895,f51(f51(a11,x3892),x3893),x3896))
% 74.43/74.53 [426]~P8(x4261)+P8(f10(x4261))
% 74.43/74.53 [435]E(x4351,f3(a2))+P9(f3(a2),x4351,a2)
% 74.43/74.53 [473]E(x4731,f3(a2))+~P13(x4731,f3(a2),a2)
% 74.43/74.53 [427]~P56(x4271)+E(f27(f3(a2),x4271),f3(x4271))
% 74.43/74.53 [428]~P23(x4281)+E(f25(f20(x4281),x4281),f3(x4281))
% 74.43/74.53 [466]~P26(x4661)+E(f51(f51(f4(x4661),f3(x4661)),f3(x4661)),f3(x4661))
% 74.43/74.53 [507]E(x5071,f3(a2))+~P9(x5071,f32(f3(a2)),a2)
% 74.43/74.53 [911]~P46(x9111)+E(f51(f51(f4(x9111),f7(f3(x9111),f3(x9111),x9111)),f7(f3(x9111),f3(x9111),x9111)),f3(x9111))
% 74.43/74.53 [1014]~P46(x10141)+P13(f51(f51(f4(x10141),f7(f3(x10141),f3(x10141),x10141)),f7(f3(x10141),f3(x10141),x10141)),f3(x10141),x10141)
% 74.43/74.53 [1032]~P46(x10321)+~P9(f3(x10321),f51(f51(f4(x10321),f7(f3(x10321),f3(x10321),x10321)),f7(f3(x10321),f3(x10321),x10321)),x10321)
% 74.43/74.53 [660]~P9(f3(a2),x6601,a2)+E(f32(f5(x6601,f32(f3(a2)),a2)),x6601)
% 74.43/74.53 [436]~P33(x4362)+P13(x4361,x4361,x4362)
% 74.43/74.53 [437]~P34(x4372)+P13(x4371,x4371,x4372)
% 74.43/74.53 [478]~P9(x4782,x4782,x4781)+~P3(x4781)
% 74.43/74.53 [479]~P9(x4792,x4792,x4791)+~P33(x4791)
% 74.43/74.53 [480]~P9(x4802,x4802,x4801)+~P34(x4801)
% 74.43/74.53 [506]P13(x5062,x5061,a2)+P13(x5061,x5062,a2)
% 74.43/74.53 [552]~P9(x5521,x5522,a2)+P13(x5521,x5522,a2)
% 74.43/74.53 [422]E(x4221,x4222)+~E(f32(x4221),f32(x4222))
% 74.43/74.53 [423]E(x4231,x4232)+~E(f10(x4231),f10(x4232))
% 74.43/74.53 [424]E(x4241,x4242)+~E(f9(x4241),f9(x4242))
% 74.43/74.53 [425]E(x4251,x4252)+~E(f34(x4251),f34(x4252))
% 74.43/74.53 [429]~P33(x4292)+P33(f54(x4291,x4292))
% 74.43/74.53 [430]~P34(x4302)+P34(f54(x4301,x4302))
% 74.43/74.53 [431]~P31(x4312)+P31(f54(x4311,x4312))
% 74.43/74.53 [432]~P8(x4321)+P8(f19(x4321,x4322))
% 74.43/74.53 [433]~P12(x4331,x4332)+P12(f10(x4331),f10(x4332))
% 74.43/74.53 [438]~P20(x4382)+E(f7(x4381,x4381,x4382),x4381)
% 74.43/74.53 [439]~P3(x4392)+E(f31(x4391,x4391,x4392),x4391)
% 74.43/74.53 [440]~P3(x4402)+E(f30(x4401,x4401,x4402),x4401)
% 74.43/74.53 [442]~P25(x4422)+E(f5(x4421,x4421,x4422),f3(x4422))
% 74.43/74.53 [443]~P17(x4432)+E(f5(x4431,x4431,x4432),f3(x4432))
% 74.43/74.53 [447]~P31(x4471)+P13(f8(x4471),x4472,x4471)
% 74.43/74.53 [482]~P36(x4821)+P13(f3(x4821),f27(x4822,x4821),x4821)
% 74.43/74.53 [519]P9(x5191,x5192,a2)+P9(x5192,f32(x5191),a2)
% 74.43/74.53 [521]P13(x5211,x5212,a2)+P13(f32(x5212),x5211,a2)
% 74.43/74.53 [553]~P13(x5531,x5532,a2)+E(f5(x5531,x5532,a2),f3(a2))
% 74.43/74.53 [557]P13(x5571,x5572,a2)+~E(f5(x5571,x5572,a2),f3(a2))
% 74.43/74.53 [558]~P9(x5581,x5582,a2)+P9(x5581,f32(x5582),a2)
% 74.43/74.53 [559]~P13(x5591,x5592,a2)+P9(x5591,f32(x5592),a2)
% 74.43/74.53 [561]~P13(x5611,x5612,a2)+P13(x5611,f32(x5612),a2)
% 74.43/74.53 [563]~P9(x5631,x5632,a2)+P13(f32(x5631),x5632,a2)
% 74.43/74.53 [564]~P36(x5641)+~P9(f27(x5642,x5641),f3(x5641),x5641)
% 74.43/74.53 [565]P13(x5651,x5652,a2)+~P9(x5651,f32(x5652),a2)
% 74.43/74.53 [566]P9(x5661,x5662,a2)+~P9(f32(x5661),x5662,a2)
% 74.43/74.53 [568]P9(x5681,x5682,a2)+~P13(f32(x5681),x5682,a2)
% 74.43/74.53 [569]P13(x5691,x5692,a2)+~P13(f32(x5691),x5692,a2)
% 74.43/74.53 [585]~P9(x5851,x5852,a2)+P9(f32(x5851),f32(x5852),a2)
% 74.43/74.53 [586]~P13(x5861,x5862,a2)+P13(f32(x5861),f32(x5862),a2)
% 74.43/74.53 [600]P9(x6001,x6002,a2)+~P9(f32(x6001),f32(x6002),a2)
% 74.43/74.53 [601]P13(x6011,x6012,a2)+~P13(f32(x6011),f32(x6012),a2)
% 74.43/74.53 [622]~P46(x6221)+P13(f3(x6221),f7(x6222,x6222,x6221),x6221)
% 74.43/74.53 [624]~P9(x6241,x6242,a2)+~P9(x6242,f32(x6241),a2)
% 74.43/74.53 [625]~P13(x6251,x6252,a2)+~P13(f32(x6252),x6251,a2)
% 74.43/74.53 [696]~P9(x6962,x6961,a2)+P9(f3(a2),f5(x6961,x6962,a2),a2)
% 74.43/74.53 [727]~P46(x7271)+~P9(f7(x7272,x7272,x7271),f3(x7271),x7271)
% 74.43/74.53 [735]P9(x7351,x7352,a2)+~P9(f3(a2),f5(x7352,x7351,a2),a2)
% 74.43/74.53 [736]P9(f3(a2),x7361,a2)+~P9(f3(a2),f7(x7362,x7361,a2),a2)
% 74.43/74.53 [737]P9(f3(a2),x7371,a2)+~P9(f3(a2),f7(x7371,x7372,a2),a2)
% 74.43/74.53 [444]~P5(x4441)+E(f51(f51(f4(x4441),x4442),f3(x4441)),x4442)
% 74.43/74.53 [445]~P37(x4451)+E(f51(f51(f4(x4451),x4452),f3(x4451)),x4452)
% 74.43/74.53 [446]~P23(x4461)+E(f51(f51(f4(x4461),x4462),f3(x4461)),x4462)
% 74.43/74.53 [448]~P25(x4482)+E(f5(x4481,f3(x4482),x4482),x4481)
% 74.43/74.53 [449]~P37(x4492)+E(f7(x4491,f3(x4492),x4492),f3(x4492))
% 74.43/74.53 [450]~P44(x4502)+E(f7(x4501,f3(x4502),x4502),f3(x4502))
% 74.43/74.53 [451]~P52(x4512)+E(f7(x4511,f3(x4512),x4512),f3(x4512))
% 74.43/74.53 [453]~P37(x4531)+E(f7(f3(x4531),x4532,x4531),f3(x4531))
% 74.43/74.53 [454]~P44(x4541)+E(f7(f3(x4541),x4542,x4541),f3(x4541))
% 74.43/74.53 [455]~P52(x4551)+E(f7(f3(x4551),x4552,x4551),f3(x4551))
% 74.43/74.53 [484]~P8(x4841)+P8(f51(f51(a11,x4841),f9(x4842)))
% 74.43/74.53 [496]P58(f51(x4961,x4962))+~P58(f51(x4961,f36(x4961)))
% 74.43/74.53 [502]E(x5021,f32(f3(a2)))+~E(f7(x5022,x5021,a2),f32(f3(a2)))
% 74.43/74.53 [503]E(x5031,f32(f3(a2)))+~E(f7(x5031,x5032,a2),f32(f3(a2)))
% 74.43/74.53 [508]~P9(x5081,x5082,a2)+E(f19(f9(x5081),x5082),f9(x5081))
% 74.43/74.53 [656]P9(x6562,x6561,a2)+E(f51(f51(f4(a2),x6561),f5(x6562,x6561,a2)),x6562)
% 74.43/74.53 [690]~P13(x6901,x6902,a2)+E(f51(f51(f4(a2),x6901),f5(x6902,x6901,a2)),x6902)
% 74.43/74.53 [695]~P13(x6952,x6951,a2)+E(f5(x6951,f5(x6951,x6952,a2),a2),x6952)
% 74.43/74.53 [698]~P13(x6982,x6981,a2)+E(f32(f5(x6981,x6982,a2)),f5(f32(x6981),x6982,a2))
% 74.43/74.53 [716]~P9(f3(a2),x7161,a2)+P9(f5(x7161,f32(x7162),a2),x7161,a2)
% 74.43/74.53 [785]P13(f32(f3(a2)),x7851,a2)+~P13(f32(f3(a2)),f7(x7852,x7851,a2),a2)
% 74.43/74.53 [786]P13(f32(f3(a2)),x7861,a2)+~P13(f32(f3(a2)),f7(x7861,x7862,a2),a2)
% 74.43/74.53 [1026]~P23(x10261)+E(f23(f4(x10261),x10262,f3(x10261),x10261,x10261),f25(x10262,x10261))
% 74.43/74.53 [1027]~P23(x10271)+E(f22(f4(x10271),f3(x10271),x10272,x10271,x10271),f25(x10272,x10271))
% 74.43/74.53 [1053]~P23(x10531)+E(f23(f4(x10531),x10532,f3(x10531),x10531,x10531),f22(f4(x10531),f3(x10531),x10532,x10531,x10531))
% 74.43/74.53 [456]~P5(x4561)+E(f51(f51(f4(x4561),f3(x4561)),x4562),x4562)
% 74.43/74.53 [458]~P37(x4581)+E(f51(f51(f4(x4581),f3(x4581)),x4582),x4582)
% 74.43/74.53 [459]~P23(x4591)+E(f51(f51(f4(x4591),f3(x4591)),x4592),x4592)
% 74.43/74.53 [463]E(x4631,f3(a2))+~E(f51(f51(f4(a2),x4632),x4631),x4632)
% 74.43/74.53 [464]E(x4641,f3(a2))+~E(f51(f51(f4(a2),x4642),x4641),f3(a2))
% 74.43/74.53 [465]E(x4651,f3(a2))+~E(f51(f51(f4(a2),x4651),x4652),f3(a2))
% 74.43/74.53 [791]~P13(x7912,x7911,a2)+E(f51(f51(f4(a2),f5(x7911,x7912,a2)),x7912),x7911)
% 74.43/74.53 [469]E(x4691,x4692)+~P14(x4691,x4692,x4693)
% 74.43/74.53 [470]~P12(x4701,x4703)+P12(f19(x4701,x4702),f19(x4703,x4702))
% 74.43/74.53 [476]~E(f17(x4763,x4761,x4762),x4763)+E(x4761,f20(x4762))
% 74.43/74.53 [477]~E(f17(x4771,x4773,x4772),x4773)+E(x4771,f20(x4772))
% 74.43/74.53 [486]~E(f24(x4861,x4862,x4863),f20(x4863))+E(x4861,f3(a2))
% 74.43/74.53 [494]~E(f17(x4943,x4941,x4942),f20(x4942))+E(x4941,f20(x4942))
% 74.43/74.53 [495]~E(f17(x4951,x4953,x4952),f20(x4952))+E(x4951,f20(x4952))
% 74.43/74.53 [515]~P11(x5151,f9(x5152),x5153)+E(f51(x5151,x5152),x5153)
% 74.43/74.53 [524]~P37(x5243)+E(f7(x5241,x5242,x5243),f7(x5242,x5241,x5243))
% 74.43/74.53 [525]~P3(x5253)+E(f31(x5251,x5252,x5253),f31(x5252,x5251,x5253))
% 74.43/74.53 [526]~P3(x5263)+E(f30(x5261,x5262,x5263),f30(x5262,x5261,x5263))
% 74.43/74.53 [604]~P3(x6043)+P13(x6041,f30(x6042,x6041,x6043),x6043)
% 74.43/74.53 [605]~P3(x6053)+P13(x6051,f30(x6051,x6052,x6053),x6053)
% 74.43/74.53 [606]~P3(x6063)+P13(f31(x6061,x6062,x6063),x6062,x6063)
% 74.43/74.53 [607]~P3(x6073)+P13(f31(x6071,x6072,x6073),x6071,x6073)
% 74.43/74.53 [693]~P9(x6931,x6933,a2)+P9(f5(x6931,x6932,a2),x6933,a2)
% 74.43/74.53 [755]P13(f7(x7552,x7551,a2),f7(x7553,x7551,a2),a2)+P9(f3(a2),x7551,a2)
% 74.43/74.53 [756]P13(f7(x7561,x7562,a2),f7(x7561,x7563,a2),a2)+P9(f3(a2),x7561,a2)
% 74.43/74.53 [802]~P13(x8021,x8023,a2)+P13(f7(x8021,x8022,a2),f7(x8023,x8022,a2),a2)
% 74.43/74.53 [804]~P13(x8042,x8043,a2)+P13(f7(x8041,x8042,a2),f7(x8041,x8043,a2),a2)
% 74.43/74.53 [805]~P13(x8051,x8053,a2)+P13(f5(x8051,x8052,a2),f5(x8053,x8052,a2),a2)
% 74.43/74.53 [806]~P13(x8063,x8062,a2)+P13(f5(x8061,x8062,a2),f5(x8061,x8063,a2),a2)
% 74.43/74.53 [932]P9(x9321,x9322,a2)+~P9(f7(x9323,x9321,a2),f7(x9323,x9322,a2),a2)
% 74.43/74.53 [933]P9(x9331,x9332,a2)+~P9(f7(x9331,x9333,a2),f7(x9332,x9333,a2),a2)
% 74.43/74.53 [934]~P9(f7(x9342,x9341,a2),f7(x9343,x9341,a2),a2)+P9(f3(a2),x9341,a2)
% 74.43/74.53 [935]~P9(f7(x9351,x9352,a2),f7(x9351,x9353,a2),a2)+P9(f3(a2),x9351,a2)
% 74.43/74.53 [1042]E(x10421,f10(x10422))+~E(f22(a11,x10421,x10423,a50,a50),f10(x10422))
% 74.43/74.53 [1043]E(f10(x10431),x10432)+~E(f10(x10431),f22(a11,x10432,x10433,a50,a50))
% 74.43/74.53 [1044]E(f9(x10441),x10442)+~E(f9(x10441),f22(a11,x10442,x10443,a50,a50))
% 74.43/74.53 [1074]E(x10741,x10742)+~E(f22(a11,x10741,x10743,a50,a50),f22(a11,x10742,x10743,a50,a50))
% 74.43/74.53 [1083]~P12(x10831,x10833)+P12(f22(a11,x10831,x10832,a50,a50),f22(a11,x10833,x10832,a50,a50))
% 74.43/74.53 [546]~P8(x5461)+P8(f18(x5461,f9(x5462),x5463))
% 74.43/74.53 [575]~P9(x5751,x5753,a2)+E(f18(f9(x5751),x5752,x5753),f9(x5751))
% 74.43/74.53 [608]~P3(x6083)+E(f31(x6081,f30(x6081,x6082,x6083),x6083),x6081)
% 74.43/74.53 [609]~P3(x6093)+E(f30(x6091,f31(x6091,x6092,x6093),x6093),x6091)
% 74.43/74.53 [636]~P12(x6361,x6363)+P12(f51(f51(a11,x6361),x6362),f51(f51(a11,x6363),x6362))
% 74.43/74.53 [637]~P12(x6372,x6373)+P12(f51(f51(a11,x6371),x6372),f51(f51(a11,x6371),x6373))
% 74.43/74.53 [646]E(x6461,x6462)+~E(f7(f32(x6463),x6461,a2),f7(f32(x6463),x6462,a2))
% 74.43/74.53 [657]~P23(x6571)+E(f51(f51(f4(x6571),x6572),f25(x6573,x6571)),f25(f21(x6572,x6573,x6571),x6571))
% 74.43/74.53 [661]~P20(x6613)+E(f7(x6611,f7(x6611,x6612,x6613),x6613),f7(x6611,x6612,x6613))
% 74.43/74.53 [662]~P3(x6623)+E(f31(x6621,f31(x6621,x6622,x6623),x6623),f31(x6621,x6622,x6623))
% 74.43/74.53 [663]~P3(x6633)+E(f30(x6631,f30(x6631,x6632,x6633),x6633),f30(x6631,x6632,x6633))
% 74.43/74.53 [675]~P2(x6753)+E(f7(x6751,f33(x6751,x6752,x6753),x6753),f33(x6751,f32(x6752),x6753))
% 74.43/74.53 [678]~P22(x6783)+E(f7(f33(x6781,x6782,x6783),x6781,x6783),f33(x6781,f32(x6782),x6783))
% 74.43/74.53 [679]~P37(x6793)+E(f7(x6791,f33(x6791,x6792,x6793),x6793),f33(x6791,f32(x6792),x6793))
% 74.43/74.53 [680]~P37(x6803)+E(f7(f33(x6801,x6802,x6803),x6801,x6803),f33(x6801,f32(x6802),x6803))
% 74.43/74.53 [681]~P56(x6812)+E(f7(f27(x6811,x6812),f27(x6813,x6812),x6812),f27(f7(x6811,x6813,a2),x6812))
% 74.43/74.53 [717]~P23(x7171)+E(f51(f51(f4(x7171),f25(x7172,x7171)),f25(x7173,x7171)),f25(f17(x7172,x7173,x7171),x7171))
% 74.43/74.53 [781]~P22(x7813)+E(f7(f33(x7811,x7812,x7813),x7811,x7813),f7(x7811,f33(x7811,x7812,x7813),x7813))
% 74.43/74.53 [848]~P9(x8482,x8483,a2)+P9(f7(f32(x8481),x8482,a2),f7(f32(x8481),x8483,a2),a2)
% 74.43/74.53 [910]~P11(x9102,f10(x9103),x9101)+E(f51(f51(a48,f41(x9101,x9102,x9103)),f43(x9101,x9102,x9103)),x9101)
% 74.43/74.53 [951]P13(x9511,x9512,a2)+~P13(f7(f32(x9513),x9511,a2),f7(f32(x9513),x9512,a2),a2)
% 74.43/74.53 [1004]~P11(x10041,f10(x10042),x10043)+P11(f35(x10041,f3(a2),f37(x10041,x10042),a53),x10042,f38(x10041,x10042))
% 74.43/74.53 [1009]~P46(x10091)+P13(f3(x10091),f51(f51(f4(x10091),f7(x10092,x10092,x10091)),f7(x10093,x10093,x10091)),x10091)
% 74.43/74.53 [1015]~P11(x10151,f10(x10153),x10152)+P11(f35(x10151,f3(a2),f41(x10152,x10151,x10153),a53),x10153,f43(x10152,x10151,x10153))
% 74.43/74.53 [1028]~P46(x10281)+~P9(f51(f51(f4(x10281),f7(x10282,x10282,x10281)),f7(x10283,x10283,x10281)),f3(x10281),x10281)
% 74.43/74.53 [1052]~P6(x10521)+E(f23(f4(x10521),x10522,x10523,x10521,x10521),f22(f4(x10521),x10523,x10522,x10521,x10521))
% 74.43/74.53 [516]~P5(x5161)+E(f51(f51(f4(x5161),x5162),x5163),f51(f51(f4(x5161),x5163),x5162))
% 74.43/74.53 [518]~P37(x5181)+E(f51(f51(f4(x5181),x5182),x5183),f51(f51(f4(x5181),x5183),x5182))
% 74.43/74.53 [571]E(x5711,x5712)+~E(f51(f51(f4(a2),x5713),x5711),f51(f51(f4(a2),x5713),x5712))
% 74.43/74.53 [572]E(x5721,x5722)+~E(f51(f51(f4(a2),x5721),x5723),f51(f51(f4(a2),x5722),x5723))
% 74.43/74.53 [665]~P9(x6651,x6653,a2)+P9(x6651,f51(f51(f4(a2),x6652),x6653),a2)
% 74.43/74.53 [667]~P9(x6671,x6672,a2)+P9(x6671,f51(f51(f4(a2),x6672),x6673),a2)
% 74.43/74.53 [669]~P13(x6691,x6693,a2)+P13(x6691,f51(f51(f4(a2),x6692),x6693),a2)
% 74.43/74.53 [671]~P13(x6711,x6712,a2)+P13(x6711,f51(f51(f4(a2),x6712),x6713),a2)
% 74.43/74.53 [728]~P25(x7281)+E(f51(f51(f4(x7281),f5(x7282,x7283,x7281)),x7283),x7282)
% 74.43/74.53 [729]P9(x7291,x7292,a2)+~P9(f51(f51(f4(a2),x7291),x7293),x7292,a2)
% 74.43/74.53 [730]P13(x7301,x7302,a2)+~P13(f51(f51(f4(a2),x7303),x7301),x7302,a2)
% 74.43/74.53 [731]P13(x7311,x7312,a2)+~P13(f51(f51(f4(a2),x7311),x7313),x7312,a2)
% 74.43/74.53 [757]~P9(x7571,x7573,a2)+P9(f51(f51(f4(a2),x7571),x7572),f51(f51(f4(a2),x7573),x7572),a2)
% 74.43/74.53 [758]~P9(x7582,x7583,a2)+P9(f51(f51(f4(a2),x7581),x7582),f51(f51(f4(a2),x7581),x7583),a2)
% 74.43/74.53 [759]~P13(x7591,x7593,a2)+P13(f51(f51(f4(a2),x7591),x7592),f51(f51(f4(a2),x7593),x7592),a2)
% 74.43/74.53 [760]~P13(x7602,x7603,a2)+P13(f51(f51(f4(a2),x7601),x7602),f51(f51(f4(a2),x7601),x7603),a2)
% 74.43/74.53 [859]P9(x8591,f5(x8592,x8593,a2),a2)+~P9(f51(f51(f4(a2),x8591),x8593),x8592,a2)
% 74.43/74.53 [860]P13(f5(x8601,x8602,a2),x8603,a2)+~P13(x8601,f51(f51(f4(a2),x8603),x8602),a2)
% 74.43/74.53 [863]~P13(f5(x8631,x8633,a2),x8632,a2)+P13(x8631,f51(f51(f4(a2),x8632),x8633),a2)
% 74.43/74.53 [864]~P9(x8641,f5(x8643,x8642,a2),a2)+P9(f51(f51(f4(a2),x8641),x8642),x8643,a2)
% 74.43/74.53 [884]P9(x8841,x8842,a2)+~P9(f51(f51(f4(a2),x8843),x8841),f51(f51(f4(a2),x8843),x8842),a2)
% 74.43/74.53 [885]P13(x8851,x8852,a2)+~P13(f51(f51(f4(a2),x8853),x8851),f51(f51(f4(a2),x8853),x8852),a2)
% 74.43/74.53 [948]~P13(x9482,x9483,a2)+E(f5(f51(f51(f4(a2),x9481),x9482),f32(x9483),a2),f5(x9481,f32(f5(x9483,x9482,a2)),a2))
% 74.43/74.53 [1037]P58(f51(x10371,x10372))+~P58(f51(x10371,f26(x10372,x10373,f3(a2),a52)))
% 74.43/74.53 [1072]~P23(x10721)+E(f51(f51(f4(x10721),x10722),f23(f4(x10721),x10723,f3(x10721),x10721,x10721)),f22(f4(x10721),x10722,x10723,x10721,x10721))
% 74.43/74.53 [1073]~P23(x10731)+E(f51(f51(f4(x10731),x10732),f22(f4(x10731),f3(x10731),x10733,x10731,x10731)),f22(f4(x10731),x10732,x10733,x10731,x10731))
% 74.43/74.53 [603]~P25(x6031)+E(f5(f51(f51(f4(x6031),x6032),x6033),x6033,x6031),x6032)
% 74.43/74.53 [694]~P56(x6941)+E(f51(f51(f4(x6941),f27(x6942,x6941)),f27(x6943,x6941)),f27(f51(f51(f4(a2),x6942),x6943),x6941))
% 74.43/74.53 [858]~P13(x8583,x8582,a2)+E(f5(f51(f51(f4(a2),x8581),x8582),x8583,a2),f51(f51(f4(a2),x8581),f5(x8582,x8583,a2)))
% 74.43/74.53 [861]~P13(x8612,x8613,a2)+E(f5(f51(f51(f4(a2),x8611),x8612),x8613,a2),f5(x8611,f5(x8613,x8612,a2),a2))
% 74.43/74.53 [886]~P13(x8863,x8862,a2)+P13(x8861,f5(f51(f51(f4(a2),x8862),x8861),x8863,a2),a2)
% 74.43/74.53 [944]~P13(x9443,x9441,a2)+E(f5(f51(f51(f4(a2),x9441),x9442),x9443,a2),f51(f51(f4(a2),f5(x9441,x9443,a2)),x9442))
% 74.43/74.53 [949]~P13(x9492,x9491,a2)+E(f5(f32(x9491),f51(f51(f4(a2),x9492),x9493),a2),f5(f32(f5(x9491,x9492,a2)),x9493,a2))
% 74.43/74.53 [1017]P58(f51(x10171,x10172))+~P58(f51(x10171,f5(f51(f51(f4(a2),x10173),x10172),x10173,a2)))
% 74.43/74.53 [615]E(x6151,x6152)+~E(f17(x6153,x6151,x6154),f17(x6153,x6152,x6154))
% 74.43/74.53 [616]E(x6161,x6162)+~E(f17(x6161,x6163,x6164),f17(x6162,x6163,x6164))
% 74.43/74.53 [697]~P12(x6971,x6974)+P12(f18(x6971,x6972,x6973),f18(x6974,x6972,x6973))
% 74.43/74.53 [1080]P15(x10801,x10802,f39(x10803,x10801,x10804,x10802))+~P11(x10801,f22(a11,x10804,x10802,a50,a50),x10803)
% 74.43/74.53 [1081]P15(x10811,x10812,f40(x10813,x10811,x10814,x10812))+~P11(x10811,f22(a11,x10814,x10812,a50,a50),x10813)
% 74.43/74.53 [532]E(x5321,x5322)+~E(f51(f51(a11,x5323),x5321),f51(f51(a11,x5324),x5322))
% 74.43/74.53 [533]E(x5331,x5332)+~E(f51(f51(a48,x5333),x5331),f51(f51(a48,x5334),x5332))
% 74.43/74.53 [534]E(x5341,x5342)+~E(f51(f51(a11,x5341),x5343),f51(f51(a11,x5342),x5344))
% 74.43/74.53 [535]E(x5351,x5352)+~E(f51(f51(a48,x5351),x5353),f51(f51(a48,x5352),x5354))
% 74.43/74.53 [772]~P37(x7723)+E(f33(f33(x7721,x7722,x7723),x7724,x7723),f33(x7721,f7(x7722,x7724,a2),x7723))
% 74.43/74.53 [773]~P22(x7733)+E(f33(f33(x7731,x7732,x7733),x7734,x7733),f33(x7731,f7(x7732,x7734,a2),x7733))
% 74.43/74.53 [774]~P37(x7744)+E(f7(x7741,f7(x7742,x7743,x7744),x7744),f7(x7742,f7(x7741,x7743,x7744),x7744))
% 74.43/74.53 [775]~P3(x7754)+E(f31(x7751,f31(x7752,x7753,x7754),x7754),f31(x7752,f31(x7751,x7753,x7754),x7754))
% 74.43/74.53 [776]~P3(x7764)+E(f30(x7761,f30(x7762,x7763,x7764),x7764),f30(x7762,f30(x7761,x7763,x7764),x7764))
% 74.43/74.53 [779]~P37(x7793)+E(f7(f7(x7791,x7792,x7793),x7794,x7793),f7(x7791,f7(x7792,x7794,x7793),x7793))
% 74.43/74.53 [780]~P19(x7803)+E(f7(f7(x7801,x7802,x7803),x7804,x7803),f7(x7801,f7(x7802,x7804,x7803),x7803))
% 74.43/74.53 [782]~P3(x7823)+E(f31(f31(x7821,x7822,x7823),x7824,x7823),f31(x7821,f31(x7822,x7824,x7823),x7823))
% 74.43/74.53 [783]~P3(x7833)+E(f30(f30(x7831,x7832,x7833),x7834,x7833),f30(x7831,f30(x7832,x7834,x7833),x7833))
% 74.43/74.53 [784]~P37(x7843)+E(f7(f7(x7841,x7842,x7843),x7844,x7843),f7(f7(x7841,x7844,x7843),x7842,x7843))
% 74.43/74.53 [898]~P3(x8983)+E(f30(f31(x8981,x8982,x8983),f31(x8981,x8984,x8983),x8983),f31(x8981,f30(x8982,x8984,x8983),x8983))
% 74.43/74.53 [899]~P3(x8993)+E(f31(f30(x8991,x8992,x8993),f30(x8991,x8994,x8993),x8993),f30(x8991,f31(x8992,x8994,x8993),x8993))
% 74.43/74.53 [900]~P28(x9003)+E(f31(f5(x9001,x9002,x9003),f5(x9004,x9002,x9003),x9003),f5(f31(x9001,x9004,x9003),x9002,x9003))
% 74.43/74.53 [901]~P28(x9013)+E(f30(f5(x9011,x9012,x9013),f5(x9014,x9012,x9013),x9013),f5(f30(x9011,x9014,x9013),x9012,x9013))
% 74.43/74.53 [902]~P37(x9023)+E(f7(f33(x9021,x9022,x9023),f33(x9024,x9022,x9023),x9023),f33(f7(x9021,x9024,x9023),x9022,x9023))
% 74.43/74.53 [903]~P24(x9033)+E(f7(f33(x9031,x9032,x9033),f33(x9034,x9032,x9033),x9033),f33(f7(x9031,x9034,x9033),x9032,x9033))
% 74.43/74.53 [904]~P3(x9043)+E(f30(f31(x9041,x9042,x9043),f31(x9044,x9042,x9043),x9043),f31(f30(x9041,x9044,x9043),x9042,x9043))
% 74.43/74.53 [905]~P3(x9053)+E(f31(f30(x9051,x9052,x9053),f30(x9054,x9052,x9053),x9053),f30(f31(x9051,x9054,x9053),x9052,x9053))
% 74.43/74.53 [1006]P11(x10061,x10062,f42(x10063,x10061,x10064,x10062))+~P11(x10061,f51(f51(a11,x10064),x10062),x10063)
% 74.43/74.53 [1012]~P3(x10124)+P13(f30(x10121,f31(x10122,x10123,x10124),x10124),f31(f30(x10121,x10122,x10124),f30(x10121,x10123,x10124),x10124),x10124)
% 74.43/74.53 [1013]~P3(x10133)+P13(f30(f31(x10131,x10132,x10133),f31(x10131,x10134,x10133),x10133),f31(x10131,f30(x10132,x10134,x10133),x10133),x10133)
% 74.43/74.53 [1018]P11(x10181,f10(x10182),f51(f51(a48,x10183),x10184))+~P11(f35(x10181,f3(a2),x10183,a53),x10182,x10184)
% 74.43/74.53 [1076]E(x10761,x10762)+~E(f22(a11,f10(x10763),x10761,a50,a50),f22(a11,f10(x10764),x10762,a50,a50))
% 74.43/74.53 [1077]E(x10771,x10772)+~E(f22(a11,f9(x10773),x10771,a50,a50),f22(a11,f9(x10774),x10772,a50,a50))
% 74.43/74.53 [1078]E(x10781,x10782)+~E(f22(a11,f10(x10781),x10783,a50,a50),f22(a11,f10(x10782),x10784,a50,a50))
% 74.43/74.53 [1079]E(x10791,x10792)+~E(f22(a11,f9(x10791),x10793,a50,a50),f22(a11,f9(x10792),x10794,a50,a50))
% 74.43/74.53 [1082]P15(x10821,x10822,f44(x10823,x10821,x10824,x10822))+~P11(x10821,f22(a11,f9(x10824),x10822,a50,a50),x10823)
% 74.43/74.53 [1086]~P11(x10861,f22(a11,x10862,x10864,a50,a50),x10863)+P11(x10861,x10862,f23(a48,f39(x10863,x10861,x10862,x10864),x10863,a53,a53))
% 74.43/74.53 [1087]~P11(x10871,f22(a11,x10872,x10874,a50,a50),x10873)+P11(x10871,x10872,f23(a48,f40(x10873,x10871,x10872,x10874),x10873,a53,a53))
% 74.43/74.53 [1088]~P11(x10881,f22(a11,f9(x10882),x10884,a50,a50),x10883)+P11(x10881,f9(x10882),f23(a48,f44(x10883,x10881,x10882,x10884),x10883,a53,a53))
% 74.43/74.53 [1039]P58(f51(x10391,f51(x10392,x10393)))+~P58(f51(x10391,f26(x10394,x10392,f32(x10393),a52)))
% 74.43/74.53 [1041]P58(f51(x10411,f51(x10412,x10413)))+~P58(f51(x10411,f47(x10412,x10414,f34(x10413),a52)))
% 74.43/74.53 [1051]~P11(x10511,f51(f51(a11,x10512),x10514),x10513)+P11(x10511,x10512,f51(f51(a48,f42(x10513,x10511,x10512,x10514)),x10513))
% 74.43/74.53 [740]~P5(x7401)+E(f51(f51(f4(x7401),x7402),f51(f51(f4(x7401),x7403),x7404)),f51(f51(f4(x7401),x7403),f51(f51(f4(x7401),x7402),x7404)))
% 74.43/74.53 [741]~P37(x7411)+E(f51(f51(f4(x7411),x7412),f51(f51(f4(x7411),x7413),x7414)),f51(f51(f4(x7411),x7413),f51(f51(f4(x7411),x7412),x7414)))
% 74.43/74.53 [742]~P17(x7421)+E(f51(f51(f4(x7421),x7422),f51(f51(f4(x7421),x7423),x7424)),f51(f51(f4(x7421),x7423),f51(f51(f4(x7421),x7422),x7424)))
% 74.43/74.53 [882]~P37(x8823)+E(f7(f33(x8821,x8822,x8823),f33(x8821,x8824,x8823),x8823),f33(x8821,f51(f51(f4(a2),x8822),x8824),x8823))
% 74.43/74.53 [883]~P22(x8833)+E(f7(f33(x8831,x8832,x8833),f33(x8831,x8834,x8833),x8833),f33(x8831,f51(f51(f4(a2),x8832),x8834),x8833))
% 74.43/74.53 [956]~P4(x9561)+E(f31(f51(f51(f4(x9561),x9562),x9563),f51(f51(f4(x9561),x9564),x9563),x9561),f51(f51(f4(x9561),f31(x9562,x9564,x9561)),x9563))
% 74.43/74.53 [957]~P4(x9571)+E(f30(f51(f51(f4(x9571),x9572),x9573),f51(f51(f4(x9571),x9574),x9573),x9571),f51(f51(f4(x9571),f30(x9572,x9574,x9571)),x9573))
% 74.43/74.53 [958]~P37(x9581)+E(f51(f51(f4(x9581),f7(x9582,x9583,x9581)),f7(x9582,x9584,x9581)),f7(x9582,f51(f51(f4(x9581),x9583),x9584),x9581))
% 74.43/74.53 [960]~P38(x9601)+E(f51(f51(f4(x9601),f7(x9602,x9603,x9601)),f7(x9604,x9603,x9601)),f7(f51(f51(f4(x9601),x9602),x9604),x9603,x9601))
% 74.43/74.53 [961]~P37(x9611)+E(f51(f51(f4(x9611),f7(x9612,x9613,x9611)),f7(x9614,x9613,x9611)),f7(f51(f51(f4(x9611),x9612),x9614),x9613,x9611))
% 74.43/74.53 [1075]~P32(x10751)+E(f22(f4(x10751),f51(f51(f4(x10751),x10752),x10753),x10754,x10751,x10751),f51(f51(f4(x10751),x10752),f22(f4(x10751),x10753,x10754,x10751,x10751)))
% 74.43/74.53 [879]~P5(x8791)+E(f51(f51(f4(x8791),f51(f51(f4(x8791),x8792),x8793)),x8794),f51(f51(f4(x8791),x8792),f51(f51(f4(x8791),x8793),x8794)))
% 74.43/74.53 [880]~P37(x8801)+E(f51(f51(f4(x8801),f51(f51(f4(x8801),x8802),x8803)),x8804),f51(f51(f4(x8801),x8802),f51(f51(f4(x8801),x8803),x8804)))
% 74.43/74.53 [881]~P6(x8811)+E(f51(f51(f4(x8811),f51(f51(f4(x8811),x8812),x8813)),x8814),f51(f51(f4(x8811),x8812),f51(f51(f4(x8811),x8813),x8814)))
% 74.43/74.53 [954]~P37(x9541)+E(f51(f51(f4(x9541),f51(f51(f4(x9541),x9542),x9543)),x9544),f51(f51(f4(x9541),f51(f51(f4(x9541),x9542),x9544)),x9543))
% 74.43/74.53 [1048]~P13(x10481,x10483,a2)+E(f51(f51(f4(a2),f7(x10481,x10482,a2)),f51(f51(f4(a2),f7(f5(x10483,x10481,a2),x10482,a2)),x10484)),f51(f51(f4(a2),f7(x10483,x10482,a2)),x10484))
% 74.43/74.53 [614]E(x6141,x6142)+~E(f21(x6143,x6141,x6144),f21(x6145,x6142,x6144))
% 74.43/74.53 [617]E(x6171,x6172)+~E(f24(x6171,x6173,x6174),f24(x6172,x6175,x6174))
% 74.43/74.53 [618]E(x6181,x6182)+~E(f21(x6181,x6183,x6184),f21(x6182,x6185,x6184))
% 74.43/74.53 [1003]~P11(x10031,x10034,x10035)+P11(f35(x10031,x10032,x10033,a53),f19(x10034,x10032),x10035)
% 74.43/74.53 [964]~P37(x9643)+E(f7(f7(x9641,x9642,x9643),f7(x9644,x9645,x9643),x9643),f7(f7(x9641,x9644,x9643),f7(x9642,x9645,x9643),x9643))
% 74.43/74.53 [991]~P9(x9915,x9912,a2)+E(f51(f35(x9911,x9912,x9913,x9914),x9915),f51(x9911,x9915))
% 74.43/74.53 [970]E(x9701,x9702)+~E(f17(x9703,f21(x9701,f20(x9704),x9704),x9704),f17(x9705,f21(x9702,f20(x9704),x9704),x9704))
% 74.43/74.53 [971]E(x9711,x9712)+~E(f17(x9711,f21(x9713,f20(x9714),x9714),x9714),f17(x9712,f21(x9715,f20(x9714),x9714),x9714))
% 74.43/74.53 [1090]P58(f51(x10901,f51(x10902,x10903)))+~P58(f51(x10901,f13(x10904,x10905,x10902,f10(x10903),a52)))
% 74.43/74.53 [1092]P58(f51(x10921,f51(x10922,x10923)))+~P58(f51(x10921,f13(x10922,x10924,x10925,f9(x10923),a52)))
% 74.43/74.53 [1005]~P37(x10051)+E(f51(f51(f4(x10051),f51(f51(f4(x10051),x10052),x10053)),f51(f51(f4(x10051),x10054),x10055)),f51(f51(f4(x10051),f51(f51(f4(x10051),x10052),x10054)),f51(f51(f4(x10051),x10053),x10055)))
% 74.43/74.53 [1050]P58(f51(x10501,f51(f51(x10502,x10503),x10504)))+~P58(f51(x10501,f47(x10505,x10502,f51(f51(a48,x10503),x10504),a52)))
% 74.43/74.53 [1046]~P55(x10461)+E(f51(f51(f4(x10461),f7(x10462,x10463,x10461)),f51(f51(f4(x10461),f7(f5(x10464,x10462,x10461),x10463,x10461)),x10465)),f51(f51(f4(x10461),f7(x10464,x10463,x10461)),x10465))
% 74.43/74.53 [1054]~P13(x10541,x10544,a2)+E(f5(f51(f51(f4(a2),f7(x10541,x10542,a2)),x10543),f51(f51(f4(a2),f7(x10544,x10542,a2)),x10545),a2),f5(x10543,f51(f51(f4(a2),f7(f5(x10544,x10541,a2),x10542,a2)),x10545),a2))
% 74.43/74.53 [1055]~P13(x10554,x10551,a2)+E(f5(f51(f51(f4(a2),f7(x10551,x10552,a2)),x10553),f51(f51(f4(a2),f7(x10554,x10552,a2)),x10555),a2),f5(f51(f51(f4(a2),f7(f5(x10551,x10554,a2),x10552,a2)),x10553),x10555,a2))
% 74.43/74.53 [1031]~P48(x10311)+E(f51(f51(f4(x10311),f7(x10312,x10313,x10311)),f51(f51(f4(x10311),f7(x10314,x10313,x10311)),x10315)),f51(f51(f4(x10311),f7(f51(f51(f4(x10311),x10312),x10314),x10313,x10311)),x10315))
% 74.43/74.53 [1095]P58(f51(x10951,f51(f51(x10952,x10953),x10954)))+~P58(f51(x10951,f13(x10955,x10952,x10956,f51(f51(a11,x10953),x10954),a52)))
% 74.43/74.53 [1097]~P10(x10974,x10971,x10975,x10976,x10972,x10977)+E(f51(f51(x10971,x10972),x10973),x10973)
% 74.43/74.53 [1098]~P10(x10984,x10981,x10985,x10983,x10986,x10987)+E(f51(f51(x10981,x10982),x10983),x10983)
% 74.43/74.53 [1100]~P10(x11001,x11004,x11005,x11002,x11006,x11007)+E(f51(f51(x11001,x11002),x11003),x11003)
% 74.43/74.53 [1101]~P10(x11014,x11011,x11015,x11016,x11013,x11017)+E(f51(f51(x11011,x11012),x11013),x11012)
% 74.43/74.53 [1103]~P10(x11034,x11031,x11035,x11032,x11036,x11037)+E(f51(f51(x11031,x11032),x11033),x11032)
% 74.43/74.53 [1104]~P10(x11041,x11044,x11045,x11043,x11046,x11047)+E(f51(f51(x11041,x11042),x11043),x11042)
% 74.43/74.53 [1105]~P10(x11054,x11055,x11051,x11056,x11053,x11057)+E(f51(f51(x11051,x11052),f3(a2)),x11053)
% 74.43/74.53 [1113]~P10(x11131,x11133,x11135,x11136,x11134,x11137)+E(f51(f51(x11131,x11132),x11132),f51(f51(x11133,f51(f51(x11131,x11134),x11134)),x11132))
% 74.43/74.53 [1107]~P10(x11074,x11071,x11075,x11076,x11077,x11078)+E(f51(f51(x11071,x11072),x11073),f51(f51(x11071,x11073),x11072))
% 74.43/74.53 [1109]~P10(x11091,x11094,x11095,x11096,x11097,x11098)+E(f51(f51(x11091,x11092),x11093),f51(f51(x11091,x11093),x11092))
% 74.43/74.53 [1112]~P10(x11125,x11121,x11123,x11126,x11127,x11128)+E(f51(f51(x11121,x11122),f51(f51(x11123,x11122),x11124)),f51(f51(x11123,x11122),f32(x11124)))
% 74.43/74.53 [1116]~P10(x11165,x11161,x11162,x11166,x11167,x11168)+E(f51(f51(x11161,f51(f51(x11162,x11163),x11164)),x11163),f51(f51(x11162,x11163),f32(x11164)))
% 74.43/74.53 [1117]~P10(x11171,x11173,x11176,x11177,x11175,x11178)+E(f51(f51(x11171,x11172),f51(f51(x11173,x11174),x11172)),f51(f51(x11173,f51(f51(x11171,x11174),x11175)),x11172))
% 74.43/74.53 [1125]~P10(x11251,x11252,x11256,x11257,x11255,x11258)+E(f51(f51(x11251,f51(f51(x11252,x11253),x11254)),x11254),f51(f51(x11252,f51(f51(x11251,x11253),x11255)),x11254))
% 74.43/74.53 [1114]~P10(x11145,x11141,x11146,x11147,x11148,x11149)+E(f51(f51(x11141,x11142),f51(f51(x11141,x11143),x11144)),f51(f51(x11141,x11143),f51(f51(x11141,x11142),x11144)))
% 74.43/74.53 [1115]~P10(x11151,x11155,x11156,x11157,x11158,x11159)+E(f51(f51(x11151,x11152),f51(f51(x11151,x11153),x11154)),f51(f51(x11151,x11153),f51(f51(x11151,x11152),x11154)))
% 74.43/74.54 [1128]~P10(x11281,x11282,x11286,x11287,x11288,x11289)+E(f51(f51(x11281,f51(f51(x11282,x11283),x11284)),f51(f51(x11282,x11283),x11285)),f51(f51(x11282,x11283),f51(f51(x11281,x11284),x11285)))
% 74.43/74.54 [1122]~P10(x11225,x11221,x11226,x11227,x11228,x11229)+E(f51(f51(x11221,f51(f51(x11221,x11222),x11223)),x11224),f51(f51(x11221,x11222),f51(f51(x11221,x11223),x11224)))
% 74.43/74.54 [1123]~P10(x11231,x11235,x11236,x11237,x11238,x11239)+E(f51(f51(x11231,f51(f51(x11231,x11232),x11233)),x11234),f51(f51(x11231,x11232),f51(f51(x11231,x11233),x11234)))
% 74.43/74.54 [1124]~P10(x11245,x11246,x11241,x11247,x11248,x11249)+E(f51(f51(x11241,f51(f51(x11241,x11242),x11243)),x11244),f51(f51(x11241,x11242),f7(x11243,x11244,a2)))
% 74.43/74.54 [1126]~P10(x11265,x11261,x11266,x11267,x11268,x11269)+E(f51(f51(x11261,f51(f51(x11261,x11262),x11263)),x11264),f51(f51(x11261,f51(f51(x11261,x11262),x11264)),x11263))
% 74.43/74.54 [1127]~P10(x11271,x11275,x11276,x11277,x11278,x11279)+E(f51(f51(x11271,f51(f51(x11271,x11272),x11273)),x11274),f51(f51(x11271,f51(f51(x11271,x11272),x11274)),x11273))
% 74.43/74.54 [1129]~P10(x11296,x11291,x11292,x11297,x11298,x11299)+E(f51(f51(x11291,f51(f51(x11292,x11293),x11294)),f51(f51(x11292,x11293),x11295)),f51(f51(x11292,x11293),f51(f51(f4(a2),x11294),x11295)))
% 74.43/74.54 [1130]~P10(x11306,x11301,x11302,x11307,x11308,x11309)+E(f51(f51(x11301,f51(f51(x11302,x11303),x11304)),f51(f51(x11302,x11305),x11304)),f51(f51(x11302,f51(f51(x11301,x11303),x11305)),x11304))
% 74.43/74.54 [1132]~P10(x11321,x11322,x11326,x11327,x11328,x11329)+E(f51(f51(x11321,f51(f51(x11322,x11323),x11324)),f51(f51(x11322,x11325),x11324)),f51(f51(x11322,f51(f51(x11321,x11323),x11325)),x11324))
% 74.43/74.54 [1134]~P10(x11346,x11341,x11347,x11348,x11349,x113410)+E(f51(f51(x11341,f51(f51(x11341,x11342),x11343)),f51(f51(x11341,x11344),x11345)),f51(f51(x11341,f51(f51(x11341,x11342),x11344)),f51(f51(x11341,x11343),x11345)))
% 74.43/74.54 [1135]~P10(x11351,x11356,x11357,x11358,x11359,x113510)+E(f51(f51(x11351,f51(f51(x11351,x11352),x11353)),f51(f51(x11351,x11354),x11355)),f51(f51(x11351,f51(f51(x11351,x11352),x11354)),f51(f51(x11351,x11353),x11355)))
% 74.43/74.54 [645]~P29(x6451)+~P13(f3(x6451),f3(x6451),x6451)+E(f51(f51(f4(x6451),f3(x6451)),f3(x6451)),f3(x6451))
% 74.43/74.54 [511]E(x5111,x5112)+P9(x5112,x5111,a2)+P9(x5111,x5112,a2)
% 74.43/74.54 [556]E(x5561,x5562)+P9(x5561,x5562,a2)+~P13(x5561,x5562,a2)
% 74.43/74.54 [610]E(x6101,x6102)+~P13(x6102,x6101,a2)+~P13(x6101,x6102,a2)
% 74.43/74.54 [460]~P40(x4602)+~P16(x4602)+E(f5(x4601,x4601,x4602),f3(x4602))
% 74.43/74.54 [483]E(x4831,f3(a2))+E(x4832,f3(a2))+~E(f7(x4832,x4831,a2),f3(a2))
% 74.43/74.54 [576]~P9(x5761,x5762,a2)+E(f32(x5761),x5762)+P9(f32(x5761),x5762,a2)
% 74.43/74.54 [577]E(x5771,x5772)+P9(x5772,x5771,a2)+~P9(x5772,f32(x5771),a2)
% 74.43/74.54 [579]E(x5791,x5792)+P9(x5791,x5792,a2)+~P9(x5791,f32(x5792),a2)
% 74.43/74.54 [598]P13(x5981,x5982,a2)+E(x5981,f32(x5982))+~P13(x5981,f32(x5982),a2)
% 74.43/74.54 [623]E(x6231,x6232)+~E(f5(x6232,x6231,a2),f3(a2))+~E(f5(x6231,x6232,a2),f3(a2))
% 74.43/74.54 [627]E(x6271,x6272)+~P13(x6272,x6271,a2)+~P9(x6271,f32(x6272),a2)
% 74.43/74.54 [644]~P36(x6441)+P9(f3(x6441),f27(x6442,x6441),x6441)+~P9(f3(a2),x6442,a2)
% 74.43/74.54 [654]~P36(x6542)+~P9(f3(x6542),f27(x6541,x6542),x6542)+P9(f3(a2),x6541,a2)
% 74.43/74.54 [787]P9(f5(x7871,x7872,a2),x7871,a2)+~P9(f3(a2),x7872,a2)+~P9(f3(a2),x7871,a2)
% 74.43/74.54 [789]~P9(f3(a2),x7892,a2)+~P9(f3(a2),x7891,a2)+P9(f3(a2),f7(x7891,x7892,a2),a2)
% 74.43/74.54 [461]~P40(x4611)+~P16(x4611)+E(f51(f51(f4(x4611),x4612),f3(x4611)),x4612)
% 74.43/74.54 [468]~P1(x4681)+~P2(x4681)+E(f33(f3(x4681),f32(x4682),x4681),f3(x4681))
% 74.43/74.54 [547]P58(f51(x5471,x5472))+P58(f51(x5471,f65(x5471)))+~P58(f51(x5471,f3(a2)))
% 74.43/74.54 [548]P58(f51(x5481,x5482))+P58(f51(x5481,f68(x5481)))+~P58(f51(x5481,f3(a2)))
% 74.43/74.54 [549]P58(f51(x5491,x5492))+P58(f51(x5491,f66(x5491)))+~P58(f51(x5491,f3(a2)))
% 74.43/74.54 [550]P58(f51(x5501,x5502))+P58(f51(x5501,f67(x5501)))+~P58(f51(x5501,f3(a2)))
% 74.43/74.54 [589]P9(f3(a2),f6(x5891),a2)+P58(f51(x5891,x5892))+~P58(f51(x5891,f3(a2)))
% 74.43/74.54 [599]P58(f51(x5991,x5992))+~P58(f51(x5991,f6(x5991)))+~P58(f51(x5991,f3(a2)))
% 74.43/74.54 [828]P9(x8281,f7(x8282,x8281,a2),a2)+~P9(f32(f3(a2)),x8282,a2)+~P9(f32(f3(a2)),x8281,a2)
% 74.43/74.54 [829]P9(x8291,f7(x8291,x8292,a2),a2)+~P9(f32(f3(a2)),x8292,a2)+~P9(f32(f3(a2)),x8291,a2)
% 74.43/74.54 [855]~P9(f32(f3(a2)),x8552,a2)+~P9(f32(f3(a2)),x8551,a2)+P9(f32(f3(a2)),f7(x8551,x8552,a2),a2)
% 74.43/74.54 [856]~P13(f32(f3(a2)),x8562,a2)+~P13(f32(f3(a2)),x8561,a2)+P13(f32(f3(a2)),f7(x8561,x8562,a2),a2)
% 74.43/74.54 [472]E(x4721,f3(a2))+E(x4722,f3(a2))+~E(f51(f51(f4(a2),x4722),x4721),f32(f3(a2)))
% 74.43/74.54 [489]E(x4891,f3(a2))+E(x4891,f32(f3(a2)))+~E(f51(f51(f4(a2),x4892),x4891),f32(f3(a2)))
% 74.43/74.54 [490]E(x4901,f3(a2))+E(x4901,f32(f3(a2)))+~E(f51(f51(f4(a2),x4901),x4902),f32(f3(a2)))
% 74.43/74.54 [498]E(x4981,f32(f3(a2)))+E(x4982,f32(f3(a2)))+~E(f51(f51(f4(a2),x4982),x4981),f32(f3(a2)))
% 74.43/74.54 [499]~P26(x4992)+E(x4991,f3(x4992))+~E(f51(f51(f4(x4992),x4991),x4991),f3(x4992))
% 74.43/74.54 [648]P58(f51(x6481,x6482))+~P58(f51(x6481,f3(a2)))+~P58(f51(x6481,f32(f65(x6481))))
% 74.43/74.54 [649]P58(f51(x6491,x6492))+~P58(f51(x6491,f3(a2)))+~P58(f51(x6491,f32(f68(x6491))))
% 74.43/74.54 [650]P58(f51(x6501,x6502))+~P58(f51(x6501,f3(a2)))+~P58(f51(x6501,f32(f66(x6501))))
% 74.43/74.54 [651]P58(f51(x6511,x6512))+~P58(f51(x6511,f3(a2)))+~P58(f51(x6511,f32(f67(x6511))))
% 74.43/74.54 [720]~P26(x7201)+~P9(f3(x7201),x7202,x7201)+P9(f3(x7201),f51(f51(f4(x7201),x7202),x7202),x7201)
% 74.43/74.54 [721]~P26(x7211)+~P13(f3(x7211),x7212,x7211)+P13(f3(x7211),f51(f51(f4(x7211),x7212),x7212),x7211)
% 74.43/74.54 [722]~P26(x7221)+~P9(x7222,f3(x7221),x7221)+P9(f51(f51(f4(x7221),x7222),x7222),f3(x7221),x7221)
% 74.43/74.54 [723]~P45(x7231)+~P9(x7232,f3(x7231),x7231)+P9(f51(f51(f4(x7231),x7232),x7232),f3(x7231),x7231)
% 74.43/74.54 [724]~P26(x7241)+~P13(x7242,f3(x7241),x7241)+P13(f51(f51(f4(x7241),x7242),x7242),f3(x7241),x7241)
% 74.43/74.54 [765]~P26(x7652)+P9(x7651,f3(x7652),x7652)+~P9(f51(f51(f4(x7652),x7651),x7651),f3(x7652),x7652)
% 74.43/74.54 [766]~P45(x7662)+P9(x7661,f3(x7662),x7662)+~P9(f51(f51(f4(x7662),x7661),x7661),f3(x7662),x7662)
% 74.43/74.54 [767]~P26(x7672)+P13(x7671,f3(x7672),x7672)+~P13(f51(f51(f4(x7672),x7671),x7671),f3(x7672),x7672)
% 74.43/74.54 [768]~P26(x7681)+P9(f3(x7681),x7682,x7681)+~P9(f3(x7681),f51(f51(f4(x7681),x7682),x7682),x7681)
% 74.43/74.54 [769]~P26(x7691)+P13(f3(x7691),x7692,x7691)+~P13(f3(x7691),f51(f51(f4(x7691),x7692),x7692),x7691)
% 74.43/74.54 [800]P9(f3(a2),x8001,a2)+P9(f3(a2),x8002,a2)+~P9(f3(a2),f51(f51(f4(a2),x8001),x8002),a2)
% 74.43/74.54 [529]P13(x5292,x5291,x5293)+~P3(x5293)+P9(x5291,x5292,x5293)
% 74.43/74.54 [531]P13(x5312,x5311,x5313)+~P3(x5313)+P13(x5311,x5312,x5313)
% 74.43/74.54 [573]~P33(x5733)+~P9(x5731,x5732,x5733)+P13(x5731,x5732,x5733)
% 74.43/74.54 [574]~P34(x5743)+~P9(x5741,x5742,x5743)+P13(x5741,x5742,x5743)
% 74.43/74.54 [628]~P9(x6283,x6282,x6281)+~P3(x6281)+~P9(x6282,x6283,x6281)
% 74.43/74.54 [630]~P13(x6303,x6302,x6301)+~P3(x6301)+~P9(x6302,x6303,x6301)
% 74.43/74.54 [633]~P9(x6333,x6332,x6331)+~P33(x6331)+~P9(x6332,x6333,x6331)
% 74.43/74.54 [634]~P13(x6343,x6342,x6341)+~P33(x6341)+~P9(x6342,x6343,x6341)
% 74.43/74.54 [635]~P9(x6353,x6352,x6351)+~P34(x6351)+~P9(x6352,x6353,x6351)
% 74.43/74.54 [659]~P13(x6591,x6593,a2)+P13(x6591,x6592,a2)+~P13(x6593,x6592,a2)
% 74.43/74.54 [434]~P7(x4343)+E(x4341,x4342)+~E(f27(x4341,x4343),f27(x4342,x4343))
% 74.43/74.54 [500]~P25(x5003)+E(x5001,x5002)+~E(f5(x5001,x5002,x5003),f3(x5003))
% 74.43/74.54 [501]~P17(x5013)+E(x5011,x5012)+~E(f5(x5011,x5012,x5013),f3(x5013))
% 74.43/74.54 [505]~P53(x5052)+~E(f33(x5051,x5053,x5052),f3(x5052))+E(x5051,f3(x5052))
% 74.43/74.54 [580]~P3(x5803)+~P13(x5802,x5801,x5803)+E(f31(x5801,x5802,x5803),x5802)
% 74.43/74.54 [581]~P3(x5813)+~P13(x5811,x5812,x5813)+E(f31(x5811,x5812,x5813),x5811)
% 74.43/74.54 [582]~P3(x5823)+~P13(x5821,x5822,x5823)+E(f30(x5821,x5822,x5823),x5822)
% 74.43/74.54 [583]~P3(x5833)+~P13(x5832,x5831,x5833)+E(f30(x5831,x5832,x5833),x5831)
% 74.43/74.54 [587]~P3(x5873)+P13(x5871,x5872,x5873)+~E(f31(x5871,x5872,x5873),x5871)
% 74.43/74.54 [588]~P3(x5883)+P13(x5881,x5882,x5883)+~E(f30(x5881,x5882,x5883),x5882)
% 74.43/74.54 [612]E(x6121,x6122)+~E(f7(x6123,x6121,a2),f7(x6123,x6122,a2))+E(x6123,f3(a2))
% 74.43/74.54 [613]E(x6131,x6132)+~E(f7(x6131,x6133,a2),f7(x6132,x6133,a2))+E(x6133,f3(a2))
% 74.43/74.54 [652]~P36(x6522)+~P9(x6521,x6523,a2)+P9(f27(x6521,x6522),f27(x6523,x6522),x6522)
% 74.43/74.54 [653]~P36(x6532)+~P13(x6531,x6533,a2)+P13(f27(x6531,x6532),f27(x6533,x6532),x6532)
% 74.43/74.54 [672]~P9(x6721,x6723,a2)+~P9(x6723,x6722,a2)+P9(f32(x6721),x6722,a2)
% 74.43/74.54 [673]~P36(x6733)+~P9(f27(x6731,x6733),f27(x6732,x6733),x6733)+P9(x6731,x6732,a2)
% 74.43/74.54 [674]~P36(x6743)+~P13(f27(x6741,x6743),f27(x6742,x6743),x6743)+P13(x6741,x6742,a2)
% 74.43/74.54 [715]E(x7151,x7152)+~E(f7(x7153,x7151,a2),f7(x7153,x7152,a2))+~P9(f3(a2),x7153,a2)
% 74.43/74.54 [718]~P28(x7183)+~P9(x7181,x7182,x7183)+P9(f5(x7181,x7182,x7183),f3(x7183),x7183)
% 74.43/74.54 [719]~P28(x7193)+~P13(x7191,x7192,x7193)+P13(f5(x7191,x7192,x7193),f3(x7193),x7193)
% 74.43/74.54 [725]~P36(x7251)+~P9(f3(x7251),x7252,x7251)+P9(f3(x7251),f33(x7252,x7253,x7251),x7251)
% 74.43/74.54 [726]~P36(x7261)+~P13(f3(x7261),x7262,x7261)+P13(f3(x7261),f33(x7262,x7263,x7261),x7261)
% 74.43/74.54 [770]~P28(x7703)+P9(x7701,x7702,x7703)+~P9(f5(x7701,x7702,x7703),f3(x7703),x7703)
% 74.43/74.54 [771]~P28(x7713)+P13(x7711,x7712,x7713)+~P13(f5(x7711,x7712,x7713),f3(x7713),x7713)
% 74.43/74.54 [889]~P9(x8891,x8893,a2)+~P13(x8892,x8891,a2)+P9(f5(x8891,x8892,a2),f5(x8893,x8892,a2),a2)
% 74.43/74.54 [890]~P9(x8903,x8902,a2)+~P9(x8903,x8901,a2)+P9(f5(x8901,x8902,a2),f5(x8901,x8903,a2),a2)
% 74.43/74.54 [893]~P9(x8931,x8933,a2)+P9(f7(x8931,x8932,a2),f7(x8933,x8932,a2),a2)+~P9(f3(a2),x8932,a2)
% 74.43/74.54 [896]~P9(x8962,x8963,a2)+P9(f7(x8961,x8962,a2),f7(x8961,x8963,a2),a2)+~P9(f3(a2),x8961,a2)
% 74.43/74.54 [976]P13(x9761,x9762,a2)+~P13(f7(x9763,x9761,a2),f7(x9763,x9762,a2),a2)+~P9(f3(a2),x9763,a2)
% 74.43/74.54 [977]P13(x9771,x9772,a2)+~P13(f7(x9771,x9773,a2),f7(x9772,x9773,a2),a2)+~P9(f3(a2),x9773,a2)
% 74.43/74.54 [541]E(x5411,x5412)+P9(x5412,x5411,a2)+E(f18(f9(x5411),x5413,x5412),f9(x5411))
% 74.43/74.54 [738]~P54(x7382)+~P13(x7383,x7381,a2)+E(f5(f27(x7381,x7382),f27(x7383,x7382),x7382),f27(f5(x7381,x7383,a2),x7382))
% 74.43/74.54 [945]~P13(x9452,x9453,a2)+~P13(x9452,x9451,a2)+E(f5(f5(x9451,x9452,a2),f5(x9453,x9452,a2),a2),f5(x9451,x9453,a2))
% 74.43/74.54 [946]~P9(x9462,x9463,a2)+~P58(f51(x9461,f5(x9462,x9463,a2)))+P58(f51(x9461,f3(a2)))
% 74.43/74.54 [989]~P46(x9892)+E(x9891,f3(x9892))+~E(f51(f51(f4(x9892),f7(x9893,x9893,x9892)),f7(x9891,x9891,x9892)),f3(x9892))
% 74.43/74.54 [990]~P46(x9902)+E(x9901,f3(x9902))+~E(f51(f51(f4(x9902),f7(x9901,x9901,x9902)),f7(x9903,x9903,x9902)),f3(x9902))
% 74.43/74.54 [1010]~P46(x10102)+E(x10101,f3(x10102))+P9(f3(x10102),f51(f51(f4(x10102),f7(x10103,x10103,x10102)),f7(x10101,x10101,x10102)),x10102)
% 74.43/74.54 [1011]~P46(x10112)+E(x10111,f3(x10112))+P9(f3(x10112),f51(f51(f4(x10112),f7(x10111,x10111,x10112)),f7(x10113,x10113,x10112)),x10112)
% 74.43/74.54 [1029]~P46(x10292)+E(x10291,f3(x10292))+~P13(f51(f51(f4(x10292),f7(x10293,x10293,x10292)),f7(x10291,x10291,x10292)),f3(x10292),x10292)
% 74.43/74.54 [1030]~P46(x10302)+E(x10301,f3(x10302))+~P13(f51(f51(f4(x10302),f7(x10301,x10301,x10302)),f7(x10303,x10303,x10302)),f3(x10302),x10302)
% 74.43/74.54 [739]~P13(x7391,x7392,a2)+~P9(f3(a2),x7393,a2)+P9(x7391,f51(f51(f4(a2),x7392),x7393),a2)
% 74.43/74.54 [936]~P13(x9363,x9362,a2)+P13(x9361,f5(x9362,x9363,a2),a2)+~P13(f51(f51(f4(a2),x9361),x9363),x9362,a2)
% 74.43/74.54 [941]~P13(x9412,x9413,a2)+~P13(x9411,f5(x9413,x9412,a2),a2)+P13(f51(f51(f4(a2),x9411),x9412),x9413,a2)
% 74.43/74.54 [1085]~P8(x10852)+~P8(f22(a11,f18(x10851,x10852,f3(a2)),x10853,a50,a50))+P8(f22(a11,f51(f51(a11,f10(x10851)),x10852),x10853,a50,a50))
% 74.43/74.54 [602]~P11(x6021,x6024,x6023)+P11(x6021,x6022,x6023)+~P12(x6024,x6022)
% 74.43/74.54 [638]~P17(x6384)+E(x6381,x6382)+~E(f5(x6383,x6383,x6384),f5(x6381,x6382,x6384))
% 74.43/74.54 [639]~P17(x6393)+E(x6391,x6392)+~E(f5(x6391,x6392,x6393),f5(x6394,x6394,x6393))
% 74.43/74.54 [700]~P3(x7004)+~P9(x7001,x7003,x7004)+P9(x7001,f30(x7002,x7003,x7004),x7004)
% 74.43/74.54 [702]~P3(x7024)+~P9(x7021,x7022,x7024)+P9(x7021,f30(x7022,x7023,x7024),x7024)
% 74.43/74.54 [704]~P3(x7044)+~P13(x7041,x7043,x7044)+P13(x7041,f30(x7042,x7043,x7044),x7044)
% 74.43/74.54 [706]~P3(x7064)+~P13(x7061,x7062,x7064)+P13(x7061,f30(x7062,x7063,x7064),x7064)
% 74.43/74.54 [708]~P3(x7083)+~P9(x7082,x7084,x7083)+P9(f31(x7081,x7082,x7083),x7084,x7083)
% 74.43/74.54 [710]~P3(x7103)+~P9(x7101,x7104,x7103)+P9(f31(x7101,x7102,x7103),x7104,x7103)
% 74.43/74.54 [712]~P3(x7123)+~P13(x7122,x7124,x7123)+P13(f31(x7121,x7122,x7123),x7124,x7123)
% 74.43/74.54 [714]~P3(x7143)+~P13(x7141,x7144,x7143)+P13(f31(x7141,x7142,x7143),x7144,x7143)
% 74.43/74.54 [743]~P3(x7433)+P9(x7431,x7432,x7433)+~P9(x7431,f31(x7434,x7432,x7433),x7433)
% 74.43/74.54 [744]~P3(x7443)+P9(x7441,x7442,x7443)+~P9(x7441,f31(x7442,x7444,x7443),x7443)
% 74.43/74.54 [746]~P3(x7463)+P13(x7461,x7462,x7463)+~P13(x7461,f31(x7464,x7462,x7463),x7463)
% 74.43/74.54 [748]~P3(x7483)+P13(x7481,x7482,x7483)+~P13(x7481,f31(x7482,x7484,x7483),x7483)
% 74.43/74.54 [749]~P3(x7493)+P9(x7491,x7492,x7493)+~P9(f30(x7494,x7491,x7493),x7492,x7493)
% 74.43/74.54 [750]~P3(x7503)+P9(x7501,x7502,x7503)+~P9(f30(x7501,x7504,x7503),x7502,x7503)
% 74.43/74.54 [752]~P3(x7523)+P13(x7521,x7522,x7523)+~P13(f30(x7524,x7521,x7523),x7522,x7523)
% 74.43/74.54 [754]~P3(x7543)+P13(x7541,x7542,x7543)+~P13(f30(x7541,x7544,x7543),x7542,x7543)
% 74.43/74.54 [891]~P13(x8912,x8914,a2)+~P13(x8911,x8913,a2)+P13(f7(x8911,x8912,a2),f7(x8913,x8914,a2),a2)
% 74.43/74.54 [542]P58(f51(x5421,x5422))+P58(f51(x5421,x5423))+~E(f36(x5421),f51(f51(a48,x5424),x5423))
% 74.43/74.54 [543]P58(f51(x5431,x5432))+P58(f51(x5431,x5433))+~E(f36(x5431),f51(f51(a48,x5433),x5434))
% 74.43/74.54 [942]E(x9421,x9422)+E(x9423,f3(a2))+~E(f51(f51(f4(a2),x9424),f7(x9423,x9421,a2)),f51(f51(f4(a2),x9424),f7(x9423,x9422,a2)))
% 74.43/74.54 [1008]~P40(x10081)+~P16(x10081)+E(f51(f51(f4(x10081),f7(x10082,x10083,x10081)),f7(x10082,x10084,x10081)),f51(f51(f4(x10081),f7(x10082,x10084,x10081)),f7(x10082,x10083,x10081)))
% 74.43/74.54 [1023]E(x10231,x10232)+E(x10233,x10234)+~E(f51(f51(f4(a2),f7(x10233,x10231,a2)),f7(x10234,x10232,a2)),f51(f51(f4(a2),f7(x10233,x10232,a2)),f7(x10234,x10231,a2)))
% 74.43/74.54 [619]~P18(x6193)+E(x6191,x6192)+~E(f51(f51(f4(x6193),x6194),x6191),f51(f51(f4(x6193),x6194),x6192))
% 74.43/74.54 [620]~P21(x6203)+E(x6201,x6202)+~E(f51(f51(f4(x6203),x6204),x6201),f51(f51(f4(x6203),x6204),x6202))
% 74.43/74.54 [621]~P21(x6213)+E(x6211,x6212)+~E(f51(f51(f4(x6213),x6211),x6214),f51(f51(f4(x6213),x6212),x6214))
% 74.43/74.54 [732]~P9(x7324,x7323,a2)+P9(x7321,x7322,a2)+~E(f51(f51(f4(a2),x7321),x7323),f51(f51(f4(a2),x7324),x7322))
% 74.43/74.54 [808]~P4(x8081)+~P9(x8082,x8084,x8081)+P9(f51(f51(f4(x8081),x8082),x8083),f51(f51(f4(x8081),x8084),x8083),x8081)
% 74.43/74.54 [809]~P30(x8091)+~P9(x8092,x8094,x8091)+P9(f51(f51(f4(x8091),x8092),x8093),f51(f51(f4(x8091),x8094),x8093),x8091)
% 74.43/74.54 [810]~P4(x8101)+~P9(x8103,x8104,x8101)+P9(f51(f51(f4(x8101),x8102),x8103),f51(f51(f4(x8101),x8102),x8104),x8101)
% 74.43/74.54 [811]~P30(x8111)+~P9(x8113,x8114,x8111)+P9(f51(f51(f4(x8111),x8112),x8113),f51(f51(f4(x8111),x8112),x8114),x8111)
% 74.43/74.54 [812]~P4(x8121)+~P13(x8122,x8124,x8121)+P13(f51(f51(f4(x8121),x8122),x8123),f51(f51(f4(x8121),x8124),x8123),x8121)
% 74.43/74.54 [813]~P27(x8131)+~P13(x8132,x8134,x8131)+P13(f51(f51(f4(x8131),x8132),x8133),f51(f51(f4(x8131),x8134),x8133),x8131)
% 74.43/74.54 [814]~P4(x8141)+~P13(x8143,x8144,x8141)+P13(f51(f51(f4(x8141),x8142),x8143),f51(f51(f4(x8141),x8142),x8144),x8141)
% 74.43/74.54 [815]~P27(x8151)+~P13(x8153,x8154,x8151)+P13(f51(f51(f4(x8151),x8152),x8153),f51(f51(f4(x8151),x8152),x8154),x8151)
% 74.43/74.54 [874]~P9(x8742,x8744,a2)+~P9(x8741,x8743,a2)+P9(f51(f51(f4(a2),x8741),x8742),f51(f51(f4(a2),x8743),x8744),a2)
% 74.43/74.54 [875]~P13(x8752,x8754,a2)+~P13(x8751,x8753,a2)+P13(f51(f51(f4(a2),x8751),x8752),f51(f51(f4(a2),x8753),x8754),a2)
% 74.43/74.54 [937]~P4(x9373)+P9(x9371,x9372,x9373)+~P9(f51(f51(f4(x9373),x9374),x9371),f51(f51(f4(x9373),x9374),x9372),x9373)
% 74.43/74.54 [938]~P4(x9383)+P9(x9381,x9382,x9383)+~P9(f51(f51(f4(x9383),x9381),x9384),f51(f51(f4(x9383),x9382),x9384),x9383)
% 74.43/74.54 [939]~P4(x9393)+P13(x9391,x9392,x9393)+~P13(f51(f51(f4(x9393),x9394),x9391),f51(f51(f4(x9393),x9394),x9392),x9393)
% 74.43/74.54 [940]~P4(x9403)+P13(x9401,x9402,x9403)+~P13(f51(f51(f4(x9403),x9401),x9404),f51(f51(f4(x9403),x9402),x9404),x9403)
% 74.43/74.54 [626]E(x6261,x6262)+~E(f24(x6263,x6261,x6264),f24(x6265,x6262,x6264))+E(x6263,f3(a2))
% 74.43/74.54 [1084]~P15(x10841,x10843,x10845)+~P11(x10841,x10842,f23(a48,x10845,x10844,a53,a53))+P11(x10841,f22(a11,x10842,x10843,a50,a50),x10844)
% 74.43/74.54 [876]~P11(x8761,x8763,x8765)+~P11(x8761,x8762,f51(f51(a48,x8765),x8764))+P11(x8761,f51(f51(a11,x8762),x8763),x8764)
% 74.43/74.54 [1093]E(x10931,x10932)+~P11(x10933,f22(a11,f9(x10934),x10935,a50,a50),x10931)+~P11(x10933,f22(a11,f9(x10934),x10935,a50,a50),x10932)
% 74.43/74.54 [862]~P17(x8621)+E(f51(f51(f4(x8621),x8622),x8623),x8624)+~E(f51(f51(f4(x8621),x8622),f51(f51(f4(x8621),x8625),x8623)),f51(f51(f4(x8621),x8625),x8624))
% 74.43/74.54 [1035]~P13(x10353,x10352,a2)+~E(f51(f51(f4(a2),f7(x10353,x10354,a2)),x10351),f51(f51(f4(a2),f7(x10352,x10354,a2)),x10355))+E(x10351,f51(f51(f4(a2),f7(f5(x10352,x10353,a2),x10354,a2)),x10355))
% 74.43/74.54 [1036]~P13(x10362,x10361,a2)+~E(f51(f51(f4(a2),f7(x10361,x10363,a2)),x10364),f51(f51(f4(a2),f7(x10362,x10363,a2)),x10365))+E(f51(f51(f4(a2),f7(f5(x10361,x10362,a2),x10363,a2)),x10364),x10365)
% 74.43/74.54 [1056]~P13(x10563,x10562,a2)+~P9(f51(f51(f4(a2),f7(x10563,x10564,a2)),x10561),f51(f51(f4(a2),f7(x10562,x10564,a2)),x10565),a2)+P9(x10561,f51(f51(f4(a2),f7(f5(x10562,x10563,a2),x10564,a2)),x10565),a2)
% 74.43/74.54 [1057]~P13(x10573,x10572,a2)+~P13(f51(f51(f4(a2),f7(x10573,x10574,a2)),x10571),f51(f51(f4(a2),f7(x10572,x10574,a2)),x10575),a2)+P13(x10571,f51(f51(f4(a2),f7(f5(x10572,x10573,a2),x10574,a2)),x10575),a2)
% 74.43/74.54 [1058]~P13(x10582,x10581,a2)+~P9(f51(f51(f4(a2),f7(x10581,x10583,a2)),x10584),f51(f51(f4(a2),f7(x10582,x10583,a2)),x10585),a2)+P9(f51(f51(f4(a2),f7(f5(x10581,x10582,a2),x10583,a2)),x10584),x10585,a2)
% 74.43/74.54 [1059]~P13(x10592,x10591,a2)+~P13(f51(f51(f4(a2),f7(x10591,x10593,a2)),x10594),f51(f51(f4(a2),f7(x10592,x10593,a2)),x10595),a2)+P13(f51(f51(f4(a2),f7(f5(x10591,x10592,a2),x10593,a2)),x10594),x10595,a2)
% 74.43/74.54 [1064]~P13(x10641,x10644,a2)+P9(f51(f51(f4(a2),f7(x10641,x10642,a2)),x10643),f51(f51(f4(a2),f7(x10644,x10642,a2)),x10645),a2)+~P9(x10643,f51(f51(f4(a2),f7(f5(x10644,x10641,a2),x10642,a2)),x10645),a2)
% 74.43/74.54 [1065]~P13(x10651,x10654,a2)+P13(f51(f51(f4(a2),f7(x10651,x10652,a2)),x10653),f51(f51(f4(a2),f7(x10654,x10652,a2)),x10655),a2)+~P13(x10653,f51(f51(f4(a2),f7(f5(x10654,x10651,a2),x10652,a2)),x10655),a2)
% 74.43/74.54 [1066]~P13(x10664,x10661,a2)+P9(f51(f51(f4(a2),f7(x10661,x10662,a2)),x10663),f51(f51(f4(a2),f7(x10664,x10662,a2)),x10665),a2)+~P9(f51(f51(f4(a2),f7(f5(x10661,x10664,a2),x10662,a2)),x10663),x10665,a2)
% 74.43/74.54 [1067]~P13(x10674,x10671,a2)+P13(f51(f51(f4(a2),f7(x10671,x10672,a2)),x10673),f51(f51(f4(a2),f7(x10674,x10672,a2)),x10675),a2)+~P13(f51(f51(f4(a2),f7(f5(x10671,x10674,a2),x10672,a2)),x10673),x10675,a2)
% 74.43/74.54 [1019]~P11(x10191,x10193,x10196)+P11(x10191,f18(x10192,x10193,x10194),x10195)+~P11(f35(x10191,x10194,x10196,a53),x10192,x10195)
% 74.43/74.54 [1033]~P55(x10332)+~E(f51(f51(f4(x10332),f7(x10334,x10335,x10332)),x10331),f51(f51(f4(x10332),f7(x10333,x10335,x10332)),x10336))+E(x10331,f51(f51(f4(x10332),f7(f5(x10333,x10334,x10332),x10335,x10332)),x10336))
% 74.43/74.54 [1034]~P55(x10341)+~E(f51(f51(f4(x10341),f7(x10342,x10344,x10341)),x10345),f51(f51(f4(x10341),f7(x10343,x10344,x10341)),x10346))+E(f51(f51(f4(x10341),f7(f5(x10342,x10343,x10341),x10344,x10341)),x10345),x10346)
% 74.43/74.54 [1060]~P51(x10602)+~P9(f51(f51(f4(x10602),f7(x10604,x10605,x10602)),x10601),f51(f51(f4(x10602),f7(x10603,x10605,x10602)),x10606),x10602)+P9(x10601,f51(f51(f4(x10602),f7(f5(x10603,x10604,x10602),x10605,x10602)),x10606),x10602)
% 74.43/74.54 [1061]~P51(x10612)+~P13(f51(f51(f4(x10612),f7(x10614,x10615,x10612)),x10611),f51(f51(f4(x10612),f7(x10613,x10615,x10612)),x10616),x10612)+P13(x10611,f51(f51(f4(x10612),f7(f5(x10613,x10614,x10612),x10615,x10612)),x10616),x10612)
% 74.43/74.54 [1062]~P51(x10621)+~P9(f51(f51(f4(x10621),f7(x10622,x10624,x10621)),x10625),f51(f51(f4(x10621),f7(x10623,x10624,x10621)),x10626),x10621)+P9(f51(f51(f4(x10621),f7(f5(x10622,x10623,x10621),x10624,x10621)),x10625),x10626,x10621)
% 74.43/74.54 [1063]~P51(x10631)+~P13(f51(f51(f4(x10631),f7(x10632,x10634,x10631)),x10635),f51(f51(f4(x10631),f7(x10633,x10634,x10631)),x10636),x10631)+P13(f51(f51(f4(x10631),f7(f5(x10632,x10633,x10631),x10634,x10631)),x10635),x10636,x10631)
% 74.43/74.54 [1068]~P51(x10681)+P9(f51(f51(f4(x10681),f7(x10682,x10683,x10681)),x10684),f51(f51(f4(x10681),f7(x10685,x10683,x10681)),x10686),x10681)+~P9(x10684,f51(f51(f4(x10681),f7(f5(x10685,x10682,x10681),x10683,x10681)),x10686),x10681)
% 74.43/74.54 [1069]~P51(x10691)+P13(f51(f51(f4(x10691),f7(x10692,x10693,x10691)),x10694),f51(f51(f4(x10691),f7(x10695,x10693,x10691)),x10696),x10691)+~P13(x10694,f51(f51(f4(x10691),f7(f5(x10695,x10692,x10691),x10693,x10691)),x10696),x10691)
% 74.43/74.54 [1070]~P51(x10701)+P9(f51(f51(f4(x10701),f7(x10702,x10703,x10701)),x10704),f51(f51(f4(x10701),f7(x10705,x10703,x10701)),x10706),x10701)+~P9(f51(f51(f4(x10701),f7(f5(x10702,x10705,x10701),x10703,x10701)),x10704),x10706,x10701)
% 74.43/74.54 [1071]~P51(x10711)+P13(f51(f51(f4(x10711),f7(x10712,x10713,x10711)),x10714),f51(f51(f4(x10711),f7(x10715,x10713,x10711)),x10716),x10711)+~P13(f51(f51(f4(x10711),f7(f5(x10712,x10715,x10711),x10713,x10711)),x10714),x10716,x10711)
% 74.43/74.54 [467]~P1(x4672)+~P2(x4672)+E(x4671,f3(a2))+E(f33(f3(x4672),x4671,x4672),f3(x4672))
% 74.43/74.54 [539]P9(x5391,x5392,x5393)+~P3(x5393)+E(x5391,x5392)+P9(x5392,x5391,x5393)
% 74.43/74.54 [540]P9(x5401,x5402,x5403)+~P45(x5403)+E(x5401,x5402)+P9(x5402,x5401,x5403)
% 74.43/74.54 [591]~P3(x5913)+~P13(x5911,x5912,x5913)+E(x5911,x5912)+P9(x5911,x5912,x5913)
% 74.43/74.54 [597]~P34(x5973)+~P13(x5971,x5972,x5973)+E(x5971,x5972)+P9(x5971,x5972,x5973)
% 74.43/74.54 [643]~P13(x6432,x6431,x6433)+~P13(x6431,x6432,x6433)+E(x6431,x6432)+~P34(x6433)
% 74.43/74.54 [655]P13(x6552,x6551,x6553)+~P33(x6553)+~P13(x6551,x6552,x6553)+P9(x6551,x6552,x6553)
% 74.43/74.54 [509]~P40(x5093)+~P16(x5093)+E(x5091,x5092)+~E(f5(x5091,x5092,x5093),f3(x5093))
% 74.43/74.54 [513]~P43(x5132)+~E(f7(x5133,x5131,x5132),f3(x5132))+E(x5131,f3(x5132))+E(x5133,f3(x5132))
% 74.43/74.54 [514]~P52(x5142)+~E(f7(x5143,x5141,x5142),f3(x5142))+E(x5141,f3(x5142))+E(x5143,f3(x5142))
% 74.43/74.54 [788]E(x7881,x7882)+~P13(x7883,x7882,a2)+~P13(x7883,x7881,a2)+~E(f5(x7881,x7883,a2),f5(x7882,x7883,a2))
% 74.43/74.54 [830]~P46(x8301)+~P9(x8303,f3(x8301),x8301)+~P9(x8302,f3(x8301),x8301)+P9(f3(x8301),f7(x8302,x8303,x8301),x8301)
% 74.43/74.54 [832]~P51(x8321)+~P13(x8323,f3(x8321),x8321)+~P13(x8322,f3(x8321),x8321)+P13(f3(x8321),f7(x8322,x8323,x8321),x8321)
% 74.43/74.54 [833]~P46(x8331)+~P13(x8333,f3(x8331),x8331)+~P13(x8332,f3(x8331),x8331)+P13(f3(x8331),f7(x8332,x8333,x8331),x8331)
% 74.43/74.54 [834]~P35(x8341)+~P9(f3(x8341),x8343,x8341)+~P9(f3(x8341),x8342,x8341)+P9(f3(x8341),f7(x8342,x8343,x8341),x8341)
% 74.43/74.54 [835]~P51(x8351)+~P13(f3(x8351),x8353,x8351)+~P13(f3(x8351),x8352,x8351)+P13(f3(x8351),f7(x8352,x8353,x8351),x8351)
% 74.43/74.54 [836]~P46(x8361)+~P13(f3(x8361),x8363,x8361)+~P13(f3(x8361),x8362,x8361)+P13(f3(x8361),f7(x8362,x8363,x8361),x8361)
% 74.43/74.54 [837]~P49(x8371)+~P13(f3(x8371),x8373,x8371)+~P13(f3(x8371),x8372,x8371)+P13(f3(x8371),f7(x8372,x8373,x8371),x8371)
% 74.43/74.54 [838]~P35(x8383)+~P9(x8382,f3(x8383),x8383)+~P9(f3(x8383),x8381,x8383)+P9(f7(x8381,x8382,x8383),f3(x8383),x8383)
% 74.43/74.54 [840]~P35(x8403)+~P9(x8401,f3(x8403),x8403)+~P9(f3(x8403),x8402,x8403)+P9(f7(x8401,x8402,x8403),f3(x8403),x8403)
% 74.43/74.54 [841]~P46(x8413)+~P13(x8412,f3(x8413),x8413)+~P13(f3(x8413),x8411,x8413)+P13(f7(x8411,x8412,x8413),f3(x8413),x8413)
% 74.43/74.54 [842]~P46(x8423)+~P13(x8421,f3(x8423),x8423)+~P13(f3(x8423),x8422,x8423)+P13(f7(x8421,x8422,x8423),f3(x8423),x8423)
% 74.43/74.54 [844]~P49(x8443)+~P13(x8442,f3(x8443),x8443)+~P13(f3(x8443),x8441,x8443)+P13(f7(x8441,x8442,x8443),f3(x8443),x8443)
% 74.43/74.54 [847]~P49(x8473)+~P13(x8471,f3(x8473),x8473)+~P13(f3(x8473),x8472,x8473)+P13(f7(x8471,x8472,x8473),f3(x8473),x8473)
% 74.43/74.54 [866]~P46(x8662)+~P13(f7(x8663,x8661,x8662),f3(x8662),x8662)+P13(x8661,f3(x8662),x8662)+P13(x8663,f3(x8662),x8662)
% 74.43/74.54 [867]~P46(x8672)+~P13(f3(x8672),f7(x8673,x8671,x8672),x8672)+P13(x8671,f3(x8672),x8672)+P13(f3(x8672),x8673,x8672)
% 74.43/74.54 [868]~P46(x8682)+~P13(f3(x8682),f7(x8681,x8683,x8682),x8682)+P13(x8681,f3(x8682),x8682)+P13(f3(x8682),x8683,x8682)
% 74.43/74.54 [869]~P46(x8692)+~P13(f3(x8692),f7(x8693,x8691,x8692),x8692)+P13(x8691,f3(x8692),x8692)+P13(f3(x8692),x8691,x8692)
% 74.43/74.54 [870]~P46(x8702)+~P13(f3(x8702),f7(x8701,x8703,x8702),x8702)+P13(x8701,f3(x8702),x8702)+P13(f3(x8702),x8701,x8702)
% 74.43/74.54 [871]~P46(x8712)+~P13(f7(x8713,x8711,x8712),f3(x8712),x8712)+P13(x8711,f3(x8712),x8712)+P13(f3(x8712),x8711,x8712)
% 74.43/74.54 [872]~P46(x8722)+~P13(f7(x8721,x8723,x8722),f3(x8722),x8722)+P13(x8721,f3(x8722),x8722)+P13(f3(x8722),x8721,x8722)
% 74.43/74.54 [873]~P46(x8731)+~P13(f7(x8732,x8733,x8731),f3(x8731),x8731)+P13(f3(x8731),x8732,x8731)+P13(f3(x8731),x8733,x8731)
% 74.43/74.54 [887]~P35(x8871)+~P9(f3(x8871),f7(x8873,x8872,x8871),x8871)+P9(f3(x8871),x8872,x8871)+~P9(f3(x8871),x8873,x8871)
% 74.43/74.54 [888]~P35(x8881)+~P9(f3(x8881),f7(x8882,x8883,x8881),x8881)+P9(f3(x8881),x8882,x8881)+~P9(f3(x8881),x8883,x8881)
% 74.43/74.54 [993]~P13(x9933,x9931,a2)+P9(x9931,x9932,a2)+~P13(x9933,x9932,a2)+~P9(f5(x9931,x9933,a2),f5(x9932,x9933,a2),a2)
% 74.43/74.54 [994]~P13(x9943,x9941,a2)+P13(x9941,x9942,a2)+~P13(x9943,x9942,a2)+~P13(f5(x9941,x9943,a2),f5(x9942,x9943,a2),a2)
% 74.43/74.54 [658]~P9(x6582,f6(x6581),a2)+P58(f51(x6581,x6582))+P58(f51(x6581,x6583))+~P58(f51(x6581,f3(a2)))
% 74.43/74.54 [504]~P40(x5042)+~P16(x5042)+E(x5041,f3(x5042))+~E(f51(f51(f4(x5042),x5043),x5041),x5043)
% 74.43/74.54 [820]~P29(x8201)+~P9(f3(x8201),x8203,x8201)+~P9(f3(x8201),x8202,x8201)+P9(f3(x8201),f51(f51(f4(x8201),x8202),x8203),x8201)
% 74.43/74.54 [821]~P29(x8211)+~P9(f3(x8211),x8213,x8211)+~P13(f3(x8211),x8212,x8211)+P9(f3(x8211),f51(f51(f4(x8211),x8212),x8213),x8211)
% 74.43/74.54 [822]~P29(x8221)+~P9(f3(x8221),x8222,x8221)+~P13(f3(x8221),x8223,x8221)+P9(f3(x8221),f51(f51(f4(x8221),x8222),x8223),x8221)
% 74.43/74.54 [823]~P29(x8231)+~P13(f3(x8231),x8233,x8231)+~P13(f3(x8231),x8232,x8231)+P13(f3(x8231),f51(f51(f4(x8231),x8232),x8233),x8231)
% 74.43/74.54 [824]~P29(x8241)+~P9(x8243,f3(x8241),x8241)+~P9(x8242,f3(x8241),x8241)+P9(f51(f51(f4(x8241),x8242),x8243),f3(x8241),x8241)
% 74.43/74.54 [825]~P29(x8251)+~P9(x8253,f3(x8251),x8251)+~P13(x8252,f3(x8251),x8251)+P9(f51(f51(f4(x8251),x8252),x8253),f3(x8251),x8251)
% 74.43/74.54 [826]~P29(x8261)+~P9(x8262,f3(x8261),x8261)+~P13(x8263,f3(x8261),x8261)+P9(f51(f51(f4(x8261),x8262),x8263),f3(x8261),x8261)
% 74.43/74.54 [827]~P29(x8271)+~P13(x8273,f3(x8271),x8271)+~P13(x8272,f3(x8271),x8271)+P13(f51(f51(f4(x8271),x8272),x8273),f3(x8271),x8271)
% 74.43/74.54 [682]~P33(x6823)+~P9(x6821,x6824,x6823)+P9(x6821,x6822,x6823)+~P9(x6824,x6822,x6823)
% 74.43/74.54 [683]~P33(x6833)+~P13(x6831,x6834,x6833)+P9(x6831,x6832,x6833)+~P9(x6834,x6832,x6833)
% 74.43/74.54 [684]~P33(x6843)+~P13(x6844,x6842,x6843)+P9(x6841,x6842,x6843)+~P9(x6841,x6844,x6843)
% 74.43/74.54 [685]~P34(x6853)+~P9(x6851,x6854,x6853)+P9(x6851,x6852,x6853)+~P9(x6854,x6852,x6853)
% 74.43/74.54 [686]~P34(x6863)+~P13(x6861,x6864,x6863)+P9(x6861,x6862,x6863)+~P9(x6864,x6862,x6863)
% 74.43/74.54 [687]~P34(x6873)+~P13(x6874,x6872,x6873)+P9(x6871,x6872,x6873)+~P9(x6871,x6874,x6873)
% 74.43/74.54 [688]~P33(x6883)+~P13(x6881,x6884,x6883)+P13(x6881,x6882,x6883)+~P13(x6884,x6882,x6883)
% 74.43/74.54 [689]~P34(x6893)+~P13(x6891,x6894,x6893)+P13(x6891,x6892,x6893)+~P13(x6894,x6892,x6893)
% 74.43/74.54 [792]~P3(x7924)+~P9(x7921,x7923,x7924)+~P9(x7921,x7922,x7924)+P9(x7921,f31(x7922,x7923,x7924),x7924)
% 74.43/74.54 [795]~P3(x7954)+~P13(x7951,x7953,x7954)+~P13(x7951,x7952,x7954)+P13(x7951,f31(x7952,x7953,x7954),x7954)
% 74.43/74.54 [796]~P3(x7963)+~P9(x7962,x7964,x7963)+~P9(x7961,x7964,x7963)+P9(f30(x7961,x7962,x7963),x7964,x7963)
% 74.43/74.54 [799]~P3(x7993)+~P13(x7992,x7994,x7993)+~P13(x7991,x7994,x7993)+P13(f30(x7991,x7992,x7993),x7994,x7993)
% 74.43/74.54 [851]~P3(x8513)+P9(x8511,x8512,x8513)+P9(x8511,x8514,x8513)+~P9(x8511,f30(x8512,x8514,x8513),x8513)
% 74.43/74.54 [852]~P3(x8523)+P13(x8521,x8522,x8523)+P13(x8521,x8524,x8523)+~P13(x8521,f30(x8522,x8524,x8523),x8523)
% 74.43/74.54 [853]~P3(x8533)+P9(x8531,x8532,x8533)+P9(x8534,x8532,x8533)+~P9(f31(x8531,x8534,x8533),x8532,x8533)
% 74.43/74.54 [854]~P3(x8543)+P13(x8541,x8542,x8543)+P13(x8544,x8542,x8543)+~P13(f31(x8541,x8544,x8543),x8542,x8543)
% 74.43/74.54 [913]~P46(x9133)+~P9(x9134,x9131,x9133)+~P9(x9132,f3(x9133),x9133)+P9(f7(x9131,x9132,x9133),f7(x9134,x9132,x9133),x9133)
% 74.43/74.54 [916]~P46(x9163)+~P9(x9164,x9162,x9163)+~P9(x9161,f3(x9163),x9163)+P9(f7(x9161,x9162,x9163),f7(x9161,x9164,x9163),x9163)
% 74.43/74.54 [917]~P51(x9173)+~P13(x9174,x9171,x9173)+~P13(x9172,f3(x9173),x9173)+P13(f7(x9171,x9172,x9173),f7(x9174,x9172,x9173),x9173)
% 74.43/74.54 [918]~P51(x9183)+~P13(x9184,x9182,x9183)+~P13(x9181,f3(x9183),x9183)+P13(f7(x9181,x9182,x9183),f7(x9181,x9184,x9183),x9183)
% 74.43/74.54 [919]~P46(x9193)+~P13(x9194,x9192,x9193)+~P9(x9191,f3(x9193),x9193)+P13(f7(x9191,x9192,x9193),f7(x9191,x9194,x9193),x9193)
% 74.43/74.54 [920]~P35(x9203)+~P9(x9201,x9204,x9203)+~P9(f3(x9203),x9202,x9203)+P9(f7(x9201,x9202,x9203),f7(x9204,x9202,x9203),x9203)
% 74.43/74.54 [921]~P46(x9213)+~P9(x9211,x9214,x9213)+~P9(f3(x9213),x9212,x9213)+P9(f7(x9211,x9212,x9213),f7(x9214,x9212,x9213),x9213)
% 74.43/74.54 [922]~P35(x9223)+~P9(x9222,x9224,x9223)+~P9(f3(x9223),x9221,x9223)+P9(f7(x9221,x9222,x9223),f7(x9221,x9224,x9223),x9223)
% 74.43/74.54 [924]~P46(x9243)+~P9(x9242,x9244,x9243)+~P9(f3(x9243),x9241,x9243)+P9(f7(x9241,x9242,x9243),f7(x9241,x9244,x9243),x9243)
% 74.43/74.54 [925]~P42(x9253)+~P9(x9252,x9254,x9253)+~P9(f3(x9253),x9251,x9253)+P9(f7(x9251,x9252,x9253),f7(x9251,x9254,x9253),x9253)
% 74.43/74.54 [926]~P39(x9263)+~P13(x9261,x9264,x9263)+~P13(f3(x9263),x9262,x9263)+P13(f7(x9261,x9262,x9263),f7(x9264,x9262,x9263),x9263)
% 74.43/74.54 [927]~P46(x9273)+~P13(x9272,x9274,x9273)+~P9(f3(x9273),x9271,x9273)+P13(f7(x9271,x9272,x9273),f7(x9271,x9274,x9273),x9273)
% 74.43/74.54 [928]~P39(x9283)+~P13(x9282,x9284,x9283)+~P13(f3(x9283),x9281,x9283)+P13(f7(x9281,x9282,x9283),f7(x9281,x9284,x9283),x9283)
% 74.43/74.54 [929]~P41(x9293)+~P13(x9292,x9294,x9293)+~P13(f3(x9293),x9291,x9293)+P13(f7(x9291,x9292,x9293),f7(x9291,x9294,x9293),x9293)
% 74.43/74.54 [930]~P36(x9303)+~P13(x9301,x9304,x9303)+~P13(f3(x9303),x9301,x9303)+P13(f33(x9301,x9302,x9303),f33(x9304,x9302,x9303),x9303)
% 74.43/74.54 [962]P9(x9622,x9621,x9623)+~P46(x9623)+P9(x9621,x9622,x9623)+~P9(f7(x9624,x9621,x9623),f7(x9624,x9622,x9623),x9623)
% 74.43/74.54 [963]P9(x9632,x9631,x9633)+~P46(x9633)+P9(x9631,x9632,x9633)+~P9(f7(x9631,x9634,x9633),f7(x9632,x9634,x9633),x9633)
% 74.43/74.54 [965]~P46(x9653)+P9(x9651,x9652,x9653)+~P9(f7(x9651,x9654,x9653),f7(x9652,x9654,x9653),x9653)+P9(x9654,f3(x9653),x9653)
% 74.43/74.54 [966]~P46(x9663)+P9(x9661,x9662,x9663)+~P9(f7(x9664,x9661,x9663),f7(x9664,x9662,x9663),x9663)+P9(x9664,f3(x9663),x9663)
% 74.43/74.54 [967]~P46(x9673)+P9(x9671,x9672,x9673)+~P9(f7(x9674,x9672,x9673),f7(x9674,x9671,x9673),x9673)+P9(f3(x9673),x9674,x9673)
% 74.43/74.54 [968]~P46(x9683)+P9(x9681,x9682,x9683)+~P9(f7(x9682,x9684,x9683),f7(x9681,x9684,x9683),x9683)+P9(f3(x9683),x9684,x9683)
% 74.43/74.54 [972]~P46(x9722)+~P9(f7(x9723,x9721,x9722),f7(x9724,x9721,x9722),x9722)+P9(x9721,f3(x9722),x9722)+P9(f3(x9722),x9721,x9722)
% 74.43/74.54 [973]~P46(x9732)+~P9(f7(x9731,x9733,x9732),f7(x9731,x9734,x9732),x9732)+P9(x9731,f3(x9732),x9732)+P9(f3(x9732),x9731,x9732)
% 74.43/74.54 [978]~P46(x9783)+P9(x9781,x9782,x9783)+~P9(f7(x9784,x9782,x9783),f7(x9784,x9781,x9783),x9783)+~P9(x9784,f3(x9783),x9783)
% 74.43/74.54 [979]~P46(x9793)+P13(x9791,x9792,x9793)+~P13(f7(x9794,x9792,x9793),f7(x9794,x9791,x9793),x9793)+~P9(x9794,f3(x9793),x9793)
% 74.43/74.54 [980]~P35(x9803)+P9(x9801,x9802,x9803)+~P9(f7(x9804,x9801,x9803),f7(x9804,x9802,x9803),x9803)+~P13(f3(x9803),x9804,x9803)
% 74.43/74.54 [981]~P35(x9813)+P9(x9811,x9812,x9813)+~P9(f7(x9811,x9814,x9813),f7(x9812,x9814,x9813),x9813)+~P13(f3(x9813),x9814,x9813)
% 74.43/74.54 [982]~P36(x9823)+P9(x9821,x9822,x9823)+~P13(f3(x9823),x9822,x9823)+~P9(f33(x9821,x9824,x9823),f33(x9822,x9824,x9823),x9823)
% 74.43/74.54 [983]~P46(x9833)+P9(x9831,x9832,x9833)+~P9(f7(x9834,x9831,x9833),f7(x9834,x9832,x9833),x9833)+~P9(f3(x9833),x9834,x9833)
% 74.43/74.54 [984]~P47(x9843)+P9(x9841,x9842,x9843)+~P9(f7(x9844,x9841,x9843),f7(x9844,x9842,x9843),x9843)+~P13(f3(x9843),x9844,x9843)
% 74.43/74.54 [985]~P47(x9853)+P9(x9851,x9852,x9853)+~P9(f7(x9851,x9854,x9853),f7(x9852,x9854,x9853),x9853)+~P13(f3(x9853),x9854,x9853)
% 74.43/74.54 [986]~P35(x9863)+P13(x9861,x9862,x9863)+~P13(f7(x9864,x9861,x9863),f7(x9864,x9862,x9863),x9863)+~P9(f3(x9863),x9864,x9863)
% 74.43/74.54 [987]~P35(x9873)+P13(x9871,x9872,x9873)+~P13(f7(x9871,x9874,x9873),f7(x9872,x9874,x9873),x9873)+~P9(f3(x9873),x9874,x9873)
% 74.43/74.54 [988]~P46(x9883)+P13(x9881,x9882,x9883)+~P13(f7(x9884,x9881,x9883),f7(x9884,x9882,x9883),x9883)+~P9(f3(x9883),x9884,x9883)
% 74.43/74.54 [992]~P36(x9923)+P13(x9921,x9922,x9923)+~P13(f3(x9923),x9922,x9923)+~P13(f33(x9921,f32(x9924),x9923),f33(x9922,f32(x9924),x9923),x9923)
% 74.43/74.54 [640]~P40(x6403)+~P16(x6403)+E(x6401,x6402)+~E(f51(f51(f4(x6403),x6404),x6401),f51(f51(f4(x6403),x6404),x6402))
% 74.43/74.54 [807]~P36(x8072)+~P9(x8071,x8074,x8072)+~P9(f3(x8072),x8073,x8072)+P9(x8071,f51(f51(f4(x8072),x8073),x8074),x8072)
% 74.43/74.54 [761]~P28(x7613)+~P9(x7614,x7615,x7613)+P9(x7611,x7612,x7613)+~E(f5(x7614,x7615,x7613),f5(x7611,x7612,x7613))
% 74.43/74.54 [762]~P28(x7623)+~P9(x7624,x7625,x7623)+P9(x7621,x7622,x7623)+~E(f5(x7621,x7622,x7623),f5(x7624,x7625,x7623))
% 74.43/74.54 [763]~P28(x7633)+~P13(x7635,x7634,x7633)+P13(x7631,x7632,x7633)+~E(f5(x7634,x7635,x7633),f5(x7632,x7631,x7633))
% 74.43/74.54 [764]~P28(x7643)+~P13(x7645,x7644,x7643)+P13(x7641,x7642,x7643)+~E(f5(x7642,x7641,x7643),f5(x7644,x7645,x7643))
% 74.43/74.54 [906]~P30(x9061)+~P9(x9063,x9065,x9061)+~P9(x9062,x9064,x9061)+P9(f51(f51(f4(x9061),x9062),x9063),f51(f51(f4(x9061),x9064),x9065),x9061)
% 74.43/74.54 [907]~P30(x9071)+~P9(x9073,x9075,x9071)+~P13(x9072,x9074,x9071)+P9(f51(f51(f4(x9071),x9072),x9073),f51(f51(f4(x9071),x9074),x9075),x9071)
% 74.43/74.54 [908]~P30(x9081)+~P9(x9082,x9084,x9081)+~P13(x9083,x9085,x9081)+P9(f51(f51(f4(x9081),x9082),x9083),f51(f51(f4(x9081),x9084),x9085),x9081)
% 74.43/74.54 [909]~P27(x9091)+~P13(x9093,x9095,x9091)+~P13(x9092,x9094,x9091)+P13(f51(f51(f4(x9091),x9092),x9093),f51(f51(f4(x9091),x9094),x9095),x9091)
% 74.43/74.54 [947]~P28(x9472)+~P13(x9475,x9474,x9472)+~P13(x9471,f51(f51(f4(x9472),x9473),x9475),x9472)+P13(x9471,f51(f51(f4(x9472),x9473),x9474),x9472)
% 74.43/74.54 [1137]~P15(x11371,x11375,x11376)+P15(x11371,x11372,f45(x11373,x11374,x11371,x11372))+~P11(x11371,f22(a11,f9(x11377),x11375,a50,a50),x11374)+~P11(x11371,f22(a11,f22(a11,f9(x11377),x11375,a50,a50),x11372,a50,a50),x11373)
% 74.43/74.54 [1138]~P15(x11383,x11385,x11386)+~P11(x11383,f22(a11,f9(x11387),x11385,a50,a50),x11382)+~P11(x11383,f22(a11,f22(a11,f9(x11387),x11385,a50,a50),x11384,a50,a50),x11381)+E(f23(a48,f45(x11381,x11382,x11383,x11384),x11381,a53,a53),x11382)
% 74.43/74.54 [544]~P2(x5442)+~P57(x5442)+~P43(x5442)+~P44(x5442)+~E(f33(x5441,f3(a2),x5442),f3(x5442))
% 74.43/74.54 [733]~P29(x7332)+~P13(f3(x7332),x7331,x7332)+~P13(f3(x7332),x7333,x7332)+E(x7331,f3(x7332))+~E(f51(f51(f4(x7332),x7333),x7331),f3(x7332))
% 74.43/74.54 [734]~P29(x7342)+~P13(f3(x7342),x7343,x7342)+~P13(f3(x7342),x7341,x7342)+E(x7341,f3(x7342))+~E(f51(f51(f4(x7342),x7341),x7343),f3(x7342))
% 74.43/74.54 [969]~P36(x9693)+~P9(x9691,x9694,x9693)+~P13(f3(x9693),x9691,x9693)+P9(f33(x9691,x9692,x9693),f33(x9694,x9692,x9693),x9693)+~P9(f3(a2),x9692,a2)
% 74.43/74.54 [865]~P36(x8654)+E(x8651,x8652)+~P13(f3(x8654),x8652,x8654)+~P13(f3(x8654),x8651,x8654)+~E(f33(x8651,f32(x8653),x8654),f33(x8652,f32(x8653),x8654))
% 74.43/74.54 [816]~P4(x8162)+~P5(x8162)+~P9(x8161,x8164,x8162)+~P13(f3(x8162),x8163,x8162)+P9(x8161,f51(f51(f4(x8162),x8163),x8164),x8162)
% 74.43/74.54 [817]~P4(x8172)+~P5(x8172)+~P13(x8171,x8174,x8172)+~P9(f3(x8172),x8173,x8172)+P9(x8171,f51(f51(f4(x8172),x8173),x8174),x8172)
% 74.43/74.54 [818]~P4(x8182)+~P5(x8182)+~P13(x8181,x8184,x8182)+~P13(f3(x8182),x8183,x8182)+P13(x8181,f51(f51(f4(x8182),x8183),x8184),x8182)
% 74.43/74.54 [819]~P4(x8192)+~P5(x8192)+~P13(x8191,x8193,x8192)+~P13(f3(x8192),x8194,x8192)+P13(x8191,f51(f51(f4(x8192),x8193),x8194),x8192)
% 74.43/74.54 [955]~P40(x9554)+~P16(x9554)+E(x9551,x9552)+E(x9553,f3(x9554))+~E(f51(f51(f4(x9554),x9555),f7(x9553,x9551,x9554)),f51(f51(f4(x9554),x9555),f7(x9553,x9552,x9554)))
% 74.43/74.54 [1025]~P40(x10255)+~P16(x10255)+E(x10251,x10252)+E(x10253,x10254)+~E(f51(f51(f4(x10255),f7(x10253,x10251,x10255)),f7(x10254,x10252,x10255)),f51(f51(f4(x10255),f7(x10253,x10252,x10255)),f7(x10254,x10251,x10255)))
% 74.43/74.54 [491]~P2(x4912)+~P57(x4912)+~P43(x4912)+~P44(x4912)+E(x4911,f3(a2))+E(f33(f3(x4912),x4911,x4912),f3(x4912))
% 74.43/74.54 [545]~P2(x5452)+~P57(x5452)+~P43(x5452)+~P44(x5452)+~E(f33(x5451,x5453,x5452),f3(x5452))+E(x5451,f3(x5452))
% 74.43/74.54 [931]~P36(x9314)+E(x9311,x9312)+~P13(f3(x9314),x9312,x9314)+~P13(f3(x9314),x9311,x9314)+~E(f33(x9311,x9313,x9314),f33(x9312,x9313,x9314))+~P9(f3(a2),x9313,a2)
% 74.43/74.54 [995]~P35(x9953)+~P9(x9952,x9955,x9953)+~P9(x9951,x9954,x9953)+~P9(f3(x9953),x9954,x9953)+~P13(f3(x9953),x9952,x9953)+P9(f7(x9951,x9952,x9953),f7(x9954,x9955,x9953),x9953)
% 74.43/74.54 [996]~P35(x9963)+~P9(x9962,x9965,x9963)+~P9(x9961,x9964,x9963)+~P13(f3(x9963),x9962,x9963)+~P13(f3(x9963),x9961,x9963)+P9(f7(x9961,x9962,x9963),f7(x9964,x9965,x9963),x9963)
% 74.43/74.54 [997]~P35(x9973)+~P9(x9972,x9975,x9973)+~P13(x9971,x9974,x9973)+~P9(f3(x9973),x9971,x9973)+~P13(f3(x9973),x9972,x9973)+P9(f7(x9971,x9972,x9973),f7(x9974,x9975,x9973),x9973)
% 74.43/74.54 [998]~P35(x9983)+~P9(x9981,x9984,x9983)+~P13(x9982,x9985,x9983)+~P9(f3(x9983),x9982,x9983)+~P13(f3(x9983),x9981,x9983)+P9(f7(x9981,x9982,x9983),f7(x9984,x9985,x9983),x9983)
% 74.43/74.54 [999]~P50(x9993)+~P13(x9992,x9995,x9993)+~P13(x9991,x9994,x9993)+~P13(f3(x9993),x9994,x9993)+~P13(f3(x9993),x9992,x9993)+P13(f7(x9991,x9992,x9993),f7(x9994,x9995,x9993),x9993)
% 74.43/74.54 [1000]~P50(x10003)+~P13(x10002,x10005,x10003)+~P13(x10001,x10004,x10003)+~P13(f3(x10003),x10002,x10003)+~P13(f3(x10003),x10001,x10003)+P13(f7(x10001,x10002,x10003),f7(x10004,x10005,x10003),x10003)
% 74.43/74.54 [1020]~P8(x10202)+~P8(x10201)+~P11(x10206,x10202,x10205)+~P11(f35(x10206,x10203,x10205,a53),x10201,x10207)+P8(f18(x10201,x10202,x10203))+~E(f51(f51(a48,x10204),x10205),a56)
% 74.43/74.54 [1021]~P8(x10212)+~P8(x10211)+~P11(x10216,x10212,x10214)+~P11(f35(x10216,x10213,x10214,a53),x10211,x10217)+P8(f18(x10211,x10212,x10213))+~E(f51(f51(a48,x10214),x10215),a56)
% 74.43/74.54 %EqnAxiom
% 74.43/74.54 [1]E(x11,x11)
% 74.43/74.54 [2]E(x22,x21)+~E(x21,x22)
% 74.43/74.54 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 74.43/74.54 [4]~E(x41,x42)+E(f3(x41),f3(x42))
% 74.43/74.54 [5]~E(x51,x52)+E(f8(x51),f8(x52))
% 74.43/74.54 [6]~E(x61,x62)+E(f22(x61,x63,x64,x65,x66),f22(x62,x63,x64,x65,x66))
% 74.43/74.54 [7]~E(x71,x72)+E(f22(x73,x71,x74,x75,x76),f22(x73,x72,x74,x75,x76))
% 74.43/74.54 [8]~E(x81,x82)+E(f22(x83,x84,x81,x85,x86),f22(x83,x84,x82,x85,x86))
% 74.43/74.54 [9]~E(x91,x92)+E(f22(x93,x94,x95,x91,x96),f22(x93,x94,x95,x92,x96))
% 74.43/74.54 [10]~E(x101,x102)+E(f22(x103,x104,x105,x106,x101),f22(x103,x104,x105,x106,x102))
% 74.43/74.54 [11]~E(x111,x112)+E(f29(x111),f29(x112))
% 74.43/74.54 [12]~E(x121,x122)+E(f51(x121,x123),f51(x122,x123))
% 74.43/74.54 [13]~E(x131,x132)+E(f51(x133,x131),f51(x133,x132))
% 74.43/74.54 [14]~E(x141,x142)+E(f9(x141),f9(x142))
% 74.43/74.54 [15]~E(x151,x152)+E(f4(x151),f4(x152))
% 74.43/74.54 [16]~E(x161,x162)+E(f12(x161),f12(x162))
% 74.43/74.54 [17]~E(x171,x172)+E(f5(x171,x173,x174),f5(x172,x173,x174))
% 74.43/74.54 [18]~E(x181,x182)+E(f5(x183,x181,x184),f5(x183,x182,x184))
% 74.43/74.54 [19]~E(x191,x192)+E(f5(x193,x194,x191),f5(x193,x194,x192))
% 74.43/74.54 [20]~E(x201,x202)+E(f15(x201,x203),f15(x202,x203))
% 74.43/74.54 [21]~E(x211,x212)+E(f15(x213,x211),f15(x213,x212))
% 74.43/74.54 [22]~E(x221,x222)+E(f7(x221,x223,x224),f7(x222,x223,x224))
% 74.43/74.54 [23]~E(x231,x232)+E(f7(x233,x231,x234),f7(x233,x232,x234))
% 74.43/74.54 [24]~E(x241,x242)+E(f7(x243,x244,x241),f7(x243,x244,x242))
% 74.43/74.54 [25]~E(x251,x252)+E(f40(x251,x253,x254,x255),f40(x252,x253,x254,x255))
% 74.43/74.54 [26]~E(x261,x262)+E(f40(x263,x261,x264,x265),f40(x263,x262,x264,x265))
% 74.43/74.54 [27]~E(x271,x272)+E(f40(x273,x274,x271,x275),f40(x273,x274,x272,x275))
% 74.43/74.54 [28]~E(x281,x282)+E(f40(x283,x284,x285,x281),f40(x283,x284,x285,x282))
% 74.43/74.54 [29]~E(x291,x292)+E(f28(x291,x293),f28(x292,x293))
% 74.43/74.54 [30]~E(x301,x302)+E(f28(x303,x301),f28(x303,x302))
% 74.43/74.54 [31]~E(x311,x312)+E(f17(x311,x313,x314),f17(x312,x313,x314))
% 74.43/74.54 [32]~E(x321,x322)+E(f17(x323,x321,x324),f17(x323,x322,x324))
% 74.43/74.54 [33]~E(x331,x332)+E(f17(x333,x334,x331),f17(x333,x334,x332))
% 74.43/74.54 [34]~E(x341,x342)+E(f21(x341,x343,x344),f21(x342,x343,x344))
% 74.43/74.54 [35]~E(x351,x352)+E(f21(x353,x351,x354),f21(x353,x352,x354))
% 74.43/74.54 [36]~E(x361,x362)+E(f21(x363,x364,x361),f21(x363,x364,x362))
% 74.43/74.54 [37]~E(x371,x372)+E(f23(x371,x373,x374,x375,x376),f23(x372,x373,x374,x375,x376))
% 74.43/74.54 [38]~E(x381,x382)+E(f23(x383,x381,x384,x385,x386),f23(x383,x382,x384,x385,x386))
% 74.43/74.54 [39]~E(x391,x392)+E(f23(x393,x394,x391,x395,x396),f23(x393,x394,x392,x395,x396))
% 74.43/74.54 [40]~E(x401,x402)+E(f23(x403,x404,x405,x401,x406),f23(x403,x404,x405,x402,x406))
% 74.43/74.54 [41]~E(x411,x412)+E(f23(x413,x414,x415,x416,x411),f23(x413,x414,x415,x416,x412))
% 74.43/74.54 [42]~E(x421,x422)+E(f31(x421,x423,x424),f31(x422,x423,x424))
% 74.43/74.54 [43]~E(x431,x432)+E(f31(x433,x431,x434),f31(x433,x432,x434))
% 74.43/74.54 [44]~E(x441,x442)+E(f31(x443,x444,x441),f31(x443,x444,x442))
% 74.43/74.54 [45]~E(x451,x452)+E(f10(x451),f10(x452))
% 74.43/74.54 [46]~E(x461,x462)+E(f45(x461,x463,x464,x465),f45(x462,x463,x464,x465))
% 74.43/74.54 [47]~E(x471,x472)+E(f45(x473,x471,x474,x475),f45(x473,x472,x474,x475))
% 74.43/74.54 [48]~E(x481,x482)+E(f45(x483,x484,x481,x485),f45(x483,x484,x482,x485))
% 74.43/74.54 [49]~E(x491,x492)+E(f45(x493,x494,x495,x491),f45(x493,x494,x495,x492))
% 74.43/74.54 [50]~E(x501,x502)+E(f32(x501),f32(x502))
% 74.43/74.54 [51]~E(x511,x512)+E(f33(x511,x513,x514),f33(x512,x513,x514))
% 74.43/74.54 [52]~E(x521,x522)+E(f33(x523,x521,x524),f33(x523,x522,x524))
% 74.43/74.54 [53]~E(x531,x532)+E(f33(x533,x534,x531),f33(x533,x534,x532))
% 74.43/74.54 [54]~E(x541,x542)+E(f39(x541,x543,x544,x545),f39(x542,x543,x544,x545))
% 74.43/74.54 [55]~E(x551,x552)+E(f39(x553,x551,x554,x555),f39(x553,x552,x554,x555))
% 74.43/74.54 [56]~E(x561,x562)+E(f39(x563,x564,x561,x565),f39(x563,x564,x562,x565))
% 74.43/74.54 [57]~E(x571,x572)+E(f39(x573,x574,x575,x571),f39(x573,x574,x575,x572))
% 74.43/74.54 [58]~E(x581,x582)+E(f16(x581,x583,x584),f16(x582,x583,x584))
% 74.43/74.54 [59]~E(x591,x592)+E(f16(x593,x591,x594),f16(x593,x592,x594))
% 74.43/74.54 [60]~E(x601,x602)+E(f16(x603,x604,x601),f16(x603,x604,x602))
% 74.43/74.54 [61]~E(x611,x612)+E(f30(x611,x613,x614),f30(x612,x613,x614))
% 74.43/74.54 [62]~E(x621,x622)+E(f30(x623,x621,x624),f30(x623,x622,x624))
% 74.43/74.54 [63]~E(x631,x632)+E(f30(x633,x634,x631),f30(x633,x634,x632))
% 74.43/74.54 [64]~E(x641,x642)+E(f37(x641,x643),f37(x642,x643))
% 74.43/74.54 [65]~E(x651,x652)+E(f37(x653,x651),f37(x653,x652))
% 74.43/74.54 [66]~E(x661,x662)+E(f18(x661,x663,x664),f18(x662,x663,x664))
% 74.43/74.54 [67]~E(x671,x672)+E(f18(x673,x671,x674),f18(x673,x672,x674))
% 74.43/74.54 [68]~E(x681,x682)+E(f18(x683,x684,x681),f18(x683,x684,x682))
% 74.43/74.54 [69]~E(x691,x692)+E(f20(x691),f20(x692))
% 74.43/74.54 [70]~E(x701,x702)+E(f34(x701),f34(x702))
% 74.43/74.54 [71]~E(x711,x712)+E(f25(x711,x713),f25(x712,x713))
% 74.43/74.54 [72]~E(x721,x722)+E(f25(x723,x721),f25(x723,x722))
% 74.43/74.54 [73]~E(x731,x732)+E(f24(x731,x733,x734),f24(x732,x733,x734))
% 74.43/74.54 [74]~E(x741,x742)+E(f24(x743,x741,x744),f24(x743,x742,x744))
% 74.43/74.54 [75]~E(x751,x752)+E(f24(x753,x754,x751),f24(x753,x754,x752))
% 74.43/74.54 [76]~E(x761,x762)+E(f14(x761,x763,x764,x765,x766),f14(x762,x763,x764,x765,x766))
% 74.43/74.54 [77]~E(x771,x772)+E(f14(x773,x771,x774,x775,x776),f14(x773,x772,x774,x775,x776))
% 74.43/74.54 [78]~E(x781,x782)+E(f14(x783,x784,x781,x785,x786),f14(x783,x784,x782,x785,x786))
% 74.43/74.54 [79]~E(x791,x792)+E(f14(x793,x794,x795,x791,x796),f14(x793,x794,x795,x792,x796))
% 74.43/74.54 [80]~E(x801,x802)+E(f14(x803,x804,x805,x806,x801),f14(x803,x804,x805,x806,x802))
% 74.43/74.54 [81]~E(x811,x812)+E(f13(x811,x813,x814,x815,x816),f13(x812,x813,x814,x815,x816))
% 74.43/74.54 [82]~E(x821,x822)+E(f13(x823,x821,x824,x825,x826),f13(x823,x822,x824,x825,x826))
% 74.43/74.54 [83]~E(x831,x832)+E(f13(x833,x834,x831,x835,x836),f13(x833,x834,x832,x835,x836))
% 74.43/74.54 [84]~E(x841,x842)+E(f13(x843,x844,x845,x841,x846),f13(x843,x844,x845,x842,x846))
% 74.43/74.54 [85]~E(x851,x852)+E(f13(x853,x854,x855,x856,x851),f13(x853,x854,x855,x856,x852))
% 74.43/74.54 [86]~E(x861,x862)+E(f27(x861,x863),f27(x862,x863))
% 74.43/74.54 [87]~E(x871,x872)+E(f27(x873,x871),f27(x873,x872))
% 74.43/74.54 [88]~E(x881,x882)+E(f41(x881,x883,x884),f41(x882,x883,x884))
% 74.43/74.54 [89]~E(x891,x892)+E(f41(x893,x891,x894),f41(x893,x892,x894))
% 74.43/74.54 [90]~E(x901,x902)+E(f41(x903,x904,x901),f41(x903,x904,x902))
% 74.43/74.54 [91]~E(x911,x912)+E(f26(x911,x913,x914,x915),f26(x912,x913,x914,x915))
% 74.43/74.54 [92]~E(x921,x922)+E(f26(x923,x921,x924,x925),f26(x923,x922,x924,x925))
% 74.43/74.54 [93]~E(x931,x932)+E(f26(x933,x934,x931,x935),f26(x933,x934,x932,x935))
% 74.43/74.54 [94]~E(x941,x942)+E(f26(x943,x944,x945,x941),f26(x943,x944,x945,x942))
% 74.43/74.54 [95]~E(x951,x952)+E(f35(x951,x953,x954,x955),f35(x952,x953,x954,x955))
% 74.43/74.54 [96]~E(x961,x962)+E(f35(x963,x961,x964,x965),f35(x963,x962,x964,x965))
% 74.43/74.54 [97]~E(x971,x972)+E(f35(x973,x974,x971,x975),f35(x973,x974,x972,x975))
% 74.43/74.54 [98]~E(x981,x982)+E(f35(x983,x984,x985,x981),f35(x983,x984,x985,x982))
% 74.43/74.54 [99]~E(x991,x992)+E(f46(x991,x993,x994,x995),f46(x992,x993,x994,x995))
% 74.43/74.54 [100]~E(x1001,x1002)+E(f46(x1003,x1001,x1004,x1005),f46(x1003,x1002,x1004,x1005))
% 74.43/74.54 [101]~E(x1011,x1012)+E(f46(x1013,x1014,x1011,x1015),f46(x1013,x1014,x1012,x1015))
% 74.43/74.54 [102]~E(x1021,x1022)+E(f46(x1023,x1024,x1025,x1021),f46(x1023,x1024,x1025,x1022))
% 74.43/74.54 [103]~E(x1031,x1032)+E(f68(x1031),f68(x1032))
% 74.43/74.54 [104]~E(x1041,x1042)+E(f19(x1041,x1043),f19(x1042,x1043))
% 74.43/74.54 [105]~E(x1051,x1052)+E(f19(x1053,x1051),f19(x1053,x1052))
% 74.43/74.54 [106]~E(x1061,x1062)+E(f43(x1061,x1063,x1064),f43(x1062,x1063,x1064))
% 74.43/74.54 [107]~E(x1071,x1072)+E(f43(x1073,x1071,x1074),f43(x1073,x1072,x1074))
% 74.43/74.54 [108]~E(x1081,x1082)+E(f43(x1083,x1084,x1081),f43(x1083,x1084,x1082))
% 74.43/74.54 [109]~E(x1091,x1092)+E(f47(x1091,x1093,x1094,x1095),f47(x1092,x1093,x1094,x1095))
% 74.43/74.54 [110]~E(x1101,x1102)+E(f47(x1103,x1101,x1104,x1105),f47(x1103,x1102,x1104,x1105))
% 74.43/74.54 [111]~E(x1111,x1112)+E(f47(x1113,x1114,x1111,x1115),f47(x1113,x1114,x1112,x1115))
% 74.43/74.54 [112]~E(x1121,x1122)+E(f47(x1123,x1124,x1125,x1121),f47(x1123,x1124,x1125,x1122))
% 74.43/74.54 [113]~E(x1131,x1132)+E(f36(x1131),f36(x1132))
% 74.43/74.54 [114]~E(x1141,x1142)+E(f42(x1141,x1143,x1144,x1145),f42(x1142,x1143,x1144,x1145))
% 74.43/74.54 [115]~E(x1151,x1152)+E(f42(x1153,x1151,x1154,x1155),f42(x1153,x1152,x1154,x1155))
% 74.43/74.54 [116]~E(x1161,x1162)+E(f42(x1163,x1164,x1161,x1165),f42(x1163,x1164,x1162,x1165))
% 74.43/74.54 [117]~E(x1171,x1172)+E(f42(x1173,x1174,x1175,x1171),f42(x1173,x1174,x1175,x1172))
% 74.43/74.54 [118]~E(x1181,x1182)+E(f44(x1181,x1183,x1184,x1185),f44(x1182,x1183,x1184,x1185))
% 74.43/74.54 [119]~E(x1191,x1192)+E(f44(x1193,x1191,x1194,x1195),f44(x1193,x1192,x1194,x1195))
% 74.43/74.54 [120]~E(x1201,x1202)+E(f44(x1203,x1204,x1201,x1205),f44(x1203,x1204,x1202,x1205))
% 74.43/74.54 [121]~E(x1211,x1212)+E(f44(x1213,x1214,x1215,x1211),f44(x1213,x1214,x1215,x1212))
% 74.43/74.54 [122]~E(x1221,x1222)+E(f67(x1221),f67(x1222))
% 74.43/74.54 [123]~E(x1231,x1232)+E(f38(x1231,x1233),f38(x1232,x1233))
% 74.43/74.54 [124]~E(x1241,x1242)+E(f38(x1243,x1241),f38(x1243,x1242))
% 74.43/74.54 [125]~E(x1251,x1252)+E(f6(x1251),f6(x1252))
% 74.43/74.54 [126]~E(x1261,x1262)+E(f65(x1261),f65(x1262))
% 74.43/74.54 [127]~E(x1271,x1272)+E(f54(x1271,x1273),f54(x1272,x1273))
% 74.43/74.54 [128]~E(x1281,x1282)+E(f54(x1283,x1281),f54(x1283,x1282))
% 74.43/74.54 [129]~E(x1291,x1292)+E(f66(x1291),f66(x1292))
% 74.43/74.54 [130]~P1(x1301)+P1(x1302)+~E(x1301,x1302)
% 74.43/74.54 [131]~P2(x1311)+P2(x1312)+~E(x1311,x1312)
% 74.43/74.54 [132]~P35(x1321)+P35(x1322)+~E(x1321,x1322)
% 74.43/74.54 [133]~P3(x1331)+P3(x1332)+~E(x1331,x1332)
% 74.43/74.54 [134]~P36(x1341)+P36(x1342)+~E(x1341,x1342)
% 74.43/74.54 [135]~P4(x1351)+P4(x1352)+~E(x1351,x1352)
% 74.43/74.54 [136]~P5(x1361)+P5(x1362)+~E(x1361,x1362)
% 74.43/74.54 [137]~P37(x1371)+P37(x1372)+~E(x1371,x1372)
% 74.43/74.54 [138]~P22(x1381)+P22(x1382)+~E(x1381,x1382)
% 74.43/74.54 [139]~P27(x1391)+P27(x1392)+~E(x1391,x1392)
% 74.43/74.54 [140]~P23(x1401)+P23(x1402)+~E(x1401,x1402)
% 74.43/74.54 [141]~P29(x1411)+P29(x1412)+~E(x1411,x1412)
% 74.43/74.54 [142]~P33(x1421)+P33(x1422)+~E(x1421,x1422)
% 74.43/74.54 [143]~P34(x1431)+P34(x1432)+~E(x1431,x1432)
% 74.43/74.54 [144]~P6(x1441)+P6(x1442)+~E(x1441,x1442)
% 74.43/74.54 [145]~P31(x1451)+P31(x1452)+~E(x1451,x1452)
% 74.43/74.54 [146]~P32(x1461)+P32(x1462)+~E(x1461,x1462)
% 74.43/74.54 [147]~P7(x1471)+P7(x1472)+~E(x1471,x1472)
% 74.43/74.54 [148]~P47(x1481)+P47(x1482)+~E(x1481,x1482)
% 74.43/74.54 [149]~P48(x1491)+P48(x1492)+~E(x1491,x1492)
% 74.43/74.54 [150]~P49(x1501)+P49(x1502)+~E(x1501,x1502)
% 74.43/74.54 [151]~P8(x1511)+P8(x1512)+~E(x1511,x1512)
% 74.43/74.54 [152]~P56(x1521)+P56(x1522)+~E(x1521,x1522)
% 74.43/74.54 [153]~P30(x1531)+P30(x1532)+~E(x1531,x1532)
% 74.43/74.54 [154]~P18(x1541)+P18(x1542)+~E(x1541,x1542)
% 74.43/74.54 [155]~P21(x1551)+P21(x1552)+~E(x1551,x1552)
% 74.43/74.54 [156]~P39(x1561)+P39(x1562)+~E(x1561,x1562)
% 74.43/74.54 [157]~P41(x1571)+P41(x1572)+~E(x1571,x1572)
% 74.43/74.54 [158]~P42(x1581)+P42(x1582)+~E(x1581,x1582)
% 74.43/74.54 [159]~P50(x1591)+P50(x1592)+~E(x1591,x1592)
% 74.43/74.54 [160]~P57(x1601)+P57(x1602)+~E(x1601,x1602)
% 74.43/74.54 [161]~P43(x1611)+P43(x1612)+~E(x1611,x1612)
% 74.43/74.54 [162]~P44(x1621)+P44(x1622)+~E(x1621,x1622)
% 74.43/74.54 [163]~P24(x1631)+P24(x1632)+~E(x1631,x1632)
% 74.43/74.54 [164]~P19(x1641)+P19(x1642)+~E(x1641,x1642)
% 74.43/74.54 [165]~P38(x1651)+P38(x1652)+~E(x1651,x1652)
% 74.43/74.54 [166]P13(x1662,x1663,x1664)+~E(x1661,x1662)+~P13(x1661,x1663,x1664)
% 74.43/74.54 [167]P13(x1673,x1672,x1674)+~E(x1671,x1672)+~P13(x1673,x1671,x1674)
% 74.43/74.54 [168]P13(x1683,x1684,x1682)+~E(x1681,x1682)+~P13(x1683,x1684,x1681)
% 74.43/74.54 [169]P11(x1692,x1693,x1694)+~E(x1691,x1692)+~P11(x1691,x1693,x1694)
% 74.43/74.54 [170]P11(x1703,x1702,x1704)+~E(x1701,x1702)+~P11(x1703,x1701,x1704)
% 74.43/74.54 [171]P11(x1713,x1714,x1712)+~E(x1711,x1712)+~P11(x1713,x1714,x1711)
% 74.43/74.54 [172]P9(x1722,x1723,x1724)+~E(x1721,x1722)+~P9(x1721,x1723,x1724)
% 74.43/74.54 [173]P9(x1733,x1732,x1734)+~E(x1731,x1732)+~P9(x1733,x1731,x1734)
% 74.43/74.54 [174]P9(x1743,x1744,x1742)+~E(x1741,x1742)+~P9(x1743,x1744,x1741)
% 74.43/74.54 [175]~P46(x1751)+P46(x1752)+~E(x1751,x1752)
% 74.43/74.54 [176]P14(x1762,x1763,x1764)+~E(x1761,x1762)+~P14(x1761,x1763,x1764)
% 74.43/74.54 [177]P14(x1773,x1772,x1774)+~E(x1771,x1772)+~P14(x1773,x1771,x1774)
% 74.43/74.54 [178]P14(x1783,x1784,x1782)+~E(x1781,x1782)+~P14(x1783,x1784,x1781)
% 74.43/74.54 [179]~P51(x1791)+P51(x1792)+~E(x1791,x1792)
% 74.43/74.54 [180]P10(x1802,x1803,x1804,x1805,x1806,x1807)+~E(x1801,x1802)+~P10(x1801,x1803,x1804,x1805,x1806,x1807)
% 74.43/74.54 [181]P10(x1813,x1812,x1814,x1815,x1816,x1817)+~E(x1811,x1812)+~P10(x1813,x1811,x1814,x1815,x1816,x1817)
% 74.43/74.54 [182]P10(x1823,x1824,x1822,x1825,x1826,x1827)+~E(x1821,x1822)+~P10(x1823,x1824,x1821,x1825,x1826,x1827)
% 74.43/74.54 [183]P10(x1833,x1834,x1835,x1832,x1836,x1837)+~E(x1831,x1832)+~P10(x1833,x1834,x1835,x1831,x1836,x1837)
% 74.43/74.54 [184]P10(x1843,x1844,x1845,x1846,x1842,x1847)+~E(x1841,x1842)+~P10(x1843,x1844,x1845,x1846,x1841,x1847)
% 74.43/74.54 [185]P10(x1853,x1854,x1855,x1856,x1857,x1852)+~E(x1851,x1852)+~P10(x1853,x1854,x1855,x1856,x1857,x1851)
% 74.43/74.54 [186]~P16(x1861)+P16(x1862)+~E(x1861,x1862)
% 74.43/74.54 [187]~P58(x1871)+P58(x1872)+~E(x1871,x1872)
% 74.43/74.54 [188]~P55(x1881)+P55(x1882)+~E(x1881,x1882)
% 74.43/74.54 [189]P12(x1892,x1893)+~E(x1891,x1892)+~P12(x1891,x1893)
% 74.43/74.54 [190]P12(x1903,x1902)+~E(x1901,x1902)+~P12(x1903,x1901)
% 74.43/74.54 [191]~P26(x1911)+P26(x1912)+~E(x1911,x1912)
% 74.43/74.54 [192]~P28(x1921)+P28(x1922)+~E(x1921,x1922)
% 74.43/74.54 [193]~P40(x1931)+P40(x1932)+~E(x1931,x1932)
% 74.43/74.54 [194]~P45(x1941)+P45(x1942)+~E(x1941,x1942)
% 74.43/74.54 [195]~P17(x1951)+P17(x1952)+~E(x1951,x1952)
% 74.43/74.54 [196]~P20(x1961)+P20(x1962)+~E(x1961,x1962)
% 74.43/74.54 [197]~P25(x1971)+P25(x1972)+~E(x1971,x1972)
% 74.43/74.54 [198]P15(x1982,x1983,x1984)+~E(x1981,x1982)+~P15(x1981,x1983,x1984)
% 74.43/74.54 [199]P15(x1993,x1992,x1994)+~E(x1991,x1992)+~P15(x1993,x1991,x1994)
% 74.43/74.54 [200]P15(x2003,x2004,x2002)+~E(x2001,x2002)+~P15(x2003,x2004,x2001)
% 74.43/74.54 [201]~P52(x2011)+P52(x2012)+~E(x2011,x2012)
% 74.43/74.54 [202]~P54(x2021)+P54(x2022)+~E(x2021,x2022)
% 74.43/74.54 [203]~P53(x2031)+P53(x2032)+~E(x2031,x2032)
% 74.43/74.54
% 74.43/74.54 %-------------------------------------------
% 74.66/74.64 cnf(1139,plain,
% 74.66/74.64 (E(a62,a1)),
% 74.66/74.64 inference(scs_inference,[],[204,2])).
% 74.66/74.64 cnf(1140,plain,
% 74.66/74.64 (~P9(f32(x11401),x11401,a2)),
% 74.66/74.64 inference(scs_inference,[],[204,414,2,552])).
% 74.66/74.64 cnf(1142,plain,
% 74.66/74.64 (P13(x11421,f32(x11421),a2)),
% 74.66/74.64 inference(scs_inference,[],[204,414,2,552,506])).
% 74.66/74.64 cnf(1144,plain,
% 74.66/74.64 (~P14(f32(x11441),x11441,x11442)),
% 74.66/74.64 inference(scs_inference,[],[204,391,414,2,552,506,469])).
% 74.66/74.64 cnf(1146,plain,
% 74.66/74.64 (~P10(x11461,x11462,a11,x11463,f10(x11464),x11465)),
% 74.66/74.64 inference(scs_inference,[],[204,391,414,402,2,552,506,469,1105])).
% 74.66/74.64 cnf(1147,plain,
% 74.66/74.64 (~E(f51(f51(a11,x11471),x11472),f10(x11473))),
% 74.66/74.64 inference(rename_variables,[],[402])).
% 74.66/74.64 cnf(1149,plain,
% 74.66/74.64 (P13(x11491,f7(f51(f51(f4(a2),x11491),x11492),f51(f51(f4(a2),x11491),x11492),a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[204,391,414,310,402,2,552,506,469,1105,731])).
% 74.66/74.64 cnf(1150,plain,
% 74.66/74.64 (P13(x11501,f7(x11501,x11501,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1153,plain,
% 74.66/74.64 (P13(x11531,f7(x11531,x11531,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1155,plain,
% 74.66/74.64 (P9(x11551,f32(f51(f51(f4(a2),x11552),f51(f51(f4(a2),x11551),x11553))),a2)),
% 74.66/74.64 inference(scs_inference,[],[204,391,414,310,1150,402,324,2,552,506,469,1105,731,730,729])).
% 74.66/74.64 cnf(1156,plain,
% 74.66/74.64 (P9(x11561,f32(f51(f51(f4(a2),x11562),x11561)),a2)),
% 74.66/74.64 inference(rename_variables,[],[324])).
% 74.66/74.64 cnf(1158,plain,
% 74.66/74.64 (~P9(x11581,f5(x11581,x11582,a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,414,310,1150,402,324,2,552,506,469,1105,731,730,729,693])).
% 74.66/74.64 cnf(1159,plain,
% 74.66/74.64 (~P9(x11591,x11591,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1161,plain,
% 74.66/74.64 (~P13(f32(f51(f51(f4(a2),x11611),x11612)),x11611,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,414,310,1150,402,324,2,552,506,469,1105,731,730,729,693,671])).
% 74.66/74.64 cnf(1162,plain,
% 74.66/74.64 (~P13(f32(x11621),x11621,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1165,plain,
% 74.66/74.64 (~P13(f32(x11651),x11651,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1168,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11681),x11682),x11682,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1171,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11711),x11712),x11712,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1174,plain,
% 74.66/74.64 (P13(x11741,f7(x11741,x11741,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1177,plain,
% 74.66/74.64 (P13(x11771,f7(x11771,x11771,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1180,plain,
% 74.66/74.64 (P13(x11801,f7(x11801,x11801,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1182,plain,
% 74.66/74.64 (P9(x11821,f32(f32(x11821)),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,310,1150,1153,1174,1177,402,416,1168,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566])).
% 74.66/74.64 cnf(1183,plain,
% 74.66/74.64 (P9(x11831,f32(x11831),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1187,plain,
% 74.66/74.64 (~P13(f32(f32(x11871)),x11871,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,416,1168,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561])).
% 74.66/74.64 cnf(1188,plain,
% 74.66/74.64 (~P13(f32(x11881),x11881,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1190,plain,
% 74.66/74.64 (~P13(f51(f51(f4(a2),x11901),f32(x11902)),x11902,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,416,1168,1171,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559])).
% 74.66/74.64 cnf(1191,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11911),x11912),x11912,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1193,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11931),f32(x11932)),x11932,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,416,1168,1171,1191,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558])).
% 74.66/74.64 cnf(1194,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11941),x11942),x11942,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1196,plain,
% 74.66/74.64 (P9(x11961,f51(f51(f4(a2),x11962),f32(x11961)),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,416,1168,1171,1191,1194,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519])).
% 74.66/74.64 cnf(1197,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x11971),x11972),x11972,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1200,plain,
% 74.66/74.64 (~E(f32(x12001),x12001)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1203,plain,
% 74.66/74.64 (~E(f51(f51(a11,x12031),x12032),f10(x12033))),
% 74.66/74.64 inference(rename_variables,[],[402])).
% 74.66/74.64 cnf(1206,plain,
% 74.66/74.64 (~E(f51(f51(a11,x12061),x12062),f10(x12063))),
% 74.66/74.64 inference(rename_variables,[],[402])).
% 74.66/74.64 cnf(1209,plain,
% 74.66/74.64 (~E(f51(f51(a11,x12091),x12092),f10(x12093))),
% 74.66/74.64 inference(rename_variables,[],[402])).
% 74.66/74.64 cnf(1212,plain,
% 74.66/74.64 (~E(f51(f51(a48,x12121),x12122),f34(x12123))),
% 74.66/74.64 inference(rename_variables,[],[404])).
% 74.66/74.64 cnf(1215,plain,
% 74.66/74.64 (~E(f51(f51(a48,x12151),x12152),f34(x12153))),
% 74.66/74.64 inference(rename_variables,[],[404])).
% 74.66/74.64 cnf(1218,plain,
% 74.66/74.64 (~E(f51(f51(a48,x12181),x12182),f34(x12183))),
% 74.66/74.64 inference(rename_variables,[],[404])).
% 74.66/74.64 cnf(1220,plain,
% 74.66/74.64 (P13(x12201,f51(f51(f4(a2),f51(f51(f4(a2),x12202),x12201)),x12203),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,404,1212,1215,416,1168,1171,1191,1194,324,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885])).
% 74.66/74.64 cnf(1224,plain,
% 74.66/74.64 (P9(x12241,f51(f51(f4(a2),f32(x12241)),x12242),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,404,1212,1215,416,1168,1171,1191,1194,324,326,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600])).
% 74.66/74.64 cnf(1225,plain,
% 74.66/74.64 (P9(x12251,f32(f51(f51(f4(a2),x12251),x12252)),a2)),
% 74.66/74.64 inference(rename_variables,[],[326])).
% 74.66/74.64 cnf(1227,plain,
% 74.66/74.64 (~P13(f51(f51(f4(a2),f32(x12271)),x12272),x12271,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,404,1212,1215,416,1168,1171,1191,1194,324,326,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586])).
% 74.66/74.64 cnf(1229,plain,
% 74.66/74.64 (P13(f51(f51(f4(a2),f3(a2)),x12291),x12291,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557])).
% 74.66/74.64 cnf(1230,plain,
% 74.66/74.64 (E(f5(f51(f51(f4(a2),x12301),x12302),x12302,a2),x12301)),
% 74.66/74.64 inference(rename_variables,[],[305])).
% 74.66/74.64 cnf(1233,plain,
% 74.66/74.64 (~P9(x12331,x12331,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1236,plain,
% 74.66/74.64 (~P9(x12361,x12361,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1239,plain,
% 74.66/74.64 (~P9(x12391,x12391,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1242,plain,
% 74.66/74.64 (~P9(x12421,x12421,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1244,plain,
% 74.66/74.64 (~P11(f51(a11,x12441),f9(x12442),f10(x12443))),
% 74.66/74.64 inference(scs_inference,[],[406,1159,1233,1236,1239,204,391,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515])).
% 74.66/74.64 cnf(1246,plain,
% 74.66/74.64 (~E(f17(f32(f20(x12461)),x12462,x12461),x12462)),
% 74.66/74.64 inference(scs_inference,[],[406,1159,1233,1236,1239,204,391,1200,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477])).
% 74.66/74.64 cnf(1247,plain,
% 74.66/74.64 (~E(f32(x12471),x12471)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1249,plain,
% 74.66/74.64 (~E(f17(x12491,f32(f20(x12492)),x12492),x12491)),
% 74.66/74.64 inference(scs_inference,[],[406,1159,1233,1236,1239,204,391,1200,1247,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476])).
% 74.66/74.64 cnf(1250,plain,
% 74.66/74.64 (~E(f32(x12501),x12501)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1252,plain,
% 74.66/74.64 (~P9(x12521,f5(f51(f51(f4(a2),x12521),x12522),x12522,a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[406,1159,1233,1236,1239,1242,204,391,1200,1247,268,414,1162,1165,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864])).
% 74.66/74.64 cnf(1253,plain,
% 74.66/74.64 (~P9(x12531,x12531,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1255,plain,
% 74.66/74.64 (~P13(f5(f32(f51(f51(f4(a2),x12551),x12552)),x12552,a2),x12551,a2)),
% 74.66/74.64 inference(scs_inference,[],[406,1159,1233,1236,1239,1242,204,391,1200,1247,268,414,1162,1165,1188,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863])).
% 74.66/74.64 cnf(1256,plain,
% 74.66/74.64 (~P13(f32(x12561),x12561,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1258,plain,
% 74.66/74.64 (P13(f5(f51(f51(f4(a2),x12581),x12582),x12582,a2),x12581,a2)),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,391,1200,1247,268,414,1162,1165,1188,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860])).
% 74.66/74.64 cnf(1259,plain,
% 74.66/74.64 (P13(x12591,x12591,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1261,plain,
% 74.66/74.64 (P9(x12611,f5(f32(f51(f51(f4(a2),x12611),x12612)),x12612,a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,391,1200,1247,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859])).
% 74.66/74.64 cnf(1262,plain,
% 74.66/74.64 (P9(x12621,f32(x12621),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1264,plain,
% 74.66/74.64 (~E(f17(f32(f20(x12641)),x12642,x12641),f20(x12641))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,391,1200,1247,1250,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495])).
% 74.66/74.64 cnf(1265,plain,
% 74.66/74.64 (~E(f32(x12651),x12651)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1267,plain,
% 74.66/74.64 (~E(f17(x12671,f32(f20(x12672)),x12672),f20(x12672))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494])).
% 74.66/74.64 cnf(1268,plain,
% 74.66/74.64 (~E(f32(x12681),x12681)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1270,plain,
% 74.66/74.64 (P11(x12701,f10(f9(x12702)),f51(f51(a48,x12703),f51(f35(x12701,f3(a2),x12703,a53),x12702)))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,293,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018])).
% 74.66/74.64 cnf(1272,plain,
% 74.66/74.64 (P15(f35(a55,a1,a56,a53),a64,f44(a58,f35(a55,a1,a56,a53),a62,a64))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,381,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,293,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082])).
% 74.66/74.64 cnf(1274,plain,
% 74.66/74.64 (P15(f35(a55,a1,a56,a53),a64,f40(a58,f35(a55,a1,a56,a53),f9(a62),a64))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,381,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,293,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081])).
% 74.66/74.64 cnf(1276,plain,
% 74.66/74.64 (P15(f35(a55,a1,a56,a53),a64,f39(a58,f35(a55,a1,a56,a53),f9(a62),a64))),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,381,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,293,402,1147,1203,1206,1209,404,1212,1215,416,1168,1171,1191,1194,324,326,305,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080])).
% 74.66/74.64 cnf(1283,plain,
% 74.66/74.64 (P12(f51(f51(a11,f10(f9(f3(a2)))),x12831),x12831)),
% 74.66/74.64 inference(scs_inference,[],[252,406,1159,1233,1236,1239,1242,204,381,382,391,1200,1247,1250,1265,268,1183,414,1162,1165,1188,310,1150,1153,1174,1177,293,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190])).
% 74.66/74.64 cnf(1286,plain,
% 74.66/74.64 (~P9(x12861,x12861,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1287,plain,
% 74.66/74.64 (~E(x12871,f32(x12871))),
% 74.66/74.64 inference(scs_inference,[],[254,252,406,1159,1233,1236,1239,1242,1253,1286,204,381,382,391,1200,1247,1250,1265,268,1183,1262,414,1162,1165,1188,310,1150,1153,1174,1177,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172])).
% 74.66/74.64 cnf(1288,plain,
% 74.66/74.64 (~P9(x12881,x12881,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1289,plain,
% 74.66/74.64 (P11(f35(a55,a1,a56,a53),f9(a62),a56)),
% 74.66/74.64 inference(scs_inference,[],[254,252,406,1159,1233,1236,1239,1242,1253,1286,204,381,379,388,382,391,1200,1247,1250,1265,268,1183,1262,414,1162,1165,1188,310,1150,1153,1174,1177,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171])).
% 74.66/74.64 cnf(1290,plain,
% 74.66/74.64 (P11(a62,f10(f9(x12901)),f51(f51(a48,x12902),f51(f35(a1,f3(a2),x12902,a53),x12901)))),
% 74.66/74.64 inference(scs_inference,[],[254,252,406,1159,1233,1236,1239,1242,1253,1286,204,381,379,388,382,391,1200,1247,1250,1265,268,1183,1262,414,1162,1165,1188,310,1150,1153,1174,1177,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169])).
% 74.66/74.64 cnf(1292,plain,
% 74.66/74.64 (P13(x12921,f7(x12921,x12921,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1293,plain,
% 74.66/74.64 (~E(f3(a2),f32(x12931))),
% 74.66/74.64 inference(scs_inference,[],[254,252,406,1159,1233,1236,1239,1242,1253,1286,204,256,381,379,388,382,391,1200,1247,1250,1265,268,1183,1262,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166])).
% 74.66/74.64 cnf(1294,plain,
% 74.66/74.64 (P13(f3(a2),x12941,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1296,plain,
% 74.66/74.64 (~E(f32(x12961),x12961)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1298,plain,
% 74.66/74.64 (P13(f5(x12981,x12982,a2),x12981,a2)),
% 74.66/74.64 inference(rename_variables,[],[311])).
% 74.66/74.64 cnf(1299,plain,
% 74.66/74.64 (P13(f3(a2),x12991,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1301,plain,
% 74.66/74.64 (~P11(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),f23(a48,a60,a58,a53,a53))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,406,1159,1233,1236,1239,1242,1253,1286,204,256,1294,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602])).
% 74.66/74.64 cnf(1305,plain,
% 74.66/74.64 (~P9(f32(f51(f51(f4(a2),x13051),x13052)),x13052,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,406,1159,1233,1236,1239,1242,1253,1286,204,217,218,256,1294,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573])).
% 74.66/74.64 cnf(1308,plain,
% 74.66/74.64 (P13(f3(a2),x13081,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1310,plain,
% 74.66/74.64 (E(x13101,f51(f51(f4(a2),f3(a2)),x13101))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,406,1159,1233,1236,1239,1242,1253,1286,204,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627])).
% 74.66/74.64 cnf(1311,plain,
% 74.66/74.64 (P9(x13111,f32(f51(f51(f4(a2),x13112),x13111)),a2)),
% 74.66/74.64 inference(rename_variables,[],[324])).
% 74.66/74.64 cnf(1314,plain,
% 74.66/74.64 (~P9(x13141,x13141,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1315,plain,
% 74.66/74.64 (P9(x13151,f32(x13151),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1318,plain,
% 74.66/74.64 (P9(x13181,f32(x13181),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1320,plain,
% 74.66/74.64 (P9(f32(f32(f3(a2))),f7(f32(f32(f3(a2))),f32(f32(f3(a2))),a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,406,1159,1233,1236,1239,1242,1253,1286,1288,204,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829])).
% 74.66/74.64 cnf(1321,plain,
% 74.66/74.64 (P9(x13211,f32(x13211),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1324,plain,
% 74.66/74.64 (P9(x13241,f32(f51(f51(f4(a2),x13242),x13241)),a2)),
% 74.66/74.64 inference(rename_variables,[],[324])).
% 74.66/74.64 cnf(1327,plain,
% 74.66/74.64 (P13(x13271,x13271,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1329,plain,
% 74.66/74.64 (P13(x13291,f30(x13292,x13291,a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,406,1159,1233,1236,1239,1242,1253,1286,1288,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752])).
% 74.66/74.64 cnf(1330,plain,
% 74.66/74.64 (P13(x13301,x13301,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1332,plain,
% 74.66/74.64 (P9(x13321,f32(f30(x13321,x13322,a2)),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,406,1159,1233,1236,1239,1242,1253,1286,1288,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750])).
% 74.66/74.64 cnf(1333,plain,
% 74.66/74.64 (P9(x13331,f32(x13331),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1335,plain,
% 74.66/74.64 (P9(x13351,f32(f30(x13352,x13351,a2)),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,406,1159,1233,1236,1239,1242,1253,1286,1288,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,1333,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749])).
% 74.66/74.64 cnf(1336,plain,
% 74.66/74.64 (P9(x13361,f32(x13361),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1338,plain,
% 74.66/74.64 (P13(f31(x13381,x13382,a2),x13381,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,406,1159,1233,1236,1239,1242,1253,1286,1288,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,1333,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748])).
% 74.66/74.64 cnf(1339,plain,
% 74.66/74.64 (P13(x13391,x13391,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1341,plain,
% 74.66/74.64 (P13(f31(x13411,x13412,a2),x13412,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,1333,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746])).
% 74.66/74.64 cnf(1342,plain,
% 74.66/74.64 (P13(x13421,x13421,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1344,plain,
% 74.66/74.64 (~P9(x13441,f31(x13441,x13442,a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,1333,414,1162,1165,1188,1256,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710])).
% 74.66/74.64 cnf(1345,plain,
% 74.66/74.64 (~P9(x13451,x13451,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1348,plain,
% 74.66/74.64 (~P9(x13481,x13481,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1351,plain,
% 74.66/74.64 (~P13(f32(x13511),x13511,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1354,plain,
% 74.66/74.64 (~P13(f32(x13541),x13541,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1356,plain,
% 74.66/74.64 (~P9(f30(x13561,x13562,a2),x13561,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,204,208,217,218,256,1294,1299,381,379,388,382,391,1200,1247,1250,1265,1268,268,1183,1262,1315,1318,1321,1333,414,1162,1165,1188,1256,1351,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,324,1156,1311,326,305,323,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702])).
% 74.66/74.64 cnf(1357,plain,
% 74.66/74.64 (~P9(x13571,x13571,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1360,plain,
% 74.66/74.64 (~P9(x13601,x13601,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1363,plain,
% 74.66/74.64 (~P9(x13631,x13631,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1366,plain,
% 74.66/74.64 (P9(x13661,f32(x13661),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1369,plain,
% 74.66/74.64 (~E(f32(x13691),x13691)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1378,plain,
% 74.66/74.64 (~P17(a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,256,1294,1299,410,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501])).
% 74.66/74.64 cnf(1379,plain,
% 74.66/74.64 (E(f5(f3(a2),x13791,a2),f3(a2))),
% 74.66/74.64 inference(rename_variables,[],[265])).
% 74.66/74.64 cnf(1381,plain,
% 74.66/74.64 (~P25(a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,256,1294,1299,410,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500])).
% 74.66/74.64 cnf(1384,plain,
% 74.66/74.64 (~P28(a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,256,1294,1299,410,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718])).
% 74.66/74.64 cnf(1385,plain,
% 74.66/74.64 (~P9(x13851,f3(a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[410])).
% 74.66/74.64 cnf(1392,plain,
% 74.66/74.64 (P13(x13921,x13921,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1393,plain,
% 74.66/74.64 (P13(f3(a2),x13931,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1395,plain,
% 74.66/74.64 (P13(f51(f51(f4(a2),f7(x13951,x13952,a2)),x13953),f51(f51(f4(a2),f7(f3(a2),x13952,a2)),f51(f51(f4(a2),f7(f5(x13951,f3(a2),a2),x13952,a2)),x13953)),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067])).
% 74.66/74.64 cnf(1396,plain,
% 74.66/74.64 (P13(x13961,x13961,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1398,plain,
% 74.66/74.64 (P9(f51(f51(f4(a2),f7(x13981,x13982,a2)),x13983),f51(f51(f4(a2),f7(x13981,x13982,a2)),f32(f51(f51(f4(a2),f7(f5(x13981,x13981,a2),x13982,a2)),x13983))),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066])).
% 74.66/74.64 cnf(1399,plain,
% 74.66/74.64 (P9(x13991,f32(x13991),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1401,plain,
% 74.66/74.64 (P13(f51(f51(f4(a2),f7(f3(a2),x14011,a2)),f51(f51(f4(a2),f7(f5(x14012,f3(a2),a2),x14011,a2)),x14013)),f51(f51(f4(a2),f7(x14012,x14011,a2)),x14013),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065])).
% 74.66/74.64 cnf(1402,plain,
% 74.66/74.64 (P13(x14021,x14021,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1408,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),f7(x14081,x14082,a2)),x14083),f51(f51(f4(a2),f7(x14081,x14082,a2)),f51(f51(f4(a2),f7(f5(x14081,x14081,a2),x14082,a2)),x14083)),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058])).
% 74.66/74.64 cnf(1409,plain,
% 74.66/74.64 (~P9(x14091,x14091,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1412,plain,
% 74.66/74.64 (~P13(f32(x14121),x14121,a2)),
% 74.66/74.64 inference(rename_variables,[],[414])).
% 74.66/74.64 cnf(1414,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),f7(x14141,x14142,a2)),f51(f51(f4(a2),f7(f5(x14141,x14141,a2),x14142,a2)),x14143)),f51(f51(f4(a2),f7(x14141,x14142,a2)),x14143),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056])).
% 74.66/74.64 cnf(1415,plain,
% 74.66/74.64 (~P9(x14151,x14151,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1417,plain,
% 74.66/74.64 (~E(f51(f51(f4(a2),f7(x14171,x14172,a2)),f32(f51(f51(f4(a2),f7(f5(x14171,x14171,a2),x14172,a2)),x14173))),f51(f51(f4(a2),f7(x14171,x14172,a2)),x14173))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,268,1183,1262,1315,1318,1321,1333,1336,1366,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035])).
% 74.66/74.64 cnf(1418,plain,
% 74.66/74.64 (~E(f32(x14181),x14181)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1421,plain,
% 74.66/74.64 (P13(x14211,f7(x14211,x14211,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1424,plain,
% 74.66/74.64 (P13(f3(a2),x14241,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1427,plain,
% 74.66/74.64 (P9(x14271,f32(x14271),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1430,plain,
% 74.66/74.64 (P13(x14301,f7(x14301,x14301,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1433,plain,
% 74.66/74.64 (P13(f3(a2),x14331,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1435,plain,
% 74.66/74.64 (P9(x14351,f32(f32(f51(f51(f4(a2),x14351),x14352))),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,1424,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682])).
% 74.66/74.64 cnf(1436,plain,
% 74.66/74.64 (P9(f5(x14361,x14362,a2),f32(x14361),a2)),
% 74.66/74.64 inference(rename_variables,[],[312])).
% 74.66/74.64 cnf(1438,plain,
% 74.66/74.64 (E(x14381,f5(f51(f51(f4(a2),x14381),f3(a2)),f3(a2),a2))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,1424,410,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643])).
% 74.66/74.64 cnf(1441,plain,
% 74.66/74.64 (~E(f21(x14411,x14412,x14413),x14412)),
% 74.66/74.64 inference(rename_variables,[],[408])).
% 74.66/74.64 cnf(1442,plain,
% 74.66/74.64 (~P9(x14421,f3(a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[410])).
% 74.66/74.64 cnf(1444,plain,
% 74.66/74.64 (~P13(f32(x14441),f3(a2),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,1424,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,408,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591])).
% 74.66/74.64 cnf(1445,plain,
% 74.66/74.64 (~P9(x14451,f3(a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[410])).
% 74.66/74.64 cnf(1448,plain,
% 74.66/74.64 (P13(x14481,x14481,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1449,plain,
% 74.66/74.64 (P13(f3(a2),x14491,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1453,plain,
% 74.66/74.64 (P13(f3(a2),x14531,a2)),
% 74.66/74.64 inference(rename_variables,[],[256])).
% 74.66/74.64 cnf(1454,plain,
% 74.66/74.64 (P13(x14541,x14541,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1456,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f51(f51(f4(a2),f32(f3(a2))),x14561)),x14562)),x14561,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,408,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807])).
% 74.66/74.64 cnf(1457,plain,
% 74.66/74.64 (P9(x14571,f32(x14571),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1459,plain,
% 74.66/74.64 (~P13(f51(f51(f4(a2),f32(x14591)),x14592),x14592,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,228,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,408,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908])).
% 74.66/74.64 cnf(1460,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x14601),x14602),x14602,a2)),
% 74.66/74.64 inference(rename_variables,[],[416])).
% 74.66/74.64 cnf(1462,plain,
% 74.66/74.64 (~P13(f51(f51(f4(a2),x14621),f32(x14622)),x14621,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,204,208,209,217,218,228,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,408,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907])).
% 74.66/74.64 cnf(1466,plain,
% 74.66/74.64 (~P9(x14661,x14661,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1467,plain,
% 74.66/74.64 (P9(x14671,f32(x14671),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1470,plain,
% 74.66/74.64 (~P9(x14701,x14701,a2)),
% 74.66/74.64 inference(rename_variables,[],[406])).
% 74.66/74.64 cnf(1471,plain,
% 74.66/74.64 (P9(x14711,f32(x14711),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1474,plain,
% 74.66/74.64 (~E(f21(x14741,x14742,x14743),x14742)),
% 74.66/74.64 inference(rename_variables,[],[408])).
% 74.66/74.64 cnf(1475,plain,
% 74.66/74.64 (~E(f32(x14751),x14751)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1478,plain,
% 74.66/74.64 (P13(x14781,x14781,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1481,plain,
% 74.66/74.64 (P13(x14811,x14811,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1483,plain,
% 74.66/74.64 (~P13(f51(f51(f4(a2),x14831),f51(f51(f4(a2),f32(f3(a2))),x14832)),x14832,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,207,208,209,210,211,217,218,228,236,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,408,1441,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817])).
% 74.66/74.64 cnf(1485,plain,
% 74.66/74.64 (P9(x14851,f32(x14851),a2)),
% 74.66/74.64 inference(rename_variables,[],[268])).
% 74.66/74.64 cnf(1487,plain,
% 74.66/74.64 (~P9(f51(f51(f4(a2),x14871),f51(f51(f4(a2),x14872),f51(f51(f4(a2),f3(a2)),x14873))),x14873,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,207,208,209,210,211,217,218,228,236,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,408,1441,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,311,293,312,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816])).
% 74.66/74.64 cnf(1488,plain,
% 74.66/74.64 (P13(x14881,x14881,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1491,plain,
% 74.66/74.64 (~E(f32(x14911),x14911)),
% 74.66/74.64 inference(rename_variables,[],[391])).
% 74.66/74.64 cnf(1494,plain,
% 74.66/74.64 (P13(x14941,f7(x14941,x14941,a2),a2)),
% 74.66/74.64 inference(rename_variables,[],[310])).
% 74.66/74.64 cnf(1495,plain,
% 74.66/74.64 (P13(x14951,x14951,a2)),
% 74.66/74.64 inference(rename_variables,[],[252])).
% 74.66/74.64 cnf(1500,plain,
% 74.66/74.64 (~E(f21(x15001,x15002,x15003),x15002)),
% 74.66/74.64 inference(rename_variables,[],[408])).
% 74.66/74.64 cnf(1503,plain,
% 74.66/74.64 (~E(f21(x15031,x15032,x15033),x15032)),
% 74.66/74.64 inference(rename_variables,[],[408])).
% 74.66/74.64 cnf(1505,plain,
% 74.66/74.64 (~P9(f32(x15051),f32(f5(x15051,x15052,a2)),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624])).
% 74.66/74.64 cnf(1507,plain,
% 74.66/74.64 (P13(f32(f5(x15071,x15072,a2)),f32(x15071),a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563])).
% 74.66/74.64 cnf(1515,plain,
% 74.66/74.64 (P13(f8(a2),x15151,a2)),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447])).
% 74.66/74.64 cnf(1525,plain,
% 74.66/74.64 (P34(f54(x15251,a2))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430])).
% 74.66/74.64 cnf(1527,plain,
% 74.66/74.64 (P33(f54(x15271,a2))),
% 74.66/74.64 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429])).
% 74.66/74.64 cnf(1531,plain,
% 74.66/74.64 (P9(f5(f32(f3(a2)),f32(x15311),a2),f32(f3(a2)),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716])).
% 74.66/74.65 cnf(1532,plain,
% 74.66/74.65 (P9(x15321,f32(x15321),a2)),
% 74.66/74.65 inference(rename_variables,[],[268])).
% 74.66/74.65 cnf(1535,plain,
% 74.66/74.65 (P9(x15351,f32(x15351),a2)),
% 74.66/74.65 inference(rename_variables,[],[268])).
% 74.66/74.65 cnf(1537,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f32(f3(a2))),x15371),f3(a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465])).
% 74.66/74.65 cnf(1538,plain,
% 74.66/74.65 (~E(f32(x15381),x15381)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1541,plain,
% 74.66/74.65 (~E(f32(x15411),x15411)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1543,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x15431),f32(f3(a2))),x15431)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463])).
% 74.66/74.65 cnf(1544,plain,
% 74.66/74.65 (~E(f32(x15441),x15441)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1546,plain,
% 74.66/74.65 (~P9(f3(a2),f7(f3(a2),x15461,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737])).
% 74.66/74.65 cnf(1547,plain,
% 74.66/74.65 (~P9(x15471,x15471,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(1550,plain,
% 74.66/74.65 (~P9(x15501,x15501,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(1553,plain,
% 74.66/74.65 (~E(f32(x15531),x15531)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1555,plain,
% 74.66/74.65 (~E(f7(x15551,f32(f32(f3(a2))),a2),f32(f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502])).
% 74.66/74.65 cnf(1556,plain,
% 74.66/74.65 (~E(f32(x15561),x15561)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1591,plain,
% 74.66/74.65 (E(f35(x15911,a1,x15912,x15913),f35(x15911,a62,x15912,x15913))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96])).
% 74.66/74.65 cnf(1684,plain,
% 74.66/74.65 (P12(f22(a11,f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),x16841,a50,a50),f22(a11,f18(f9(f3(a2)),f9(f3(a2)),f3(a2)),x16841,a50,a50))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,410,1385,1442,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,414,1162,1165,1188,1256,1351,1354,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083])).
% 74.66/74.65 cnf(1716,plain,
% 74.66/74.65 (P13(f5(f3(a2),x17161,a2),f5(x17162,x17161,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805])).
% 74.66/74.65 cnf(1722,plain,
% 74.66/74.65 (~P13(f32(f3(a2)),f7(f3(a2),x17221,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786])).
% 74.66/74.65 cnf(1724,plain,
% 74.66/74.65 (~P13(f32(f3(a2)),f7(x17241,f3(a2),a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785])).
% 74.66/74.65 cnf(1726,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),x17261),f3(a2)),f51(f51(f4(a2),x17261),x17262),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760])).
% 74.66/74.65 cnf(1728,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f3(a2)),x17281),f51(f51(f4(a2),x17282),x17281),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759])).
% 74.66/74.65 cnf(1730,plain,
% 74.66/74.65 (P9(f51(f51(f4(a2),x17301),x17302),f51(f51(f4(a2),f32(x17301)),x17302),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757])).
% 74.66/74.65 cnf(1732,plain,
% 74.66/74.65 (P12(f18(f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),x17321,x17322),f18(f18(f9(f3(a2)),f9(f3(a2)),f3(a2)),x17321,x17322))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697])).
% 74.66/74.65 cnf(1758,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f32(x17581)),x17582),f51(f51(f4(a2),x17581),x17582))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572])).
% 74.66/74.65 cnf(1760,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x17601),f32(x17602)),f51(f51(f4(a2),x17601),x17602))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571])).
% 74.66/74.65 cnf(1762,plain,
% 74.66/74.65 (E(f5(x17621,f7(x17621,x17621,a2),a2),f3(a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553])).
% 74.66/74.65 cnf(1776,plain,
% 74.66/74.65 (P12(f19(f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),x17761),f19(f18(f9(f3(a2)),f9(f3(a2)),f3(a2)),x17761))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470])).
% 74.66/74.65 cnf(1788,plain,
% 74.66/74.65 (~E(f32(f21(x17881,x17882,x17883)),f32(x17882))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,204,206,207,208,209,210,211,217,218,220,226,227,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422])).
% 74.66/74.65 cnf(1790,plain,
% 74.66/74.65 (~P9(f3(a2),f5(x17901,x17901,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,217,218,220,226,227,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,312,1436,395,275,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735])).
% 74.66/74.65 cnf(1799,plain,
% 74.66/74.65 (~E(f32(x17991),x17991)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1831,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),f7(x18311,x18312,a2)),f51(f51(f4(a2),f7(f5(x18311,x18311,a2),x18312,a2)),x18313)),f51(f51(f4(a2),f7(x18311,x18312,a2)),x18313))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,220,226,227,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,275,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048])).
% 74.66/74.65 cnf(1845,plain,
% 74.66/74.65 (E(f5(f51(f51(f4(a2),x18451),x18452),x18452,a2),f51(f51(f4(a2),x18451),f5(x18452,x18452,a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,220,226,227,228,234,235,236,237,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,275,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858])).
% 74.66/74.65 cnf(1895,plain,
% 74.66/74.65 (P11(f35(a1,f3(a2),f37(a1,f9(x18951)),a53),f9(x18951),f38(a1,f9(x18951)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,275,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004])).
% 74.66/74.65 cnf(1903,plain,
% 74.66/74.65 (P11(f35(a55,a1,a56,a53),f9(a62),f51(f51(a48,f42(f23(a48,a60,a58,a53,a53),f35(a55,a1,a56,a53),f9(a62),a59)),f23(a48,a60,a58,a53,a53)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,275,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051])).
% 74.66/74.65 cnf(1913,plain,
% 74.66/74.65 (P11(f35(a1,f3(a2),f41(f51(f51(a48,x19131),f51(f35(a1,f3(a2),x19131,a53),x19132)),a1,f9(x19132)),a53),f9(x19132),f43(f51(f51(a48,x19131),f51(f35(a1,f3(a2),x19131,a53),x19132)),a1,f9(x19132)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,275,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015])).
% 74.66/74.65 cnf(1917,plain,
% 74.66/74.65 (~P10(x19171,x19172,f18(f19(a11,x19173),x19174,x19173),x19175,f10(x19176),x19177)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182])).
% 74.66/74.65 cnf(1918,plain,
% 74.66/74.65 (~P10(x19181,f18(f19(a11,x19182),x19183,x19182),x19184,f10(x19185),x19186,x19187)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181])).
% 74.66/74.65 cnf(1920,plain,
% 74.66/74.65 (~P14(f32(f3(a2)),f29(f3(a2)),x19201)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177])).
% 74.66/74.65 cnf(1923,plain,
% 74.66/74.65 (~P13(f32(f3(a2)),f3(a2),f51(f35(x19231,x19232,a2,x19233),x19232))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168])).
% 74.66/74.65 cnf(1924,plain,
% 74.66/74.65 (P38(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165])).
% 74.66/74.65 cnf(1925,plain,
% 74.66/74.65 (P19(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164])).
% 74.66/74.65 cnf(1926,plain,
% 74.66/74.65 (P24(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163])).
% 74.66/74.65 cnf(1927,plain,
% 74.66/74.65 (P44(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162])).
% 74.66/74.65 cnf(1928,plain,
% 74.66/74.65 (P43(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161])).
% 74.66/74.65 cnf(1929,plain,
% 74.66/74.65 (P57(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160])).
% 74.66/74.65 cnf(1930,plain,
% 74.66/74.65 (P50(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159])).
% 74.66/74.65 cnf(1931,plain,
% 74.66/74.65 (P42(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158])).
% 74.66/74.65 cnf(1932,plain,
% 74.66/74.65 (P41(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157])).
% 74.66/74.65 cnf(1933,plain,
% 74.66/74.65 (P39(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156])).
% 74.66/74.65 cnf(1934,plain,
% 74.66/74.65 (P21(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155])).
% 74.66/74.65 cnf(1935,plain,
% 74.66/74.65 (P18(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154])).
% 74.66/74.65 cnf(1936,plain,
% 74.66/74.65 (P30(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153])).
% 74.66/74.65 cnf(1937,plain,
% 74.66/74.65 (P56(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152])).
% 74.66/74.65 cnf(1938,plain,
% 74.66/74.65 (~E(a63,x19381)+P8(x19381)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151])).
% 74.66/74.65 cnf(1939,plain,
% 74.66/74.65 (P49(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150])).
% 74.66/74.65 cnf(1940,plain,
% 74.66/74.65 (P48(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149])).
% 74.66/74.65 cnf(1941,plain,
% 74.66/74.65 (P47(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148])).
% 74.66/74.65 cnf(1942,plain,
% 74.66/74.65 (P7(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147])).
% 74.66/74.65 cnf(1943,plain,
% 74.66/74.65 (P32(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146])).
% 74.66/74.65 cnf(1944,plain,
% 74.66/74.65 (P31(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145])).
% 74.66/74.65 cnf(1945,plain,
% 74.66/74.65 (P6(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144])).
% 74.66/74.65 cnf(1946,plain,
% 74.66/74.65 (P34(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143])).
% 74.66/74.65 cnf(1947,plain,
% 74.66/74.65 (P33(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142])).
% 74.66/74.65 cnf(1948,plain,
% 74.66/74.65 (P29(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141])).
% 74.66/74.65 cnf(1949,plain,
% 74.66/74.65 (P23(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140])).
% 74.66/74.65 cnf(1950,plain,
% 74.66/74.65 (P27(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139])).
% 74.66/74.65 cnf(1951,plain,
% 74.66/74.65 (P22(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138])).
% 74.66/74.65 cnf(1952,plain,
% 74.66/74.65 (P37(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137])).
% 74.66/74.65 cnf(1953,plain,
% 74.66/74.65 (P5(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136])).
% 74.66/74.65 cnf(1954,plain,
% 74.66/74.65 (P4(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135])).
% 74.66/74.65 cnf(1955,plain,
% 74.66/74.65 (P36(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134])).
% 74.66/74.65 cnf(1956,plain,
% 74.66/74.65 (P3(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133])).
% 74.66/74.65 cnf(1957,plain,
% 74.66/74.65 (P35(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132])).
% 74.66/74.65 cnf(1958,plain,
% 74.66/74.65 (P2(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131])).
% 74.66/74.65 cnf(1959,plain,
% 74.66/74.65 (P1(f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130])).
% 74.66/74.65 cnf(1974,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f3(a2)),x19741),f51(f51(f4(a2),x19742),f51(f51(f4(a2),x19743),f51(f51(f4(a2),f3(a2)),x19741))),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529])).
% 74.66/74.65 cnf(1978,plain,
% 74.66/74.65 (P9(f32(f3(a2)),f32(f32(x19781)),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672])).
% 74.66/74.65 cnf(1983,plain,
% 74.66/74.65 (~E(f21(x19831,x19832,x19833),x19832)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(1985,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f21(x19851,f3(a2),x19852)),f21(x19851,f3(a2),x19852)),f32(f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,408,1441,1474,1500,1503,1983,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472])).
% 74.66/74.65 cnf(1986,plain,
% 74.66/74.65 (~E(f21(x19861,x19862,x19863),x19862)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(1992,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f32(f32(f3(a2)))),x19921),f32(f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,408,1441,1474,1500,1503,1983,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490])).
% 74.66/74.65 cnf(1993,plain,
% 74.66/74.65 (~E(f32(x19931),x19931)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(1994,plain,
% 74.66/74.65 (~E(f32(x19941),f3(a2))),
% 74.66/74.65 inference(rename_variables,[],[395])).
% 74.66/74.65 cnf(1997,plain,
% 74.66/74.65 (~E(f32(x19971),x19971)),
% 74.66/74.65 inference(rename_variables,[],[391])).
% 74.66/74.65 cnf(2001,plain,
% 74.66/74.65 (~E(f21(x20011,x20012,x20013),x20012)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(2007,plain,
% 74.66/74.65 (~P11(f35(a55,a1,a56,a53),f22(a11,f9(a62),a64,a50,a50),f32(a58))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093])).
% 74.66/74.65 cnf(2009,plain,
% 74.66/74.65 (P11(f35(a55,a1,a56,a53),f22(a11,f51(f51(a11,f9(a62)),a59),a61,a50,a50),a58)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,364,363,381,242,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093,1084])).
% 74.66/74.65 cnf(2013,plain,
% 74.66/74.65 (P11(a55,f51(f51(a11,a63),f18(a59,a63,a1)),f23(a48,a60,a58,a53,a53))),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,364,363,381,242,385,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,1298,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093,1084,891,876])).
% 74.66/74.65 cnf(2015,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f32(f3(a2))),f32(f3(a2))),f51(f51(f4(a2),f7(f32(f3(a2)),f32(f3(a2)),a2)),f7(f32(f3(a2)),f32(f3(a2)),a2)),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,364,363,381,242,385,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,1298,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093,1084,891,876,875])).
% 74.66/74.65 cnf(2034,plain,
% 74.66/74.65 (P9(f5(f32(x20341),f32(x20341),a2),f5(f32(x20341),f5(x20341,x20342,a2),a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,364,363,381,242,385,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,2001,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,1298,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093,1084,891,876,875,874,653,652,621,588,587,434,942,890])).
% 74.66/74.65 cnf(2038,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f32(f3(a2))),x20381),f51(f51(f4(a2),f3(a2)),x20381),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,254,252,1259,1327,1330,1339,1342,1392,1396,1402,1448,1454,1478,1481,1488,1495,406,1159,1233,1236,1239,1242,1253,1286,1288,1314,1345,1348,1357,1360,1363,1409,1415,1466,1470,1547,1550,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,248,256,1294,1299,1308,1393,1424,1433,1449,1453,410,1385,1442,1445,364,363,381,242,385,379,388,382,391,1200,1247,1250,1265,1268,1296,1369,1418,1475,1491,1538,1541,1544,1553,1556,1799,1993,1997,408,1441,1474,1500,1503,1983,1986,2001,398,268,1183,1262,1315,1318,1321,1333,1336,1366,1399,1427,1457,1467,1471,1485,1532,1535,414,1162,1165,1188,1256,1351,1354,1412,310,1150,1153,1174,1177,1180,1292,1421,1430,1494,311,1298,293,397,312,1436,395,1994,279,273,274,275,291,362,352,399,402,1147,1203,1206,1209,404,1212,1215,1218,416,1168,1171,1191,1194,1197,1460,417,265,1379,324,1156,1311,1324,326,1225,305,1230,323,332,2,552,506,469,1105,731,730,729,693,671,669,667,665,625,569,568,566,565,561,559,558,519,486,1104,1103,1101,1100,1098,1097,885,758,600,586,557,935,934,756,755,515,477,476,864,863,860,859,495,494,1018,1082,1081,1080,1006,910,190,176,173,172,171,169,167,166,3,610,602,574,573,556,627,739,787,829,828,754,752,750,749,748,746,710,708,706,704,702,700,654,644,626,732,674,673,501,500,718,1019,941,936,1067,1066,1065,1064,1059,1058,1057,1056,1035,687,686,685,684,683,682,643,597,591,994,788,807,908,907,888,887,513,819,818,817,816,545,999,473,435,507,624,563,546,521,484,447,440,439,432,431,430,429,426,716,660,465,464,463,737,736,503,502,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1083,1079,1078,1077,1076,1074,1003,971,970,951,933,932,886,884,848,806,805,804,802,786,785,760,759,757,697,646,637,636,618,617,616,615,614,609,608,601,585,572,571,553,535,534,533,532,526,525,470,433,427,425,424,423,422,735,696,1044,1043,1042,991,791,773,695,690,680,679,663,662,656,575,508,428,1055,1054,1048,954,949,948,944,883,861,858,784,783,782,776,775,774,698,694,681,657,1027,1026,1013,1012,957,956,905,904,903,899,898,717,1052,1005,1004,964,1087,1086,1051,1088,1075,1073,1072,1015,189,184,182,181,180,177,174,170,168,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,659,635,634,633,630,628,531,529,511,672,579,483,472,800,789,490,489,498,856,855,1093,1084,891,876,875,874,653,652,621,588,587,434,942,890,889,940])).
% 74.66/74.65 cnf(2205,plain,
% 74.66/74.65 (E(x22051,f51(f51(f4(a2),f3(a2)),x22051))),
% 74.66/74.65 inference(rename_variables,[],[1310])).
% 74.66/74.65 cnf(2206,plain,
% 74.66/74.65 (~P28(f22(x22061,a2,f20(x22062),x22063,x22062))),
% 74.66/74.65 inference(scs_inference,[],[370,1310,1384,1938,192])).
% 74.66/74.65 cnf(2207,plain,
% 74.66/74.65 (E(f22(x22071,x22072,f20(x22073),x22074,x22073),x22072)),
% 74.66/74.65 inference(rename_variables,[],[370])).
% 74.66/74.65 cnf(2209,plain,
% 74.66/74.65 (~P9(x22091,f3(a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[410])).
% 74.66/74.65 cnf(2212,plain,
% 74.66/74.65 (P13(x22121,f7(x22121,f7(x22121,x22121,a2),a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[352])).
% 74.66/74.65 cnf(2214,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f51(f51(f4(a2),x22141),f32(x22142))),x22143),x22142,a2)),
% 74.66/74.65 inference(scs_inference,[],[370,352,410,414,217,218,1310,1293,1220,1384,1938,192,541,689,688])).
% 74.66/74.65 cnf(2220,plain,
% 74.66/74.65 (P13(f3(a2),x22201,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2221,plain,
% 74.66/74.65 (P13(x22211,x22211,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2222,plain,
% 74.66/74.65 (~E(x22221,f32(x22221))),
% 74.66/74.65 inference(rename_variables,[],[1287])).
% 74.66/74.65 cnf(2223,plain,
% 74.66/74.65 (P9(x22231,f32(x22231),a2)),
% 74.66/74.65 inference(rename_variables,[],[268])).
% 74.66/74.65 cnf(2225,plain,
% 74.66/74.65 (P13(x22251,x22251,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1946,1310,1293,1220,1384,1938,192,541,689,688,853,931,437])).
% 74.66/74.65 cnf(2227,plain,
% 74.66/74.65 (P13(x22271,x22271,f54(x22272,a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436])).
% 74.66/74.65 cnf(2229,plain,
% 74.66/74.65 (P13(f31(x22291,x22292,f51(f51(f4(a2),f3(a2)),a2)),x22291,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1956,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607])).
% 74.66/74.65 cnf(2231,plain,
% 74.66/74.65 (P13(f31(x22311,x22312,f51(f51(f4(a2),f3(a2)),a2)),x22312,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1956,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607,606])).
% 74.66/74.65 cnf(2233,plain,
% 74.66/74.65 (P13(x22331,f30(x22331,x22332,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1956,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605])).
% 74.66/74.65 cnf(2235,plain,
% 74.66/74.65 (P13(x22351,f30(x22352,x22351,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1956,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604])).
% 74.66/74.65 cnf(2241,plain,
% 74.66/74.65 (P13(f3(f51(f51(f4(a2),f3(a2)),a2)),f27(x22411,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[370,252,406,256,268,352,410,414,217,218,209,208,1287,1956,1955,1952,1946,1310,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482])).
% 74.66/74.65 cnf(2259,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),x22591),x22592),f51(f51(f4(a2),x22591),f7(x22592,x22592,a2)),a2)),
% 74.66/74.65 inference(scs_inference,[],[370,252,2221,406,256,268,310,352,410,414,214,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1927,1925,1293,1527,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909])).
% 74.66/74.65 cnf(2265,plain,
% 74.66/74.65 (P13(x22651,f32(f32(x22651)),a2)),
% 74.66/74.65 inference(scs_inference,[],[370,252,2221,406,256,268,2223,310,352,410,414,214,228,207,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1927,1925,1293,1527,1187,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506])).
% 74.66/74.65 cnf(2267,plain,
% 74.66/74.65 (~P9(f32(f32(x22671)),x22671,a2)),
% 74.66/74.65 inference(scs_inference,[],[370,252,2221,406,256,268,2223,310,352,410,414,214,228,207,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1927,1925,1293,1527,1140,1187,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566])).
% 74.66/74.65 cnf(2271,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),f5(x22711,x22712,a2)),x22712),x22711,a2)),
% 74.66/74.65 inference(scs_inference,[],[370,252,2221,406,256,388,268,2223,310,352,410,414,214,228,207,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1927,1925,1293,1527,1140,1187,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859])).
% 74.66/74.65 cnf(2272,plain,
% 74.66/74.65 (~P9(x22721,x22721,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(2280,plain,
% 74.66/74.65 (P9(x22801,f32(f51(f51(f4(a2),x22802),x22801)),a2)),
% 74.66/74.65 inference(rename_variables,[],[324])).
% 74.66/74.65 cnf(2283,plain,
% 74.66/74.65 (P9(x22831,f32(f32(x22831)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1182])).
% 74.66/74.65 cnf(2286,plain,
% 74.66/74.65 (P9(x22861,f32(f32(x22861)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1182])).
% 74.66/74.65 cnf(2288,plain,
% 74.66/74.65 (~P11(f35(a55,a1,a56,a53),f22(a11,f9(a62),a64,a50,a50),f21(x22881,a58,x22882))),
% 74.66/74.65 inference(scs_inference,[],[370,252,2221,406,256,388,408,268,2223,310,352,324,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,1293,1527,1140,1182,2283,1187,1220,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093])).
% 74.66/74.65 cnf(2289,plain,
% 74.66/74.65 (~E(f21(x22891,x22892,x22893),x22892)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(2296,plain,
% 74.66/74.65 (~E(f21(x22961,x22962,x22963),x22962)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(2298,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f51(f51(f4(a2),x22981),f32(f5(x22982,x22982,a2)))),x22982),x22982,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,252,2221,406,256,388,408,2289,268,2223,310,352,324,222,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936])).
% 74.66/74.65 cnf(2299,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x22991),f32(x22992)),x22992,a2)),
% 74.66/74.65 inference(rename_variables,[],[1190])).
% 74.66/74.65 cnf(2303,plain,
% 74.66/74.65 (~P9(x23031,f51(f51(f4(a2),f7(f5(x23032,x23032,a2),x23033,a2)),x23031),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,252,2221,406,2272,256,388,408,2289,268,2223,310,352,324,222,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064])).
% 74.66/74.65 cnf(2304,plain,
% 74.66/74.65 (~P9(x23041,x23041,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(2306,plain,
% 74.66/74.65 (P9(f51(f51(f4(a2),f7(f5(x23061,x23061,a2),x23062,a2)),x23063),f32(f51(f51(f4(a2),f7(x23061,x23062,a2)),x23063)),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,252,2221,406,2272,256,388,408,2289,268,2223,310,352,324,222,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1196,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058])).
% 74.66/74.65 cnf(2307,plain,
% 74.66/74.65 (P9(x23071,f51(f51(f4(a2),x23072),f32(x23071)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1196])).
% 74.66/74.65 cnf(2310,plain,
% 74.66/74.65 (P9(x23101,f51(f51(f4(a2),x23102),f32(x23101)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1196])).
% 74.66/74.65 cnf(2313,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x23131),x23132),f51(f51(f4(a2),x23132),x23131))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2315,plain,
% 74.66/74.65 (~P9(x23151,f30(x23151,x23151,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,324,222,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1196,2307,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851])).
% 74.66/74.65 cnf(2317,plain,
% 74.66/74.65 (P13(f30(x23171,x23171,a2),x23171,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,324,222,410,414,214,228,207,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1196,2307,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799])).
% 74.66/74.65 cnf(2319,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),f32(f3(a2)))),f51(f51(f4(a2),f3(a2)),f32(f3(a2)))),f3(a2))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,324,304,222,410,414,214,228,207,216,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1190,1196,2307,1220,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733])).
% 74.66/74.65 cnf(2320,plain,
% 74.66/74.65 (P13(x23201,f51(f51(f4(a2),x23201),x23202),a2)),
% 74.66/74.65 inference(rename_variables,[],[304])).
% 74.66/74.65 cnf(2321,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x23211),f32(f3(a2))),x23211)),
% 74.66/74.65 inference(rename_variables,[],[1543])).
% 74.66/74.65 cnf(2334,plain,
% 74.66/74.65 (~P9(x23341,f51(f51(f4(a2),f3(a2)),x23341),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,417,324,2280,304,222,410,414,214,228,207,216,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1305,1190,1196,2307,1220,1255,1252,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696])).
% 74.66/74.65 cnf(2335,plain,
% 74.66/74.65 (~P9(x23351,f5(f51(f51(f4(a2),x23351),x23352),x23352,a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[1252])).
% 74.66/74.65 cnf(2337,plain,
% 74.66/74.65 (~P9(f32(f32(f51(f51(f4(a2),x23371),x23372))),x23371,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,417,324,2280,304,222,410,414,214,228,207,216,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1435,1305,1190,1196,2307,1220,1255,1252,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635])).
% 74.66/74.65 cnf(2349,plain,
% 74.66/74.65 (P9(x23491,f51(f51(f4(a2),f32(x23492)),x23491),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,2212,417,324,2280,304,222,410,414,214,228,207,216,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1220,1255,1252,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529])).
% 74.66/74.65 cnf(2353,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f9(x23531)),x23532),f51(f51(f4(a2),f51(f51(a11,x23533),x23534)),x23532))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,2212,417,324,2280,304,222,410,230,414,214,228,207,216,381,217,218,209,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1220,1255,1252,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621])).
% 74.66/74.65 cnf(2357,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x23571),x23572)),x23572,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,406,2272,2304,256,388,408,2289,268,2223,310,352,2212,417,324,2280,304,222,410,230,414,214,228,207,216,381,217,218,209,210,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1255,1252,1274,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814])).
% 74.66/74.65 cnf(2361,plain,
% 74.66/74.65 (P13(f3(a2),x23611,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2364,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),f7(x23641,x23642,a2)),x23643),f51(f51(f4(a2),f7(x23641,x23642,a2)),f51(f51(f4(a2),f7(f5(x23641,x23641,a2),x23642,a2)),x23643)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1408])).
% 74.66/74.65 cnf(2365,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f7(x23651,x23652,a2)),x23653),f51(f51(f4(a2),f7(f3(a2),x23652,a2)),f51(f51(f4(a2),f7(f5(x23651,f3(a2),a2),x23652,a2)),x23653)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1395])).
% 74.66/74.65 cnf(2368,plain,
% 74.66/74.65 (P13(x23681,x23681,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2371,plain,
% 74.66/74.65 (P13(x23711,f7(x23711,x23711,a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[310])).
% 74.66/74.65 cnf(2372,plain,
% 74.66/74.65 (P13(x23721,x23721,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2374,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f32(f3(a2))),f3(a2))),f51(f51(f4(a2),f32(f3(a2))),f3(a2))),f3(a2))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,406,2272,2304,256,2220,388,408,2289,268,2223,310,352,2212,417,324,2280,304,302,222,410,230,225,414,214,228,207,216,381,217,218,209,210,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1537,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1395,1255,1252,1274,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734])).
% 74.66/74.65 cnf(2375,plain,
% 74.66/74.65 (P13(x23751,f51(f51(f4(a2),x23752),x23751),a2)),
% 74.66/74.65 inference(rename_variables,[],[302])).
% 74.66/74.65 cnf(2376,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f32(f3(a2))),x23761),f3(a2))),
% 74.66/74.65 inference(rename_variables,[],[1537])).
% 74.66/74.65 cnf(2378,plain,
% 74.66/74.65 (~P9(f32(f51(f51(f4(a2),x23781),x23782)),f32(x23782),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,406,2272,2304,256,2220,388,408,2289,268,2223,310,352,2212,416,417,324,2280,304,302,222,410,230,225,414,214,228,207,216,381,217,218,209,210,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1537,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1395,1255,1252,1274,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600])).
% 74.66/74.65 cnf(2380,plain,
% 74.66/74.65 (P13(f32(f3(a2)),f32(x23801),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,406,2272,2304,256,2220,2361,388,408,2289,268,2223,310,352,2212,416,417,324,2280,304,302,222,410,230,225,414,214,228,207,216,381,217,218,209,210,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,1925,1320,2007,1293,1527,1537,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1395,1255,1252,1274,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586])).
% 74.66/74.65 cnf(2383,plain,
% 74.66/74.65 (~P9(x23831,f3(a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[410])).
% 74.66/74.65 cnf(2385,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x23851),f51(f51(f4(a2),f32(f3(a2))),f32(f3(a2)))),f32(f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,406,2272,2304,256,2220,2361,388,408,2289,268,2223,310,352,2212,416,417,324,2280,304,302,222,410,2209,230,225,414,214,228,207,216,381,217,218,209,210,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1395,1255,1252,1274,1531,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489])).
% 74.66/74.65 cnf(2386,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f32(f3(a2))),x23861),f3(a2))),
% 74.66/74.65 inference(rename_variables,[],[1537])).
% 74.66/74.65 cnf(2387,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x23871),f32(f3(a2))),x23871)),
% 74.66/74.65 inference(rename_variables,[],[1543])).
% 74.66/74.65 cnf(2395,plain,
% 74.66/74.65 (P9(f3(a2),f32(x23951),a2)),
% 74.66/74.65 inference(rename_variables,[],[279])).
% 74.66/74.65 cnf(2397,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x23971),f32(f51(f51(f4(a2),x23972),x23973))),x23972,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,406,2272,2304,256,2220,2361,388,408,2289,268,2223,310,2371,352,2212,416,417,324,2280,304,302,222,410,2209,230,225,414,214,228,207,216,381,217,218,209,210,279,208,1287,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1505,1395,1255,1252,1274,1531,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813])).
% 74.66/74.65 cnf(2404,plain,
% 74.66/74.65 (~E(f21(x24041,x24042,x24043),x24042)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(2408,plain,
% 74.66/74.65 (~P13(f32(x24081),x24081,a2)),
% 74.66/74.65 inference(rename_variables,[],[414])).
% 74.66/74.65 cnf(2411,plain,
% 74.66/74.65 (P9(x24111,f32(x24111),a2)),
% 74.66/74.65 inference(rename_variables,[],[268])).
% 74.66/74.65 cnf(2415,plain,
% 74.66/74.65 (~E(f5(f21(x24151,f3(a2),x24152),f3(a2),a2),f5(f3(a2),f3(a2),a2))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,214,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,1224,1459,1483,1220,1408,1505,1395,1255,1252,1274,1531,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788])).
% 74.66/74.65 cnf(2416,plain,
% 74.66/74.65 (P13(f3(a2),x24161,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2417,plain,
% 74.66/74.65 (P13(x24171,x24171,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2418,plain,
% 74.66/74.65 (~E(f21(x24181,x24182,x24183),x24182)),
% 74.66/74.65 inference(rename_variables,[],[408])).
% 74.66/74.65 cnf(2421,plain,
% 74.66/74.65 (P9(x24211,f51(f51(f4(a2),x24212),f32(x24211)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1196])).
% 74.66/74.65 cnf(2425,plain,
% 74.66/74.65 (P9(x24251,f32(f51(f51(f4(a2),f7(f3(a2),x24252,a2)),f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x24252,a2)),x24251))),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1408,1505,1395,1255,1252,1274,1531,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884])).
% 74.66/74.65 cnf(2439,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),f32(f3(a2))),x24391),f32(f51(f51(f4(a2),f3(a2)),x24391)),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1408,1505,1395,1255,1252,1274,1531,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565])).
% 74.66/74.65 cnf(2447,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),x24471),f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x24472),x24473))),x24473,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1274,1531,1722,1790,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810])).
% 74.66/74.65 cnf(2451,plain,
% 74.66/74.65 (P13(x24511,f7(x24511,x24511,a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[310])).
% 74.66/74.65 cnf(2454,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x24541),f32(x24542)),f51(f51(f4(a2),x24541),x24542),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885])).
% 74.66/74.65 cnf(2456,plain,
% 74.66/74.65 (~P9(f32(x24561),f32(f3(a2)),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624])).
% 74.66/74.65 cnf(2458,plain,
% 74.66/74.65 (~P13(f30(x24581,f32(x24582),a2),x24582,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752])).
% 74.66/74.65 cnf(2460,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x24601),f32(f32(x24602))),x24602,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730])).
% 74.66/74.65 cnf(2462,plain,
% 74.66/74.65 (P13(x24621,f32(f51(f51(f4(a2),x24622),x24621)),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552])).
% 74.66/74.65 cnf(2464,plain,
% 74.66/74.65 (P15(f35(a55,a1,a56,a53),a61,f51(f51(f4(a2),f3(a2)),a60))),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1270,1927,1543,2321,1925,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200])).
% 74.66/74.65 cnf(2465,plain,
% 74.66/74.65 (P15(f35(a55,a1,a56,a53),f5(f51(f51(f4(a2),a61),f3(a2)),f3(a2),a2),a60)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1270,1927,1543,2321,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199])).
% 74.66/74.65 cnf(2466,plain,
% 74.66/74.65 (P15(f35(a55,a62,a56,a53),a61,a60)),
% 74.66/74.65 inference(scs_inference,[],[400,370,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198])).
% 74.66/74.65 cnf(2467,plain,
% 74.66/74.65 (~P25(f22(x24671,a2,f20(x24672),x24673,x24672))),
% 74.66/74.65 inference(scs_inference,[],[400,370,2207,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197])).
% 74.66/74.65 cnf(2468,plain,
% 74.66/74.65 (E(f22(x24681,x24682,f20(x24683),x24684,x24683),x24682)),
% 74.66/74.65 inference(rename_variables,[],[370])).
% 74.66/74.65 cnf(2469,plain,
% 74.66/74.65 (~P17(f22(x24691,a2,f20(x24692),x24693,x24692))),
% 74.66/74.65 inference(scs_inference,[],[400,370,2207,2468,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195])).
% 74.66/74.65 cnf(2470,plain,
% 74.66/74.65 (E(f22(x24701,x24702,f20(x24703),x24704,x24703),x24702)),
% 74.66/74.65 inference(rename_variables,[],[370])).
% 74.66/74.65 cnf(2472,plain,
% 74.66/74.65 (E(f22(x24721,x24722,f20(x24723),x24724,x24723),x24722)),
% 74.66/74.65 inference(rename_variables,[],[370])).
% 74.66/74.65 cnf(2473,plain,
% 74.66/74.65 (~P14(f7(f32(f3(a2)),f32(f3(a2)),a2),f3(a2),x24731)),
% 74.66/74.65 inference(scs_inference,[],[400,292,370,2207,2468,2470,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176])).
% 74.66/74.65 cnf(2478,plain,
% 74.66/74.65 (~E(f17(f32(f20(x24781)),x24782,x24781),x24782)),
% 74.66/74.65 inference(rename_variables,[],[1246])).
% 74.66/74.65 cnf(2480,plain,
% 74.66/74.65 (~P9(f30(f27(x24801,f51(f51(f4(a2),f3(a2)),a2)),x24802,f51(f51(f4(a2),f3(a2)),a2)),f3(f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750])).
% 74.66/74.65 cnf(2484,plain,
% 74.66/74.65 (~P13(f32(x24841),f31(x24841,x24842,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748])).
% 74.66/74.65 cnf(2486,plain,
% 74.66/74.65 (~P13(f32(x24861),f31(x24862,x24861,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746])).
% 74.66/74.65 cnf(2489,plain,
% 74.66/74.65 (~E(f17(f32(f20(x24891)),x24892,x24891),x24892)),
% 74.66/74.65 inference(rename_variables,[],[1246])).
% 74.66/74.65 cnf(2491,plain,
% 74.66/74.65 (P11(a55,f51(f51(a11,f10(f9(x24911))),a63),f51(f35(a55,f3(a2),f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)),a53),x24911))),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,2478,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876])).
% 74.66/74.65 cnf(2495,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f7(f5(x24951,x24951,a2),x24952,a2)),f32(f51(f51(f4(a2),f7(x24951,x24952,a2)),x24953))),x24953,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,2478,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067])).
% 74.66/74.65 cnf(2496,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x24961),f32(x24962)),x24962,a2)),
% 74.66/74.65 inference(rename_variables,[],[1190])).
% 74.66/74.65 cnf(2498,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),f7(f5(x24981,x24981,a2),x24982,a2)),f32(f51(f51(f4(a2),f7(x24981,x24982,a2)),x24983))),x24983,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,2478,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,1193,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066])).
% 74.66/74.65 cnf(2504,plain,
% 74.66/74.65 (P13(x25041,f51(f51(f4(a2),f7(f5(x25042,x25042,a2),x25043,a2)),f51(f51(f4(a2),f7(x25042,x25043,a2)),x25041)),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,304,302,2375,222,410,2209,230,225,414,2408,214,211,228,207,216,381,217,218,209,210,279,208,1246,2478,1287,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057])).
% 74.66/74.65 cnf(2508,plain,
% 74.66/74.65 (P9(x25081,f32(f51(f51(f4(a2),x25081),x25082)),a2)),
% 74.66/74.65 inference(rename_variables,[],[326])).
% 74.66/74.65 cnf(2512,plain,
% 74.66/74.65 (~E(f33(f3(a2),f32(x25121),a2),f33(f32(f3(a2)),f32(x25121),a2))),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865])).
% 74.66/74.65 cnf(2513,plain,
% 74.66/74.65 (P13(x25131,x25131,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2514,plain,
% 74.66/74.65 (~E(x25141,f32(x25141))),
% 74.66/74.65 inference(rename_variables,[],[1287])).
% 74.66/74.65 cnf(2515,plain,
% 74.66/74.65 (P13(f3(a2),x25151,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2521,plain,
% 74.66/74.65 (~P13(f32(f32(f51(f51(f4(a2),x25211),x25212))),x25212,a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568])).
% 74.66/74.65 cnf(2529,plain,
% 74.66/74.65 (P13(x25291,f51(f51(f4(a2),f5(x25291,x25292,a2)),x25292),a2)),
% 74.66/74.65 inference(scs_inference,[],[400,403,292,370,2207,2468,2470,383,294,252,2221,2368,2372,2417,2513,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863])).
% 74.66/74.65 cnf(2530,plain,
% 74.66/74.65 (P13(x25301,x25301,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2533,plain,
% 74.66/74.65 (P9(x25331,f51(f51(f4(a2),x25331),f51(f51(f4(a2),x25332),f32(f3(a2)))),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739])).
% 74.66/74.65 cnf(2534,plain,
% 74.66/74.65 (P9(x25341,f51(f51(f4(a2),x25342),f32(x25341)),a2)),
% 74.66/74.65 inference(rename_variables,[],[1196])).
% 74.66/74.65 cnf(2539,plain,
% 74.66/74.65 (P9(x25391,f30(x25392,f32(x25391),a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,1505,1395,1255,1252,1978,1274,1531,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700])).
% 74.66/74.65 cnf(2545,plain,
% 74.66/74.65 (~E(f31(f32(x25451),x25451,a2),f32(x25451))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587])).
% 74.66/74.65 cnf(2547,plain,
% 74.66/74.65 (~P13(f32(f51(f51(f4(a2),f51(f51(f4(a2),x25471),x25472)),x25473)),x25472,a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,406,2272,2304,256,2220,2361,2416,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815])).
% 74.66/74.65 cnf(2549,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x25491,a2)),x25492),x25492,a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059])).
% 74.66/74.65 cnf(2550,plain,
% 74.66/74.65 (P13(x25501,x25501,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2551,plain,
% 74.66/74.65 (P13(f3(a2),x25511,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2558,plain,
% 74.66/74.65 (P9(x25581,f51(f51(f4(a2),x25582),f32(f51(f51(f4(a2),x25583),x25581))),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665])).
% 74.66/74.65 cnf(2562,plain,
% 74.66/74.65 (P9(x25621,f32(f7(x25621,x25621,a2)),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559])).
% 74.66/74.65 cnf(2566,plain,
% 74.66/74.65 (~E(f5(f32(f3(a2)),f3(a2),a2),f3(a2))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,1591,1925,1438,1320,2007,1293,1527,1537,2376,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557])).
% 74.66/74.65 cnf(2567,plain,
% 74.66/74.65 (~P13(f32(x25671),x25671,a2)),
% 74.66/74.65 inference(rename_variables,[],[414])).
% 74.66/74.65 cnf(2571,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f32(f3(a2))),f32(f3(a2)))),x25711),f32(f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490])).
% 74.66/74.65 cnf(2573,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),x25731),f32(f3(a2))),x25731)),
% 74.66/74.65 inference(rename_variables,[],[1543])).
% 74.66/74.65 cnf(2575,plain,
% 74.66/74.65 (P9(f27(x25751,f51(f51(f4(a2),f3(a2)),a2)),f27(f32(x25751),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652])).
% 74.66/74.65 cnf(2579,plain,
% 74.66/74.65 (E(x25791,f51(f51(f4(a2),f7(f5(x25792,x25792,a2),x25793,a2)),x25791))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,229,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619])).
% 74.66/74.65 cnf(2581,plain,
% 74.66/74.65 (P13(f51(f51(f4(a2),f5(f5(f3(a2),f3(a2),a2),x25811,a2)),f3(a2)),f3(a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,229,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941])).
% 74.66/74.65 cnf(2583,plain,
% 74.66/74.65 (P13(x25831,x25831,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2585,plain,
% 74.66/74.65 (~E(f51(f51(f4(a2),f7(x25851,x25852,a2)),x25853),f51(f51(f4(a2),f7(x25851,x25852,a2)),f32(f51(f51(f4(a2),f7(f5(x25851,x25851,a2),x25852,a2)),x25853))))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,229,230,225,414,2408,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036])).
% 74.66/74.65 cnf(2589,plain,
% 74.66/74.65 (P13(f3(a2),x25891,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2591,plain,
% 74.66/74.65 (~P13(f32(x25911),f30(x25911,x25911,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852])).
% 74.66/74.65 cnf(2596,plain,
% 74.66/74.65 (P9(f51(f51(f4(a2),f5(f32(x25961),f32(x25961),a2)),f5(x25961,x25962,a2)),f32(x25961),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864])).
% 74.66/74.65 cnf(2598,plain,
% 74.66/74.65 (~P9(x25981,f5(x25982,x25982,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,302,2375,222,410,2209,2383,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173])).
% 74.66/74.65 cnf(2600,plain,
% 74.66/74.65 (P13(x26001,f7(x26001,f7(x26001,x26001,a2),a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[352])).
% 74.66/74.65 cnf(2605,plain,
% 74.66/74.65 (P9(f31(x26051,x26052,a2),f32(x26051),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710])).
% 74.66/74.65 cnf(2613,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),x26131),f32(f32(x26132))),f51(f51(f4(a2),x26131),x26132),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,208,1246,2478,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939])).
% 74.66/74.65 cnf(2621,plain,
% 74.66/74.65 (~E(f17(f32(f20(x26211)),x26212,x26211),x26212)),
% 74.66/74.65 inference(rename_variables,[],[1246])).
% 74.66/74.65 cnf(2622,plain,
% 74.66/74.65 (~P9(x26221,f3(a2),a2)),
% 74.66/74.65 inference(rename_variables,[],[410])).
% 74.66/74.65 cnf(2624,plain,
% 74.66/74.65 (~P13(f51(f51(f4(a2),f32(f32(x26241))),x26242),x26241,a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731])).
% 74.66/74.65 cnf(2632,plain,
% 74.66/74.65 (~P13(f30(f32(x26321),x26322,a2),x26321,a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754])).
% 74.66/74.65 cnf(2636,plain,
% 74.66/74.65 (P13(f3(a2),x26361,a2)),
% 74.66/74.65 inference(rename_variables,[],[256])).
% 74.66/74.65 cnf(2638,plain,
% 74.66/74.65 (~P13(f32(f32(f32(x26381))),x26381,a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,292,255,370,2207,2468,2470,2472,383,294,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,2589,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569])).
% 74.66/74.65 cnf(2641,plain,
% 74.66/74.65 (E(f23(x26411,f20(x26412),x26413,x26412,x26414),x26413)),
% 74.66/74.65 inference(rename_variables,[],[371])).
% 74.66/74.65 cnf(2642,plain,
% 74.66/74.65 (P14(f3(a2),f8(a2),x26421)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,241,292,255,370,2207,2468,2470,2472,371,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,2589,364,385,388,408,2289,2296,2404,2418,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177])).
% 74.66/74.65 cnf(2645,plain,
% 74.66/74.65 (E(f23(x26451,f20(x26452),x26453,x26452,x26454),x26453)),
% 74.66/74.65 inference(rename_variables,[],[371])).
% 74.66/74.65 cnf(2647,plain,
% 74.66/74.65 (~P9(x26471,x26471,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(2649,plain,
% 74.66/74.65 (E(f23(x26491,f20(x26492),x26493,x26492,x26494),x26493)),
% 74.66/74.65 inference(rename_variables,[],[371])).
% 74.66/74.65 cnf(2652,plain,
% 74.66/74.65 (E(f26(x26521,x26522,f3(a2),x26523),x26521)),
% 74.66/74.65 inference(rename_variables,[],[328])).
% 74.66/74.65 cnf(2655,plain,
% 74.66/74.65 (E(f26(x26551,x26552,f3(a2),x26553),x26551)),
% 74.66/74.65 inference(rename_variables,[],[328])).
% 74.66/74.65 cnf(2657,plain,
% 74.66/74.65 (~E(f10(x26571),f9(x26572))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,2589,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1758,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7])).
% 74.66/74.65 cnf(2666,plain,
% 74.66/74.65 (~P9(x26661,x26661,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,406,2272,2304,256,2220,2361,2416,2515,2551,2589,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1270,1758,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478])).
% 74.66/74.65 cnf(2670,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),x26701),x26702),x26702,a2)),
% 74.66/74.65 inference(rename_variables,[],[416])).
% 74.66/74.65 cnf(2671,plain,
% 74.66/74.65 (P13(x26711,x26711,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2673,plain,
% 74.66/74.65 (P13(f33(f3(a2),x26731,a2),f33(x26732,x26731,a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,406,2272,2304,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1831,1543,2321,2387,2573,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930])).
% 74.66/74.65 cnf(2674,plain,
% 74.66/74.65 (P13(x26741,x26741,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2677,plain,
% 74.66/74.65 (P9(x26771,f32(x26771),a2)),
% 74.66/74.65 inference(rename_variables,[],[268])).
% 74.66/74.65 cnf(2679,plain,
% 74.66/74.65 (~P11(f51(a11,x26791),f51(f51(a11,f10(f9(f3(a2)))),f9(x26792)),f10(x26793))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,406,2272,2304,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602])).
% 74.66/74.65 cnf(2681,plain,
% 74.66/74.65 (~P9(f27(x26811,f51(f51(f4(a2),f3(a2)),a2)),f31(x26812,f3(f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,406,2272,2304,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743])).
% 74.66/74.65 cnf(2683,plain,
% 74.66/74.65 (P9(f3(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,406,2272,2304,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644])).
% 74.66/74.65 cnf(2689,plain,
% 74.66/74.65 (~P9(f5(f51(f51(f4(a2),f3(a2)),x26891),f51(f51(f4(a2),f3(a2)),x26891),a2),f5(x26891,f51(f51(f4(a2),f3(a2)),x26891),a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,406,2272,2304,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993])).
% 74.66/74.65 cnf(2691,plain,
% 74.66/74.65 (P13(x26911,x26911,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2695,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),x26951),x26952),f51(f51(f4(a2),f3(a2)),x26952),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,406,2272,2304,2647,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684])).
% 74.66/74.65 cnf(2696,plain,
% 74.66/74.65 (~P9(x26961,x26961,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(2698,plain,
% 74.66/74.65 (~P9(f51(f51(f4(a2),f7(f32(f3(a2)),f32(f3(a2)),a2)),f7(f32(f3(a2)),f32(f3(a2)),a2)),f51(f51(f4(a2),f32(f3(a2))),f32(f3(a2))),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683])).
% 74.66/74.65 cnf(2699,plain,
% 74.66/74.65 (~P9(x26991,x26991,a2)),
% 74.66/74.65 inference(rename_variables,[],[406])).
% 74.66/74.65 cnf(2701,plain,
% 74.66/74.65 (~P13(f5(f32(f3(a2)),f3(a2),a2),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994])).
% 74.66/74.65 cnf(2703,plain,
% 74.66/74.65 (~P13(f32(x27031),x27031,a2)),
% 74.66/74.65 inference(rename_variables,[],[414])).
% 74.66/74.65 cnf(2704,plain,
% 74.66/74.65 (P13(x27041,x27041,a2)),
% 74.66/74.65 inference(rename_variables,[],[252])).
% 74.66/74.65 cnf(2708,plain,
% 74.66/74.65 (~P9(x27081,f51(f51(f4(a2),f5(x27081,x27081,a2)),x27081),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889])).
% 74.66/74.65 cnf(2713,plain,
% 74.66/74.65 (P13(f5(x27131,x27132,a2),f32(x27131),a2)),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573])).
% 74.66/74.65 cnf(2715,plain,
% 74.66/74.65 (P38(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165])).
% 74.66/74.65 cnf(2716,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27161),x27162),f51(f51(f4(a2),x27162),x27161))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2718,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27181),x27182),f51(f51(f4(a2),x27182),x27181))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2720,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27201),x27202),f51(f51(f4(a2),x27202),x27201))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2721,plain,
% 74.66/74.65 (P44(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162])).
% 74.66/74.65 cnf(2722,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27221),x27222),f51(f51(f4(a2),x27222),x27221))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2723,plain,
% 74.66/74.65 (P43(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161])).
% 74.66/74.65 cnf(2724,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27241),x27242),f51(f51(f4(a2),x27242),x27241))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2725,plain,
% 74.66/74.65 (P57(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1310,2205,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160])).
% 74.66/74.65 cnf(2726,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27261),x27262),f51(f51(f4(a2),x27262),x27261))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2728,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27281),x27282),f51(f51(f4(a2),x27282),x27281))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2729,plain,
% 74.66/74.65 (P30(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.65 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153])).
% 74.66/74.65 cnf(2730,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27301),x27302),f51(f51(f4(a2),x27302),x27301))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2732,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27321),x27322),f51(f51(f4(a2),x27322),x27321))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2734,plain,
% 74.66/74.65 (E(f51(f51(f4(a2),x27341),x27342),f51(f51(f4(a2),x27342),x27341))),
% 74.66/74.65 inference(rename_variables,[],[294])).
% 74.66/74.65 cnf(2735,plain,
% 74.66/74.65 (P6(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144])).
% 74.66/74.66 cnf(2736,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27361),x27362),f51(f51(f4(a2),x27362),x27361))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2737,plain,
% 74.66/74.66 (P34(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143])).
% 74.66/74.66 cnf(2738,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27381),x27382),f51(f51(f4(a2),x27382),x27381))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2739,plain,
% 74.66/74.66 (P33(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142])).
% 74.66/74.66 cnf(2740,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27401),x27402),f51(f51(f4(a2),x27402),x27401))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2741,plain,
% 74.66/74.66 (P29(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141])).
% 74.66/74.66 cnf(2742,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27421),x27422),f51(f51(f4(a2),x27422),x27421))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2743,plain,
% 74.66/74.66 (P1(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130])).
% 74.66/74.66 cnf(2744,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27441),x27442),f51(f51(f4(a2),x27442),x27441))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2748,plain,
% 74.66/74.66 (~P9(f27(x27481,f51(f51(f4(a2),f3(a2)),a2)),f31(f3(f51(f51(f4(a2),f3(a2)),a2)),x27482,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,256,2220,2361,2416,2515,2551,2589,2636,364,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,352,2212,2600,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744])).
% 74.66/74.66 cnf(2752,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(f3(a2),x27521,a2)),f51(f51(f4(a2),f7(f5(x27522,f3(a2),a2),x27521,a2)),x27523)),f51(f51(f4(a2),f7(x27522,x27521,a2)),x27523),a2)),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,2365,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687])).
% 74.66/74.66 cnf(2753,plain,
% 74.66/74.66 (~P9(x27531,x27531,a2)),
% 74.66/74.66 inference(rename_variables,[],[406])).
% 74.66/74.66 cnf(2755,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(x27551,x27552,a2)),x27553),f51(f51(f4(a2),f7(f3(a2),x27552,a2)),f51(f51(f4(a2),f7(f5(x27551,f3(a2),a2),x27552,a2)),x27553)),a2)),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686])).
% 74.66/74.66 cnf(2756,plain,
% 74.66/74.66 (~P9(x27561,x27561,a2)),
% 74.66/74.66 inference(rename_variables,[],[406])).
% 74.66/74.66 cnf(2759,plain,
% 74.66/74.66 (~P9(x27591,x27591,a2)),
% 74.66/74.66 inference(rename_variables,[],[406])).
% 74.66/74.66 cnf(2765,plain,
% 74.66/74.66 (P13(f32(x27651),f32(f32(f51(f51(f4(a2),f32(x27651)),x27652))),a2)),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574])).
% 74.66/74.66 cnf(2770,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(x27701,x27702,a2)),f32(f51(f51(f4(a2),f7(f5(x27701,x27701,a2),x27702,a2)),x27703))),f51(f51(f4(a2),f7(x27701,x27702,a2)),x27703),a2)),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682])).
% 74.66/74.66 cnf(2778,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x27781),f51(f51(f4(a2),f32(f3(a2))),x27782))),x27782,a2)),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1310,2205,1931,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874])).
% 74.66/74.66 cnf(2779,plain,
% 74.66/74.66 (P9(x27791,f32(x27791),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(2784,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27841),x27842),f51(f51(f4(a2),x27842),x27841))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2786,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27861),x27862),f51(f51(f4(a2),x27862),x27861))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2788,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27881),x27882),f51(f51(f4(a2),x27882),x27881))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2789,plain,
% 74.66/74.66 (P21(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1936,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155])).
% 74.66/74.66 cnf(2790,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27901),x27902),f51(f51(f4(a2),x27902),x27901))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2792,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27921),x27922),f51(f51(f4(a2),x27922),x27921))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2793,plain,
% 74.66/74.66 (P56(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152])).
% 74.66/74.66 cnf(2794,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27941),x27942),f51(f51(f4(a2),x27942),x27941))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2795,plain,
% 74.66/74.66 (P49(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150])).
% 74.66/74.66 cnf(2796,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27961),x27962),f51(f51(f4(a2),x27962),x27961))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2798,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x27981),x27982),f51(f51(f4(a2),x27982),x27981))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2800,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28001),x28002),f51(f51(f4(a2),x28002),x28001))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2802,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28021),x28022),f51(f51(f4(a2),x28022),x28021))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2803,plain,
% 74.66/74.66 (P31(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145])).
% 74.66/74.66 cnf(2804,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28041),x28042),f51(f51(f4(a2),x28042),x28041))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2805,plain,
% 74.66/74.66 (P23(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140])).
% 74.66/74.66 cnf(2806,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28061),x28062),f51(f51(f4(a2),x28062),x28061))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2807,plain,
% 74.66/74.66 (P27(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139])).
% 74.66/74.66 cnf(2808,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28081),x28082),f51(f51(f4(a2),x28082),x28081))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2809,plain,
% 74.66/74.66 (P22(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138])).
% 74.66/74.66 cnf(2810,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28101),x28102),f51(f51(f4(a2),x28102),x28101))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2811,plain,
% 74.66/74.66 (P37(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137])).
% 74.66/74.66 cnf(2812,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28121),x28122),f51(f51(f4(a2),x28122),x28121))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2813,plain,
% 74.66/74.66 (P5(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136])).
% 74.66/74.66 cnf(2814,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28141),x28142),f51(f51(f4(a2),x28142),x28141))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2815,plain,
% 74.66/74.66 (P4(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,2814,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1954,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136,135])).
% 74.66/74.66 cnf(2816,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28161),x28162),f51(f51(f4(a2),x28162),x28161))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2817,plain,
% 74.66/74.66 (P36(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,2814,2816,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1956,1955,1954,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136,135,134])).
% 74.66/74.66 cnf(2818,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28181),x28182),f51(f51(f4(a2),x28182),x28181))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2820,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28201),x28202),f51(f51(f4(a2),x28202),x28201))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2821,plain,
% 74.66/74.66 (P2(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,2814,2816,2818,2820,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1957,1956,1955,1954,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136,135,134,132,131])).
% 74.66/74.66 cnf(2822,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x28221),x28222),f51(f51(f4(a2),x28222),x28221))),
% 74.66/74.66 inference(rename_variables,[],[294])).
% 74.66/74.66 cnf(2823,plain,
% 74.66/74.66 (P3(f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,2814,2816,2818,2820,2822,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1957,1956,1955,1954,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136,135,134,132,131,133])).
% 74.66/74.66 cnf(2827,plain,
% 74.66/74.66 (P13(f3(f51(f51(f4(a2),f3(a2)),a2)),f33(f3(f51(f51(f4(a2),f3(a2)),a2)),x28271,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[420,400,403,419,241,292,255,370,2207,2468,2470,2472,371,2641,2645,2649,328,2652,2655,383,294,2313,2716,2718,2720,2722,2724,2726,2728,2730,2732,2734,2736,2738,2740,2742,2744,2784,2786,2788,2790,2792,2794,2796,2798,2800,2802,2804,2806,2808,2810,2812,2814,2816,2818,2820,2822,254,252,2221,2368,2372,2417,2513,2530,2550,2583,2671,2674,2691,2704,406,2272,2304,2647,2696,2699,2753,2756,2759,256,2220,2361,2416,2515,2551,2589,2636,364,363,385,388,408,2289,2296,2404,2418,398,268,2223,2411,2677,2779,310,2371,2451,311,293,352,2212,2600,416,2670,417,265,324,2280,326,2508,304,2320,302,2375,222,410,2209,2383,2622,229,230,225,414,2408,2567,2703,312,214,235,237,211,236,228,206,207,216,381,217,218,209,210,279,2395,208,1246,2478,2489,2621,1249,1287,2222,2514,1144,1959,1958,1957,1956,1955,1954,1953,1952,1951,1950,1949,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1937,1936,1935,1934,1310,2205,1933,1932,1931,1930,1917,1918,1929,1928,1270,1758,1927,1417,1283,1831,1543,2321,2387,2573,1926,1244,1591,1925,1438,1320,2007,1293,1527,1924,1537,2376,2386,1923,1140,1182,2283,2286,1187,2038,1435,1229,1161,1305,1155,1190,2299,2496,1193,1196,2307,2310,2421,2534,1224,1459,1728,1483,1220,1487,2015,1730,1398,1408,2364,1414,1505,1507,1395,2365,1401,1255,1252,2335,1978,1274,2034,1531,1444,1515,1722,1790,1546,1378,1381,1384,1938,192,541,689,688,853,931,437,436,607,606,605,604,564,524,482,459,446,772,678,675,454,450,780,909,906,987,506,566,515,859,910,672,787,829,855,1093,1084,434,942,936,725,1064,1058,1056,1035,851,799,733,729,671,667,519,805,696,635,634,633,630,628,531,529,702,621,588,814,655,597,847,844,734,600,586,577,489,708,891,576,813,468,945,623,854,796,792,788,817,507,884,601,940,809,693,535,533,565,521,758,811,810,556,885,624,752,730,552,200,199,198,197,195,184,176,3,472,750,749,748,746,498,876,1023,1067,1066,1065,1057,820,544,865,435,669,568,561,465,571,863,171,739,828,700,598,587,815,1059,539,992,665,625,559,585,557,167,166,490,652,620,619,941,1036,591,852,467,13,864,173,610,627,710,563,558,732,939,807,473,579,731,511,795,754,643,569,182,177,174,172,170,169,168,2,189,12,7,1113,505,995,478,183,982,930,986,602,743,644,582,580,993,704,684,683,994,760,889,908,573,165,164,163,162,161,160,158,153,151,149,144,143,142,141,130,659,744,1019,687,686,685,463,759,574,706,682,50,757,907,874,969,159,157,156,155,154,152,150,148,147,146,145,140,139,138,137,136,135,134,132,131,133,719,726])).
% 74.66/74.66 cnf(2871,plain,
% 74.66/74.66 (P13(f3(a2),x28711,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(2874,plain,
% 74.66/74.66 (P9(x28741,f32(f51(f51(f4(a2),x28742),x28741)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(2875,plain,
% 74.66/74.66 (P9(x28751,f32(x28751),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(2876,plain,
% 74.66/74.66 (P13(x28761,x28761,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2877,plain,
% 74.66/74.66 (P13(x28771,x28771,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2882,plain,
% 74.66/74.66 (P13(x28821,f7(x28821,f7(x28821,x28821,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(2885,plain,
% 74.66/74.66 (P13(x28851,f51(f51(f4(a2),x28851),x28852),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(2889,plain,
% 74.66/74.66 (~P13(f32(f3(a2)),f51(f51(f4(a2),f5(f3(a2),f3(a2),a2)),f3(a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[223,252,256,2871,408,268,352,324,234,304,417,207,2821,2811,2809,2725,2723,2721,2701,2259,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860])).
% 74.66/74.66 cnf(2891,plain,
% 74.66/74.66 (~P9(f31(x28911,x28911,f51(f51(f4(a2),f3(a2)),a2)),x28911,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[223,252,256,2871,408,268,352,324,234,304,417,207,2666,2821,2811,2809,2725,2723,2721,2701,2259,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853])).
% 74.66/74.66 cnf(2893,plain,
% 74.66/74.66 (P13(f27(x28931,f51(f51(f4(a2),a2),f3(a2))),f27(x28931,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[223,252,2877,256,2871,408,268,352,324,234,304,417,207,2666,2821,2817,2811,2809,2725,2723,2721,2701,2259,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653])).
% 74.66/74.66 cnf(2897,plain,
% 74.66/74.66 (P13(x28971,x28971,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2901,plain,
% 74.66/74.66 (P13(x29011,x29011,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2906,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(f3(a2),f7(f3(a2),f3(a2),a2),a2)),f32(x29061)),f3(a2))),
% 74.66/74.66 inference(scs_inference,[],[223,252,2877,2897,256,2871,408,268,395,352,2882,324,234,304,417,323,207,216,2666,2821,2817,2811,2809,2725,2723,2721,2701,2298,2303,2259,2491,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733])).
% 74.66/74.66 cnf(2907,plain,
% 74.66/74.66 (P13(x29071,f7(x29071,f7(x29071,x29071,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(2908,plain,
% 74.66/74.66 (P13(f3(a2),x29081,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(2913,plain,
% 74.66/74.66 (P13(x29131,f7(x29131,f7(x29131,x29131,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(2915,plain,
% 74.66/74.66 (P9(x29151,f32(x29151),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(2916,plain,
% 74.66/74.66 (P13(f3(a2),x29161,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(2918,plain,
% 74.66/74.66 (P9(x29181,f30(f32(x29181),x29182,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[223,252,2877,2897,256,2871,2908,408,268,2875,2915,395,352,2882,2907,324,234,304,417,323,207,216,209,208,2666,2821,2817,2811,2809,2725,2723,2721,2288,2701,2298,2303,2259,1276,2491,1287,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702])).
% 74.66/74.66 cnf(2921,plain,
% 74.66/74.66 (P9(x29211,f32(f51(f51(f4(a2),x29212),x29211)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(2922,plain,
% 74.66/74.66 (P9(x29221,f32(x29221),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(2923,plain,
% 74.66/74.66 (P13(x29231,x29231,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2927,plain,
% 74.66/74.66 (E(x29271,f51(f51(f4(a2),x29271),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[307,306,223,252,2877,2897,2901,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,234,304,417,323,207,216,209,208,2666,2821,2817,2811,2809,2725,2723,2721,2288,2701,2298,2303,2259,1276,2491,1287,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623])).
% 74.66/74.66 cnf(2928,plain,
% 74.66/74.66 (E(f5(f51(f51(f4(a2),x29281),x29282),x29281,a2),x29282)),
% 74.66/74.66 inference(rename_variables,[],[306])).
% 74.66/74.66 cnf(2932,plain,
% 74.66/74.66 (~P9(x29321,x29321,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(rename_variables,[],[2666])).
% 74.66/74.66 cnf(2936,plain,
% 74.66/74.66 (P13(x29361,x29361,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2938,plain,
% 74.66/74.66 (P13(f30(x29381,x29381,f51(f51(f4(a2),f3(a2)),a2)),x29381,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[307,306,223,252,2877,2897,2901,2923,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,234,304,417,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2288,2701,2298,2303,2259,2484,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799])).
% 74.66/74.66 cnf(2940,plain,
% 74.66/74.66 (~P9(f32(x29401),f30(x29401,f32(x29401),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[307,306,223,252,2877,2897,2901,2923,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,234,304,417,406,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2288,2701,2298,2303,2259,2484,2539,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796])).
% 74.66/74.66 cnf(2942,plain,
% 74.66/74.66 (~P9(x29421,x29421,a2)),
% 74.66/74.66 inference(rename_variables,[],[406])).
% 74.66/74.66 cnf(2951,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(f32(f3(a2)),f32(f3(a2)),a2)),f7(f32(f3(a2)),f32(f3(a2)),a2)),f32(f3(a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[307,306,223,252,2877,2897,2901,2923,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,234,304,417,406,2942,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2698,2288,2638,2701,2298,2303,2259,2484,2539,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667])).
% 74.66/74.66 cnf(2954,plain,
% 74.66/74.66 (P9(x29541,f32(f51(f51(f4(a2),x29542),x29541)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(2960,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x29601),x29602)))),x29601,a2)),
% 74.66/74.66 inference(scs_inference,[],[307,306,223,252,2877,2897,2901,2923,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,2921,234,304,417,406,2942,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2698,2288,2566,2638,2701,2298,2303,2259,2484,2539,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671])).
% 74.66/74.66 cnf(2961,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x29611))),x29611,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(2965,plain,
% 74.66/74.66 (~P9(x29651,f51(f51(f4(a2),f3(a2)),f5(x29651,x29652,a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,2921,234,304,417,406,2942,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2698,2288,2566,2334,2638,2701,2298,2303,2259,2484,2539,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693])).
% 74.66/74.66 cnf(2968,plain,
% 74.66/74.66 (P13(f7(f5(f3(a2),f3(a2),a2),x29681,a2),f5(x29682,x29682,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,2921,234,304,417,406,2942,323,207,216,209,208,2225,2666,2575,2821,2817,2811,2809,2725,2723,2721,2698,2288,2566,2334,2638,2701,2298,2549,2303,2259,2484,2539,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936])).
% 74.66/74.66 cnf(2969,plain,
% 74.66/74.66 (P13(x29691,x29691,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(2979,plain,
% 74.66/74.66 (~P13(f5(f21(x29791,f3(a2),x29792),f3(a2),a2),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,324,2874,2921,234,304,417,406,2942,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2725,2723,2721,2698,2288,2415,2566,2334,2638,2701,2425,2298,2529,2549,2303,2259,2484,2539,2598,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556])).
% 74.66/74.66 cnf(2980,plain,
% 74.66/74.66 (~P9(x29801,f5(x29802,x29802,a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[2598])).
% 74.66/74.66 cnf(2983,plain,
% 74.66/74.66 (P9(x29831,f32(f51(f51(f4(a2),x29831),x29832)),a2)),
% 74.66/74.66 inference(rename_variables,[],[326])).
% 74.66/74.66 cnf(2986,plain,
% 74.66/74.66 (P9(x29861,f51(f51(f4(a2),x29862),f32(f51(f51(f4(a2),x29863),x29861))),a2)),
% 74.66/74.66 inference(rename_variables,[],[2558])).
% 74.66/74.66 cnf(2994,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x29941),f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x29942)),x29942,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,2913,324,2874,2921,326,234,304,417,406,2942,214,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909])).
% 74.66/74.66 cnf(2995,plain,
% 74.66/74.66 (P13(x29951,f7(x29951,f7(x29951,x29951,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(2996,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x29961),x29962)),x29962,a2)),
% 74.66/74.66 inference(rename_variables,[],[2357])).
% 74.66/74.66 cnf(2998,plain,
% 74.66/74.66 (~P13(f32(f5(f32(f3(a2)),f3(a2),a2)),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,2913,324,2874,2921,326,234,304,417,406,2942,214,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1287,1947,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601])).
% 74.66/74.66 cnf(3000,plain,
% 74.66/74.66 (P9(x30001,f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2))),x30001),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,2913,324,2874,2921,326,234,304,417,406,2942,214,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817])).
% 74.66/74.66 cnf(3002,plain,
% 74.66/74.66 (P13(x30021,f7(f51(f51(f4(a2),x30022),x30021),f7(f51(f51(f4(a2),x30022),x30021),f51(f51(f4(a2),x30022),x30021),a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,256,2871,2908,408,268,2875,2915,2922,395,352,2882,2907,2913,2995,324,2874,2921,326,234,304,417,406,2942,214,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730])).
% 74.66/74.66 cnf(3003,plain,
% 74.66/74.66 (P13(x30031,f7(x30031,f7(x30031,x30031,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3006,plain,
% 74.66/74.66 (P13(x30061,x30061,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3007,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x30071),x30072),x30071,a2)),
% 74.66/74.66 inference(rename_variables,[],[417])).
% 74.66/74.66 cnf(3009,plain,
% 74.66/74.66 (~P13(f5(f32(f32(f32(f3(a2)))),f3(a2),a2),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,256,2871,2908,2916,408,268,2875,2915,2922,395,352,2882,2907,2913,2995,324,2874,2921,326,234,304,417,406,2942,214,323,207,216,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2961,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994])).
% 74.66/74.66 cnf(3010,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x30101))),x30101,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(3011,plain,
% 74.66/74.66 (P13(x30111,x30111,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3012,plain,
% 74.66/74.66 (P13(f3(a2),x30121,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3015,plain,
% 74.66/74.66 (P9(x30151,f32(x30151),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3022,plain,
% 74.66/74.66 (P9(f5(x30221,x30221,a2),f5(f32(x30221),x30221,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,256,2871,2908,2916,408,268,2875,2915,2922,3015,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,417,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889])).
% 74.66/74.66 cnf(3023,plain,
% 74.66/74.66 (P13(x30231,x30231,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3025,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x30251),f51(f51(f4(a2),f51(f51(f4(a2),f32(f3(a2))),x30252)),x30253)),x30253,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,256,2871,2908,2916,408,268,2875,2915,2922,3015,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,2885,417,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875])).
% 74.66/74.66 cnf(3026,plain,
% 74.66/74.66 (P13(x30261,f51(f51(f4(a2),x30261),x30262),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(3029,plain,
% 74.66/74.66 (~P11(f51(a11,f10(x30291)),f9(x30292),f22(a11,f9(x30293),x30294,a50,a50))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,256,2871,2908,2916,408,268,2875,2915,2922,3015,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,2885,417,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515])).
% 74.66/74.66 cnf(3033,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f7(x30331,x30332,a2)),f51(f51(f4(a2),f7(f5(x30331,x30331,a2),x30332,a2)),x30333)),f51(f51(f4(a2),f7(x30331,x30332,a2)),x30333),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,293,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,2885,417,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,1301,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065])).
% 74.66/74.66 cnf(3034,plain,
% 74.66/74.66 (P13(x30341,x30341,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3036,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(x30361,x30362,a2)),x30363),f51(f51(f4(a2),f7(x30361,x30362,a2)),f7(f5(x30361,x30361,a2),x30362,a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,293,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,2885,417,3007,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,1301,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058])).
% 74.66/74.66 cnf(3037,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x30371),x30372),x30371,a2)),
% 74.66/74.66 inference(rename_variables,[],[417])).
% 74.66/74.66 cnf(3039,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(x30391,x30392,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(x30391,x30391,a2),x30392,a2)),x30393)),x30394)),f51(f51(f4(a2),f7(x30391,x30392,a2)),x30393),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,293,395,352,2882,2907,2913,2995,324,2874,2921,326,2983,234,304,2885,417,3007,3037,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,1301,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056])).
% 74.66/74.66 cnf(3040,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x30401),x30402),x30401,a2)),
% 74.66/74.66 inference(rename_variables,[],[417])).
% 74.66/74.66 cnf(3046,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(x30461,x30462,a2)),f32(x30463)),f51(f51(f4(a2),f7(x30461,x30462,a2)),f51(f51(f4(a2),f7(f5(x30461,x30461,a2),x30462,a2)),x30463)))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,311,293,395,352,2882,2907,2913,2995,324,2874,2921,2954,326,2983,234,304,2885,417,3007,3037,406,2942,214,323,207,216,217,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2334,2638,2961,3010,2701,2357,2996,2425,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036])).
% 74.66/74.66 cnf(3047,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x30471),f32(x30472)),f51(f51(f4(a2),x30471),x30472))),
% 74.66/74.66 inference(rename_variables,[],[1760])).
% 74.66/74.66 cnf(3053,plain,
% 74.66/74.66 (P13(x30531,f32(f32(x30531)),a2)),
% 74.66/74.66 inference(rename_variables,[],[2265])).
% 74.66/74.66 cnf(3054,plain,
% 74.66/74.66 (~E(f32(x30541),f3(a2))),
% 74.66/74.66 inference(rename_variables,[],[395])).
% 74.66/74.66 cnf(3056,plain,
% 74.66/74.66 (P9(x30561,f5(f32(f51(f51(f4(a2),x30562),f51(f51(f4(a2),x30561),x30563))),x30563,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,311,293,395,352,2882,2907,2913,2995,324,2874,2921,2954,326,2983,234,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859])).
% 74.66/74.66 cnf(3057,plain,
% 74.66/74.66 (P9(x30571,f32(f51(f51(f4(a2),x30572),x30571)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3061,plain,
% 74.66/74.66 (P13(f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f30(x30611,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,311,293,395,352,2882,2907,2913,2995,324,2874,2921,2954,326,2983,234,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704])).
% 74.66/74.66 cnf(3063,plain,
% 74.66/74.66 (~P13(f27(f32(x30631),f51(f51(f4(a2),f3(a2)),a2)),f31(x30632,f3(f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,408,268,2875,2915,2922,3015,311,293,395,352,2882,2907,2913,2995,324,2874,2921,2954,326,2983,234,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684])).
% 74.66/74.66 cnf(3067,plain,
% 74.66/74.66 (P13(x30671,f7(x30671,f7(x30671,x30671,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3068,plain,
% 74.66/74.66 (~E(f32(x30681),x30681)),
% 74.66/74.66 inference(rename_variables,[],[391])).
% 74.66/74.66 cnf(3069,plain,
% 74.66/74.66 (P13(f3(a2),x30691,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3071,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f32(x30711)),x30712),f3(a2))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465])).
% 74.66/74.66 cnf(3075,plain,
% 74.66/74.66 (~P13(f5(f32(f32(f32(f51(f51(f4(a2),x30751),x30752)))),x30752,a2),x30751,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863])).
% 74.66/74.66 cnf(3076,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x30761))),x30761,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(3078,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f7(f3(a2),x30781,a2)),x30782),f51(f51(f4(a2),f7(x30783,x30781,a2)),f32(f51(f51(f4(a2),x30784),x30782))),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064])).
% 74.66/74.66 cnf(3081,plain,
% 74.66/74.66 (~P9(x30811,f30(x30811,x30811,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,406,2942,214,323,207,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851])).
% 74.66/74.66 cnf(3083,plain,
% 74.66/74.66 (~P9(x30831,f7(f5(f3(a2),f3(a2),a2),x30832,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907])).
% 74.66/74.66 cnf(3085,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x30851),x30852),x30851,a2)),
% 74.66/74.66 inference(rename_variables,[],[417])).
% 74.66/74.66 cnf(3087,plain,
% 74.66/74.66 (~P9(f32(f32(f51(f51(f4(a2),x30871),x30872))),x30872,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,2701,2357,2996,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1716,1287,1953,1947,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665])).
% 74.66/74.66 cnf(3088,plain,
% 74.66/74.66 (~P9(f32(f32(x30881)),x30881,a2)),
% 74.66/74.66 inference(rename_variables,[],[2267])).
% 74.66/74.66 cnf(3092,plain,
% 74.66/74.66 (~P13(f32(f21(x30921,f3(a2),x30922)),f32(f3(a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,2701,2357,2996,2765,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598])).
% 74.66/74.66 cnf(3096,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x30961),x30962)))),x30962,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,3076,2701,2357,2996,2765,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669])).
% 74.66/74.66 cnf(3097,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x30971))),x30971,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(3099,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(x30991)))),x30991,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2357,2996,2765,2425,2349,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561])).
% 74.66/74.66 cnf(3100,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x31001))),x31001,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(3102,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x31021),f51(f51(f4(a2),x31022),x31023))),x31023,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2357,2996,2765,2425,2349,2447,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758])).
% 74.66/74.66 cnf(3105,plain,
% 74.66/74.66 (~P13(f32(f51(f51(f4(a2),x31051),f32(x31052))),x31052,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2357,2996,2521,2765,2425,2349,2447,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586])).
% 74.66/74.66 cnf(3111,plain,
% 74.66/74.66 (P13(x31111,x31111,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3115,plain,
% 74.66/74.66 (P13(x31151,f7(x31151,f7(x31151,x31151,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3118,plain,
% 74.66/74.66 (~P9(f32(f32(f51(f51(f4(a2),x31181),x31182))),x31181,a2)),
% 74.66/74.66 inference(rename_variables,[],[2337])).
% 74.66/74.66 cnf(3124,plain,
% 74.66/74.66 (P13(f27(x31241,f51(f51(f4(a2),f3(a2)),a2)),f27(f32(x31241),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531])).
% 74.66/74.66 cnf(3129,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x31291),f51(f51(f4(a2),x31292),x31293)),f51(f51(f4(a2),x31291),x31292),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884])).
% 74.66/74.66 cnf(3131,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),x31311),f5(x31312,x31313,a2)),f51(f51(f4(a2),x31311),x31312),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,326,2983,234,391,304,2885,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760])).
% 74.66/74.66 cnf(3133,plain,
% 74.66/74.66 (P9(f3(a2),f5(f32(f51(f51(f4(a2),x31331),x31332)),x31332,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,3057,326,2983,234,391,304,2885,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696])).
% 74.66/74.66 cnf(3135,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x31351),f32(f3(a2))),f32(f51(f51(f4(a2),x31351),f3(a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,3057,326,2983,234,391,304,2885,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627])).
% 74.66/74.66 cnf(3139,plain,
% 74.66/74.66 (P9(x31391,f51(f51(f4(a2),f51(f51(f4(a2),x31391),x31392)),f32(f3(a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739])).
% 74.66/74.66 cnf(3140,plain,
% 74.66/74.66 (P9(x31401,f32(x31401),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3145,plain,
% 74.66/74.66 (P13(x31451,f7(x31451,f7(x31451,x31451,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3147,plain,
% 74.66/74.66 (~P13(f30(x31471,f32(f32(f32(x31472))),a2),x31472,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2770,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752])).
% 74.66/74.66 cnf(3153,plain,
% 74.66/74.66 (~P9(x31531,f3(a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[410])).
% 74.66/74.66 cnf(3158,plain,
% 74.66/74.66 (P13(f32(f5(f3(a2),f3(a2),a2)),f5(f32(f3(a2)),f3(a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521])).
% 74.66/74.66 cnf(3160,plain,
% 74.66/74.66 (P13(f32(x31601),f32(f51(f51(f4(a2),x31602),x31601)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563])).
% 74.66/74.66 cnf(3164,plain,
% 74.66/74.66 (~P11(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),f16(f3(a2),f23(a48,a60,a58,a53,a53),x31641))),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,261,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171])).
% 74.66/74.66 cnf(3165,plain,
% 74.66/74.66 (E(f16(f3(a2),x31651,x31652),x31651)),
% 74.66/74.66 inference(rename_variables,[],[261])).
% 74.66/74.66 cnf(3170,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x31701))),f31(x31701,x31702,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,261,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748])).
% 74.66/74.66 cnf(3172,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x31721))),f31(x31722,x31721,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,261,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,2334,2638,2961,3010,3076,3097,3100,2701,2337,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746])).
% 74.66/74.66 cnf(3184,plain,
% 74.66/74.66 (~P13(f32(f32(f32(x31841))),x31841,a2)),
% 74.66/74.66 inference(rename_variables,[],[2638])).
% 74.66/74.66 cnf(3185,plain,
% 74.66/74.66 (P13(x31851,x31851,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3187,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x31871),f32(x31872)),x31871)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,261,306,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463])).
% 74.66/74.66 cnf(3189,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),x31891),f3(a2)),x31891,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,307,261,306,2928,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,2876,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557])).
% 74.66/74.66 cnf(3197,plain,
% 74.66/74.66 (P13(x31971,x31971,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3202,plain,
% 74.66/74.66 (P9(f31(x32021,x32022,a2),f32(f51(f51(f4(a2),x32023),x32021)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2547,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710])).
% 74.66/74.66 cnf(3204,plain,
% 74.66/74.66 (~P9(f7(f51(f51(f4(a2),x32041),x32042),x32043,a2),f51(f51(f4(a2),f7(x32042,x32043,a2)),f3(a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2547,2425,2349,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732])).
% 74.66/74.66 cnf(3205,plain,
% 74.66/74.66 (~P9(x32051,f3(a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[410])).
% 74.66/74.66 cnf(3208,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f7(x32081,x32082,a2)),f32(f32(x32083))),f51(f51(f4(a2),f7(f3(a2),x32082,a2)),x32083),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2547,2425,2349,2460,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059])).
% 74.66/74.66 cnf(3211,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x32111),f51(f51(f4(a2),f32(f3(a2))),f32(x32112)))),x32112,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,2547,2425,2349,2460,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559])).
% 74.66/74.66 cnf(3212,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x32121),f51(f51(f4(a2),f32(f3(a2))),x32122))),x32122,a2)),
% 74.66/74.66 inference(rename_variables,[],[2778])).
% 74.66/74.66 cnf(3214,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f5(x32141,x32142,a2)),x32143),f51(f51(f4(a2),x32141),x32143),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,2547,2425,2349,2460,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759])).
% 74.66/74.66 cnf(3217,plain,
% 74.66/74.66 (~P9(x32171,f3(a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[410])).
% 74.66/74.66 cnf(3219,plain,
% 74.66/74.66 (~E(f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),x32191),f34(x32192)),f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),x32191),f51(f51(a48,x32193),x32194)))),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,2547,2425,2349,2460,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620])).
% 74.66/74.66 cnf(3221,plain,
% 74.66/74.66 (P13(x32211,f51(f51(f4(a2),x32212),f51(f51(f4(a2),f3(a2)),x32211)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,2547,2425,2349,2460,2624,2447,2298,2558,2986,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939])).
% 74.66/74.66 cnf(3225,plain,
% 74.66/74.66 (~P9(x32251,f51(f51(f4(a2),f5(x32251,x32251,a2)),x32251),a2)),
% 74.66/74.66 inference(rename_variables,[],[2708])).
% 74.66/74.66 cnf(3226,plain,
% 74.66/74.66 (~P9(x32261,f3(a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[410])).
% 74.66/74.66 cnf(3230,plain,
% 74.66/74.66 (~P13(f5(f32(f3(a2)),f3(a2),a2),f3(a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473])).
% 74.66/74.66 cnf(3234,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x32341),f51(f51(f4(a2),f32(f3(a2))),f32(x32342)))),x32342,a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558])).
% 74.66/74.66 cnf(3235,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x32351),f51(f51(f4(a2),f32(f3(a2))),x32352))),x32352,a2)),
% 74.66/74.66 inference(rename_variables,[],[2778])).
% 74.66/74.66 cnf(3237,plain,
% 74.66/74.66 (P9(f32(x32371),f32(f32(f51(f51(f4(a2),x32372),x32371))),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585])).
% 74.66/74.66 cnf(3239,plain,
% 74.66/74.66 (E(x32391,f51(f51(f4(a2),f5(x32391,x32391,a2)),x32391))),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511])).
% 74.66/74.66 cnf(3245,plain,
% 74.66/74.66 (P13(x32451,x32451,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3248,plain,
% 74.66/74.66 (P9(x32481,f32(f51(f51(f4(a2),x32482),x32481)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3249,plain,
% 74.66/74.66 (P9(x32491,f32(x32491),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3250,plain,
% 74.66/74.66 (P13(x32501,x32501,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3252,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x32521),x32522),f51(f51(f4(a2),f32(f51(f51(f4(a2),x32523),x32521))),f32(x32522)),a2)),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,307,261,306,2928,376,223,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874])).
% 74.66/74.66 cnf(3255,plain,
% 74.66/74.66 (P11(f3(a2),f10(f9(x32551)),f51(f51(a48,x32552),f51(f35(f15(x32553,a49),f3(a2),x32552,a53),x32551)))),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,245,307,261,306,2928,376,223,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169])).
% 74.66/74.66 cnf(3257,plain,
% 74.66/74.66 (P13(f3(a2),x32571,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[401,418,1139,245,307,261,306,2928,376,223,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,2876,3034,256,2871,2908,2916,3012,3069,408,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168])).
% 74.66/74.66 cnf(3258,plain,
% 74.66/74.66 (E(x32581,f51(f51(f4(a2),f3(a2)),x32581))),
% 74.66/74.66 inference(rename_variables,[],[1310])).
% 74.66/74.66 cnf(3264,plain,
% 74.66/74.66 (P13(a1,a62,a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167])).
% 74.66/74.66 cnf(3265,plain,
% 74.66/74.66 (P13(x32651,x32651,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3266,plain,
% 74.66/74.66 (P13(a62,a1,a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166])).
% 74.66/74.66 cnf(3267,plain,
% 74.66/74.66 (P13(x32671,x32671,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3268,plain,
% 74.66/74.66 (P9(a62,f32(a1),a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172])).
% 74.66/74.66 cnf(3269,plain,
% 74.66/74.66 (P9(x32691,f32(x32691),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3273,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x32731),x32732),x32731,a2)),
% 74.66/74.66 inference(rename_variables,[],[417])).
% 74.66/74.66 cnf(3274,plain,
% 74.66/74.66 (P9(x32741,f32(x32741),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174])).
% 74.66/74.66 cnf(3278,plain,
% 74.66/74.66 (~P9(x32781,f5(x32782,x32782,a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[2598])).
% 74.66/74.66 cnf(3280,plain,
% 74.66/74.66 (~P11(f35(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f9(f3(a2)),f23(a48,a60,a58,a53,a53))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018])).
% 74.66/74.66 cnf(3282,plain,
% 74.66/74.66 (~P9(f3(f51(f51(f4(a2),a2),f3(a2))),f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,3226,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654])).
% 74.66/74.66 cnf(3284,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x32841),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f3(a2))),x32842))),x32842,a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,3226,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906])).
% 74.66/74.66 cnf(3286,plain,
% 74.66/74.66 (P9(x32861,f32(x32861),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3288,plain,
% 74.66/74.66 (~P13(f27(f32(x32881),f51(f51(f4(a2),f3(a2)),a2)),f31(f27(x32881,f51(f51(f4(a2),f3(a2)),a2)),x32882,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,3226,406,2942,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688])).
% 74.66/74.66 cnf(3292,plain,
% 74.66/74.66 (P13(x32921,x32921,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3294,plain,
% 74.66/74.66 (P9(x32941,f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x32941),x32942))),a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816])).
% 74.66/74.66 cnf(3295,plain,
% 74.66/74.66 (P13(x32951,x32951,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3303,plain,
% 74.66/74.66 (P13(f31(x33031,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,241,304,2885,3026,417,3007,3037,3040,3085,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712])).
% 74.66/74.66 cnf(3313,plain,
% 74.66/74.66 (~P13(f27(f32(x33131),f51(f51(f4(a2),f3(a2)),a2)),f31(x33132,f27(x33131,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,3068,241,304,2885,3026,417,3007,3037,3040,3085,3273,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2231,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2545,2319,2415,2571,2566,2265,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,2596,2259,2484,2539,2598,2980,2632,1276,2491,1788,1726,1716,1344,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712,1035,673,541,689])).
% 74.66/74.66 cnf(3318,plain,
% 74.66/74.66 (P13(f3(a2),x33181,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3322,plain,
% 74.66/74.66 (P13(x33221,x33221,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3324,plain,
% 74.66/74.66 (E(f51(f51(a48,f41(f51(f51(a48,x33241),f51(f35(a1,f3(a2),x33241,a53),x33242)),a62,f9(x33242))),f43(f51(f51(a48,x33241),f51(f35(a1,f3(a2),x33241,a53),x33242)),a62,f9(x33242))),f51(f51(a48,x33241),f51(f35(a1,f3(a2),x33241,a53),x33242)))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,3295,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,3068,241,304,2885,3026,417,3007,3037,3040,3085,3273,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2231,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2545,2319,2415,2571,2566,2265,3053,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,1290,2596,2259,2484,2539,2598,2980,2632,2713,1276,2491,1788,1726,1716,1344,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712,1035,673,541,689,999,819,910])).
% 74.66/74.66 cnf(3326,plain,
% 74.66/74.66 (~P28(f16(f3(a2),f22(x33261,a2,f20(x33262),x33263,x33262),x33264))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,3165,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,3295,2876,3034,256,2871,2908,2916,3012,3069,408,398,268,2875,2915,2922,3015,3140,3249,3269,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,3068,241,304,2885,3026,417,3007,3037,3040,3085,3273,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2231,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2545,2206,2319,2415,2571,2566,2265,3053,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,1290,2596,2259,2484,2539,2598,2980,2632,2713,1276,2491,1788,1726,1716,1344,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712,1035,673,541,689,999,819,910,192])).
% 74.66/74.66 cnf(3328,plain,
% 74.66/74.66 (P13(f3(a2),x33281,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3340,plain,
% 74.66/74.66 (P13(f3(a2),x33401,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3342,plain,
% 74.66/74.66 (E(x33421,f30(x33421,x33421,f51(f51(f4(a2),f3(a2)),a2)))),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,3165,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,3295,3322,2876,3034,256,2871,2908,2916,3012,3069,3318,3328,408,398,268,2875,2915,2922,3015,3140,3249,3269,3286,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,3068,241,304,2885,3026,417,3007,3037,3040,3085,3273,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2231,2233,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2545,2206,2319,2415,2571,2566,2265,3053,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,1290,2596,2259,2317,2484,2539,2598,2980,3278,2632,2713,1276,2491,1788,1726,1716,1344,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712,1035,673,541,689,999,819,910,192,865,1066,597,643,591])).
% 74.66/74.66 cnf(3345,plain,
% 74.66/74.66 (P9(x33451,f32(f51(f51(f4(a2),f5(x33451,f3(a2),a2)),f3(a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[204,401,418,1139,245,307,261,3165,306,2928,376,223,254,248,252,2877,2897,2901,2923,2936,2969,3006,3011,3023,3111,3185,3197,3245,3250,3265,3267,3292,3295,3322,2876,3034,256,2871,2908,2916,3012,3069,3318,3328,3340,408,398,268,2875,2915,2922,3015,3140,3249,3269,3286,311,293,395,3054,352,2882,2907,2913,2995,3003,3067,3115,3145,324,2874,2921,2954,3057,3248,326,2983,234,391,3068,241,304,2885,3026,417,3007,3037,3040,3085,3273,302,410,3153,3205,3217,3226,406,2942,211,214,323,207,228,216,217,218,209,210,208,2225,2666,2932,2229,2231,2233,2575,2681,2748,2823,2821,2817,2811,2809,2789,2739,1776,2683,2725,2723,1301,2579,1760,3047,2721,2585,2698,2288,2545,2206,2319,2415,2571,2566,2265,3053,2267,3088,2334,2638,2961,3010,3076,3097,3100,3184,2701,2337,3118,2357,2996,2521,2765,2778,3212,3235,2462,2547,2425,2349,2460,2624,2447,2298,2558,2986,2708,3225,2271,2529,2549,2303,2498,2504,2306,2770,1290,2596,2259,2317,2484,2539,2598,2980,3278,2632,2713,1276,2491,1788,1261,1726,1716,1344,1974,1287,1953,1947,1935,1310,3258,1444,1954,1946,1270,1956,518,882,902,458,445,453,449,781,779,1000,996,985,984,980,545,860,853,653,822,827,602,733,1084,931,702,995,708,623,683,854,799,796,792,491,506,667,566,573,507,671,535,693,936,600,634,940,556,729,937,885,577,909,601,817,730,982,994,987,655,624,889,875,515,876,1065,1058,1056,805,700,1036,686,734,859,706,704,684,788,465,571,863,1064,851,907,665,625,598,669,561,758,586,533,941,568,519,610,531,811,884,760,696,627,739,435,731,752,565,579,569,521,563,544,171,750,749,748,746,685,687,682,992,463,557,1067,852,552,13,710,732,1059,559,759,864,620,939,539,619,473,757,558,585,511,754,795,969,874,170,169,168,176,189,3,12,167,166,172,2,50,173,174,7,540,1018,654,906,688,818,816,583,581,714,712,1035,673,541,689,999,819,910,192,865,1066,597,643,591,993])).
% 74.66/74.66 cnf(3395,plain,
% 74.66/74.66 (P13(f3(f51(f51(f4(a2),f3(a2)),a2)),f33(f27(x33951,f51(f51(f4(a2),f3(a2)),a2)),x33952,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,352,416,304,207,2241,2994,2549,1955,926,929,928,981,1063,726])).
% 74.66/74.66 cnf(3398,plain,
% 74.66/74.66 (P13(f3(a2),x33981,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3399,plain,
% 74.66/74.66 (P13(f3(a2),x33991,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3400,plain,
% 74.66/74.66 (P13(x34001,f7(x34001,f7(x34001,x34001,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3409,plain,
% 74.66/74.66 (~P9(f32(x34091),x34091,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,352,416,304,234,311,207,210,3274,2241,2893,1913,2994,3139,2549,1946,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635])).
% 74.66/74.66 cnf(3411,plain,
% 74.66/74.66 (~P13(f27(f32(f32(x34111)),f51(f51(f4(a2),f3(a2)),a2)),f31(x34112,f27(x34111,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,352,416,304,234,311,207,210,3313,3274,3124,2241,2893,1913,2994,3139,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688])).
% 74.66/74.66 cnf(3413,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f5(f3(a2),x34131,a2)),f5(f3(a2),x34131,a2)),f3(a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,352,416,304,234,311,207,216,210,3313,3274,3124,2241,2893,1913,2994,3139,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827])).
% 74.66/74.66 cnf(3414,plain,
% 74.66/74.66 (P13(f5(x34141,x34142,a2),x34141,a2)),
% 74.66/74.66 inference(rename_variables,[],[311])).
% 74.66/74.66 cnf(3417,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x34171),x34172),x34172,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3419,plain,
% 74.66/74.66 (~P11(f51(a11,x34191),f51(f51(a11,f10(f9(f3(a2)))),f51(f51(a11,f10(f9(f3(a2)))),f9(x34192))),f10(x34193))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,352,416,304,234,311,228,207,216,210,3313,3274,3124,2241,2893,2679,1913,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602])).
% 74.66/74.66 cnf(3421,plain,
% 74.66/74.66 (P13(f5(f3(a2),x34211,a2),x34212,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,352,416,304,234,311,228,207,216,210,3313,3274,3124,2241,2893,2679,1913,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860])).
% 74.66/74.66 cnf(3422,plain,
% 74.66/74.66 (P13(f3(a2),x34221,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3424,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(f3(a2),x34241,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(x34242,f3(a2),a2),x34241,a2)),x34243)),f32(x34244))),f51(f51(f4(a2),f7(x34242,x34241,a2)),x34243))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,416,304,234,311,228,207,216,210,3313,3274,3124,2241,2893,3187,2679,1913,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035])).
% 74.66/74.66 cnf(3425,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x34251),f32(x34252)),x34251)),
% 74.66/74.66 inference(rename_variables,[],[3187])).
% 74.66/74.66 cnf(3429,plain,
% 74.66/74.66 (P13(x34291,f32(f32(f32(f32(x34291)))),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,416,304,234,311,228,207,216,210,3313,3274,3124,2241,2893,3187,2679,1913,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506])).
% 74.66/74.66 cnf(3433,plain,
% 74.66/74.66 (P13(x34331,f5(f7(f51(f51(f4(a2),x34331),f3(a2)),f7(f51(f51(f4(a2),x34331),f3(a2)),f51(f51(f4(a2),x34331),f3(a2)),a2),a2),f3(a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,416,304,234,311,228,207,216,210,3313,3288,3274,3124,2241,2893,3187,2679,1913,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936])).
% 74.66/74.66 cnf(3434,plain,
% 74.66/74.66 (P13(x34341,f7(x34341,f7(x34341,x34341,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3435,plain,
% 74.66/74.66 (P13(f3(a2),x34351,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3439,plain,
% 74.66/74.66 (P9(f5(x34391,x34392,a2),f32(f51(f51(f4(a2),x34391),x34393)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,311,228,207,216,210,3313,3288,3274,3124,2241,2893,3187,2679,1913,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693])).
% 74.66/74.66 cnf(3441,plain,
% 74.66/74.66 (~P9(f32(f51(f51(f4(a2),f32(f3(a2))),x34411)),f32(f51(f51(f4(a2),f3(a2)),x34411)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,311,228,207,216,210,3313,3288,3274,3124,2241,2893,3187,2679,1913,2439,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566])).
% 74.66/74.66 cnf(3445,plain,
% 74.66/74.66 (P13(f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,311,228,207,216,210,3313,3288,3274,3124,2241,2893,3282,2951,3187,2679,1913,2439,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529])).
% 74.66/74.66 cnf(3450,plain,
% 74.66/74.66 (P9(f3(a2),f32(x34501),a2)),
% 74.66/74.66 inference(rename_variables,[],[279])).
% 74.66/74.66 cnf(3452,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x34521),f51(f51(f4(a2),f3(a2)),x34521),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,311,228,207,216,279,210,3313,3288,3274,3124,2241,2893,3282,2951,3187,2679,2374,3230,1913,2439,3099,2994,3139,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940])).
% 74.66/74.66 cnf(3456,plain,
% 74.66/74.66 (~P9(f32(x34561),f30(f32(x34561),x34561,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,406,311,228,207,216,279,210,208,3313,3288,3274,3124,2241,2893,3282,2951,3187,2679,2374,3230,1913,2439,3099,2994,3139,2918,2581,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796])).
% 74.66/74.66 cnf(3457,plain,
% 74.66/74.66 (~P9(x34571,x34571,a2)),
% 74.66/74.66 inference(rename_variables,[],[406])).
% 74.66/74.66 cnf(3460,plain,
% 74.66/74.66 (P13(x34601,f31(x34601,x34601,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,234,406,311,228,207,216,279,210,208,3313,3288,3274,2891,3124,2241,2893,3282,2951,3187,2679,2374,3230,1913,2439,3099,2994,3139,2918,2581,2229,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655])).
% 74.66/74.66 cnf(3462,plain,
% 74.66/74.66 (P13(x34621,f31(f32(x34621),x34621,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,352,3400,326,416,304,252,234,406,311,228,207,216,279,210,208,3313,3288,3274,2891,3124,2241,2893,3282,2951,3187,2679,2374,3230,1913,2439,3099,2994,3139,2486,2918,2581,2229,1283,2549,1946,1947,2823,1955,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854])).
% 74.66/74.66 cnf(3463,plain,
% 74.66/74.66 (P13(x34631,x34631,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3470,plain,
% 74.66/74.66 (P13(x34701,f7(x34701,f7(x34701,x34701,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3475,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x34751),x34752),x34752,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3478,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x34781),x34782),x34782,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3480,plain,
% 74.66/74.66 (~P9(x34801,f30(f31(x34802,x34801,f51(f51(f4(a2),f3(a2)),a2)),f31(x34802,x34801,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,256,3399,3422,3435,352,3400,3434,326,416,3417,3475,304,252,234,406,311,228,207,216,279,210,208,3313,3288,3274,2891,3081,3124,2241,2893,3282,2951,3187,2679,2374,3230,1913,2439,3099,3237,2994,3139,2486,2918,2581,2229,1283,2598,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708])).
% 74.66/74.66 cnf(3481,plain,
% 74.66/74.66 (~P9(x34811,f30(x34811,x34811,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(rename_variables,[],[3081])).
% 74.66/74.66 cnf(3484,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(x34841)))),x34841,a2)),
% 74.66/74.66 inference(rename_variables,[],[3099])).
% 74.66/74.66 cnf(3487,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(x34871)))),x34871,a2)),
% 74.66/74.66 inference(rename_variables,[],[3099])).
% 74.66/74.66 cnf(3490,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x34901),x34902),x34902,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3493,plain,
% 74.66/74.66 (P13(f3(a2),x34931,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3494,plain,
% 74.66/74.66 (P13(f3(a2),x34941,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3501,plain,
% 74.66/74.66 (P13(x35011,f7(x35011,f7(x35011,x35011,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3507,plain,
% 74.66/74.66 (P13(f3(a2),x35071,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3519,plain,
% 74.66/74.66 (P9(f30(x35191,x35191,f51(f51(f4(a2),f3(a2)),a2)),f32(x35191),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683])).
% 74.66/74.66 cnf(3521,plain,
% 74.66/74.66 (P9(x35211,f32(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),x35211)),x35212)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884])).
% 74.66/74.66 cnf(3522,plain,
% 74.66/74.66 (P9(x35221,f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x35221),x35222))),a2)),
% 74.66/74.66 inference(rename_variables,[],[3294])).
% 74.66/74.66 cnf(3524,plain,
% 74.66/74.66 (P13(f32(x35241),f32(f7(x35241,f7(x35241,x35241,a2),a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586])).
% 74.66/74.66 cnf(3528,plain,
% 74.66/74.66 (P9(x35281,f51(f51(f4(a2),x35282),f32(f51(f51(f4(a2),x35281),x35283))),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665])).
% 74.66/74.66 cnf(3530,plain,
% 74.66/74.66 (~P13(f32(x35301),x35301,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634])).
% 74.66/74.66 cnf(3531,plain,
% 74.66/74.66 (P9(x35311,f32(x35311),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(rename_variables,[],[3274])).
% 74.66/74.66 cnf(3534,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x35341),f51(f51(f4(a2),f32(f3(a2))),f32(x35342)))),x35342,a2)),
% 74.66/74.66 inference(rename_variables,[],[3211])).
% 74.66/74.66 cnf(3536,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x35361),f5(x35362,x35363,a2)),f51(f51(f4(a2),x35361),f32(x35362)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,304,252,234,312,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3211,3237,2214,2994,3252,3139,2486,2918,2581,2229,1283,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758])).
% 74.66/74.66 cnf(3548,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x35481),f51(f51(f4(a2),x35482),x35483)),f51(f51(f4(a2),x35481),x35483),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3211,3237,3221,2214,2994,3252,3139,2486,2918,2968,2581,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937])).
% 74.66/74.66 cnf(3554,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x35541),f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x35542),x35543)))),x35543,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,214,311,228,207,216,279,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3211,3534,3237,3221,2214,2994,3252,3139,2591,2486,2918,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909])).
% 74.66/74.66 cnf(3559,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x35591),f3(a2)),f51(f51(f4(a2),x35591),f32(x35592)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3294,3211,3534,3237,3221,2214,2994,3252,3139,2591,2486,2918,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811])).
% 74.66/74.66 cnf(3561,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(f32(x35611))))),x35611,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3487,3294,3211,3534,3237,3221,2214,2994,3252,3139,2591,2486,2918,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569])).
% 74.66/74.66 cnf(3564,plain,
% 74.66/74.66 (~P9(x35641,f51(f51(f4(a2),f3(a2)),f5(x35641,x35642,a2)),a2)),
% 74.66/74.66 inference(rename_variables,[],[2965])).
% 74.66/74.66 cnf(3566,plain,
% 74.66/74.66 (~P9(f32(f5(f32(f3(a2)),f3(a2),a2)),f32(f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3324,2679,2374,3230,1913,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565])).
% 74.66/74.66 cnf(3570,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f32(x35701)),f32(x35701)),f32(f32(x35701)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,326,416,3417,3475,3478,3490,304,252,234,312,406,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579])).
% 74.66/74.66 cnf(3571,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x35711),x35712),x35712,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3572,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x35721),f32(x35722)),x35721)),
% 74.66/74.66 inference(rename_variables,[],[3187])).
% 74.66/74.66 cnf(3575,plain,
% 74.66/74.66 (P13(f3(a2),x35751,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3576,plain,
% 74.66/74.66 (P13(x35761,f7(x35761,f7(x35761,x35761,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3579,plain,
% 74.66/74.66 (P13(x35791,f7(x35791,f7(x35791,x35791,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3584,plain,
% 74.66/74.66 (~P9(f31(x35841,f32(f51(f51(f4(a2),x35842),x35841)),a2),x35841,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,3576,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,3083,3202,2968,2581,2380,2562,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792])).
% 74.66/74.66 cnf(3588,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x35881),f7(f32(x35882),f7(f32(x35882),f32(x35882),a2),a2)),x35881,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,3576,3579,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,3083,3202,2968,2581,2380,2562,1462,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875])).
% 74.66/74.66 cnf(3590,plain,
% 74.66/74.66 (P13(x35901,f7(x35901,f7(x35901,x35901,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3592,plain,
% 74.66/74.66 (P9(x35921,f32(f51(f51(f4(a2),x35922),f30(x35921,x35923,a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,3083,3202,2968,2581,2380,2562,1462,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750])).
% 74.66/74.66 cnf(3593,plain,
% 74.66/74.66 (P9(x35931,f32(f51(f51(f4(a2),x35932),x35931)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3595,plain,
% 74.66/74.66 (P11(f3(a2),f51(f51(a11,f10(f9(x35951))),f9(x35952)),f51(f35(f15(x35953,a49),f3(a2),f51(f3(a2),x35952),a53),x35951))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,3083,3202,2968,2581,2380,2562,1462,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876])).
% 74.66/74.66 cnf(3597,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f7(f3(a2),x35971,a2)),f3(a2)),f51(f51(f4(a2),f7(x35972,x35971,a2)),x35973),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,265,256,3399,3422,3435,3493,3507,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3252,3139,2591,2486,2918,3083,3202,2968,2581,2380,2562,1462,2229,1283,2765,2598,1293,2549,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065])).
% 74.66/74.66 cnf(3598,plain,
% 74.66/74.66 (P13(f3(a2),x35981,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3606,plain,
% 74.66/74.66 (P13(f5(x36061,x36062,a2),x36061,a2)),
% 74.66/74.66 inference(rename_variables,[],[311])).
% 74.66/74.66 cnf(3609,plain,
% 74.66/74.66 (E(f51(f51(f4(a2),x36091),f51(f51(f4(a2),x36092),x36093)),f51(f51(f4(a2),x36092),f51(f51(f4(a2),x36091),x36093)))),
% 74.66/74.66 inference(rename_variables,[],[332])).
% 74.66/74.66 cnf(3614,plain,
% 74.66/74.66 (~P9(x36141,f30(f31(x36141,x36142,f51(f51(f4(a2),f3(a2)),a2)),f31(x36141,x36142,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3139,2591,2486,2918,3083,3075,3202,2968,2581,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710])).
% 74.66/74.66 cnf(3617,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f7(f3(a2),x36171,a2)),f51(f51(f4(a2),f7(f3(a2),x36171,a2)),x36172)),f51(f51(f4(a2),f7(x36173,x36171,a2)),f32(f51(f51(f4(a2),x36174),x36172))),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,304,252,234,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064])).
% 74.66/74.66 cnf(3620,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f51(f51(f4(a2),x36201),f5(x36202,x36203,a2))),x36203),x36202,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,3571,304,252,234,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859])).
% 74.66/74.66 cnf(3621,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x36211),x36212),x36212,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3625,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x36251),f21(x36252,x36253,x36254)),f51(f51(f4(a2),x36251),f20(x36254)))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,3571,304,252,234,230,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620])).
% 74.66/74.66 cnf(3627,plain,
% 74.66/74.66 (P9(x36271,f30(x36272,f32(x36271),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,324,326,416,3417,3475,3478,3490,3571,304,252,234,230,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,3531,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2235,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684])).
% 74.66/74.66 cnf(3630,plain,
% 74.66/74.66 (P13(x36301,f7(x36301,f7(x36301,x36301,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3632,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x36321),f51(f51(f4(a2),x36322),f32(f3(a2)))),x36322,a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,3590,324,326,416,3417,3475,3478,3490,3571,3621,304,252,234,230,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,3531,2891,2938,3081,3481,3124,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,3294,3211,3534,3237,3221,2214,2994,2965,3129,3252,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2235,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739])).
% 74.66/74.66 cnf(3633,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x36331),x36332),x36332,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3634,plain,
% 74.66/74.66 (P9(x36341,f32(x36341),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3638,plain,
% 74.66/74.66 (P13(f27(x36381,f51(f51(f4(a2),f3(a2)),a2)),f27(f32(x36381),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(rename_variables,[],[3124])).
% 74.66/74.66 cnf(3654,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),x36541),f32(f32(f32(f32(x36542))))),f51(f51(f4(a2),x36541),x36542),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,3590,324,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2994,2965,3564,3129,3252,3214,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2235,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939])).
% 74.66/74.66 cnf(3656,plain,
% 74.66/74.66 (~P9(f5(f32(f3(a2)),f3(a2),a2),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,265,256,3399,3422,3435,3493,3507,3598,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,3590,324,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,311,3414,228,207,216,279,3450,209,210,208,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2994,2965,3564,3129,3252,3214,3078,3139,2591,2486,2918,3083,3075,3202,2968,2581,2235,2380,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563])).
% 74.66/74.66 cnf(3660,plain,
% 74.66/74.66 (P13(f3(a2),x36601,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3670,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f7(x36701,x36702,a2)),f5(x36703,x36704,a2)),f51(f51(f4(a2),f7(f3(a2),x36702,a2)),f51(f51(f4(a2),f7(f5(x36701,f3(a2),a2),x36702,a2)),x36703)),a2)),
% 74.66/74.66 inference(scs_inference,[],[231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2994,2965,3564,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067])).
% 74.66/74.66 cnf(3675,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x36751),x36752),f51(f51(f4(a2),x36752),f32(x36751)),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2994,2965,3564,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732])).
% 74.66/74.66 cnf(3678,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f7(x36781,x36782,a2)),f32(f51(f51(f4(a2),x36783),x36784))),f51(f51(f4(a2),f7(f3(a2),x36782,a2)),x36783),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2397,2994,2965,3564,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059])).
% 74.66/74.66 cnf(3681,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f7(f3(a2),x36811,a2)),f51(f51(f4(a2),f7(f5(x36812,f3(a2),a2),x36811,a2)),f32(x36813))),f51(f51(f4(a2),f7(x36812,x36811,a2)),x36813),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057])).
% 74.66/74.66 cnf(3684,plain,
% 74.66/74.66 (~E(f32(x36841),f51(f51(f4(a2),f7(f5(x36842,x36842,a2),x36843,a2)),x36841))),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13])).
% 74.66/74.66 cnf(3685,plain,
% 74.66/74.66 (P13(x36851,f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x36851),x36852))),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552])).
% 74.66/74.66 cnf(3687,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f5(x36871,x36871,a2)),x36871),f32(x36871),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,324,3593,326,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864])).
% 74.66/74.66 cnf(3691,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x36911),f9(x36912)),f51(f51(f4(a2),x36911),f10(x36913)))),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619])).
% 74.66/74.66 cnf(3693,plain,
% 74.66/74.66 (P13(x36931,f7(f30(x36931,x36932,a2),f7(f30(x36931,x36932,a2),f30(x36931,x36932,a2),a2),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754])).
% 74.66/74.66 cnf(3694,plain,
% 74.66/74.66 (P13(x36941,f7(x36941,f7(x36941,x36941,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3696,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x36961),f5(f51(f51(f4(a2),x36962),x36963),x36963,a2)),x36962,a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757])).
% 74.66/74.66 cnf(3701,plain,
% 74.66/74.66 (P9(x37011,f32(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x37011),x37012)))),a2)),
% 74.66/74.66 inference(scs_inference,[],[351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,304,252,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558])).
% 74.66/74.66 cnf(3710,plain,
% 74.66/74.66 (E(f30(x37101,f3(a2),a2),x37101)),
% 74.66/74.66 inference(rename_variables,[],[258])).
% 74.66/74.66 cnf(3713,plain,
% 74.66/74.66 (~E(x37131,f51(f51(f4(a2),x37132),f32(x37131)))),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,408,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,304,252,3463,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2927,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172])).
% 74.66/74.66 cnf(3714,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x37141),x37142),x37142,a2)),
% 74.66/74.66 inference(rename_variables,[],[416])).
% 74.66/74.66 cnf(3717,plain,
% 74.66/74.66 (E(f30(x37171,f3(a2),a2),x37171)),
% 74.66/74.66 inference(rename_variables,[],[258])).
% 74.66/74.66 cnf(3718,plain,
% 74.66/74.66 (~E(f7(f32(x37181),f7(f32(x37181),f32(x37181),a2),a2),x37181)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,351,231,232,413,397,332,363,265,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,408,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3239,3046,3324,2927,2679,2374,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167])).
% 74.66/74.66 cnf(3719,plain,
% 74.66/74.66 (P13(x37191,f7(x37191,f7(x37191,x37191,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3724,plain,
% 74.66/74.66 (~E(f51(f4(a2),f51(x37241,f32(x37242))),x37241)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,363,265,254,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,408,398,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12])).
% 74.66/74.66 cnf(3726,plain,
% 74.66/74.66 (~E(f32(f51(f51(f4(a2),x37261),x37262)),x37262)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,363,265,254,256,3399,3422,3435,3493,3507,3598,3660,3398,3494,3575,408,398,268,3634,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173])).
% 74.66/74.66 cnf(3727,plain,
% 74.66/74.66 (P9(x37271,f32(x37271),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3732,plain,
% 74.66/74.66 (P13(f3(a2),x37321,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3734,plain,
% 74.66/74.66 (P9(x37341,f32(x37341),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3735,plain,
% 74.66/74.66 (P13(x37351,f7(x37351,f7(x37351,x37351,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3738,plain,
% 74.66/74.66 (P13(f3(a2),x37381,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3739,plain,
% 74.66/74.66 (P9(x37391,f32(x37391),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3740,plain,
% 74.66/74.66 (P9(x37401,f32(x37401),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3741,plain,
% 74.66/74.66 (P13(x37411,f7(x37411,f7(x37411,x37411,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3745,plain,
% 74.66/74.66 (~P9(f31(f3(f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,3609,363,265,254,256,3399,3422,3435,3493,3507,3598,3660,3732,3398,3494,3575,408,398,268,3634,3727,3734,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853])).
% 74.66/74.66 cnf(3750,plain,
% 74.66/74.66 (P13(f3(a2),x37501,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3759,plain,
% 74.66/74.66 (P13(x37591,f7(x37591,f7(x37591,x37591,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(3762,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x37621),x37622),f51(f51(f4(a2),f32(x37621)),f32(x37622)),a2)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,3609,363,265,254,223,256,3399,3422,3435,3493,3507,3598,3660,3732,3738,3750,3398,3494,3575,408,398,268,3634,3727,3734,3740,3739,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,3741,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,225,417,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853,785,844,985,984,980,930,906])).
% 74.66/74.66 cnf(3766,plain,
% 74.66/74.66 (~P13(f27(f32(f32(x37661)),f51(f51(f4(a2),f3(a2)),a2)),f31(f27(x37661,f51(f51(f4(a2),f3(a2)),a2)),x37662,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,3609,363,265,254,223,256,3399,3422,3435,3493,3507,3598,3660,3732,3738,3750,3398,3494,3575,382,408,398,268,3634,3727,3734,3740,3739,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,3741,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,225,417,214,414,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3638,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,2465,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853,785,844,985,984,980,930,906,1084,689])).
% 74.66/74.66 cnf(3769,plain,
% 74.66/74.66 (P9(x37691,f51(f51(f4(a2),f32(f3(a2))),f7(x37691,f7(x37691,x37691,a2),a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,3609,363,265,254,223,256,3399,3422,3435,3493,3507,3598,3660,3732,3738,3750,3398,3494,3575,382,408,398,268,3634,3727,3734,3740,3739,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,3741,3759,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,225,417,214,414,211,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3638,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,2465,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853,785,844,985,984,980,930,906,1084,689,817])).
% 74.66/74.66 cnf(3770,plain,
% 74.66/74.66 (P9(x37701,f32(x37701),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(3776,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x37761),f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),f32(f3(a2))),x37762)))),x37762,a2)),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,351,231,232,413,397,332,3609,363,265,254,223,256,3399,3422,3435,3493,3507,3598,3660,3732,3738,3750,3398,3494,3575,382,408,398,268,3634,3727,3734,3740,3770,3739,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,3741,3759,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,225,417,214,414,211,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3638,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3234,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,2465,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853,785,844,985,984,980,930,906,1084,689,817,734,874])).
% 74.66/74.66 cnf(3781,plain,
% 74.66/74.66 (~P51(f30(f3(a2),a2,a2))),
% 74.66/74.66 inference(scs_inference,[],[204,257,258,3710,3717,259,351,231,232,413,397,332,3609,363,265,254,223,256,3399,3422,3435,3493,3507,3598,3660,3732,3738,3750,3398,3494,3575,382,408,398,268,3634,3727,3734,3740,3770,3739,293,352,3400,3434,3470,3501,3576,3579,3590,3630,3694,3719,3735,3741,3759,324,3593,326,229,416,3417,3475,3478,3490,3571,3621,3633,3714,304,252,3463,410,234,230,312,406,3457,225,417,214,414,211,311,3414,3606,228,207,216,279,3450,209,210,208,3342,3313,3288,3274,3531,2891,2938,3081,3481,3124,3638,3063,2241,2893,3282,2951,3187,3425,3572,3239,3046,3324,2927,2679,2374,2473,3230,1913,3255,2439,3099,3484,3487,2998,2960,3294,3522,3087,3211,3534,3234,3237,3221,2214,2397,2994,2965,3564,2454,3129,3252,3214,3131,3078,3139,2591,2458,2486,2918,3083,3075,3056,3202,2465,3022,2968,2581,2235,2380,2642,2562,1462,2229,1929,1283,2765,2598,1928,1293,1728,2549,1927,1958,1946,1947,2823,1955,1956,926,929,928,981,1063,726,1000,1018,630,938,635,688,827,908,602,860,1035,574,506,573,936,667,693,566,729,529,600,577,940,730,796,655,854,889,659,515,1058,702,708,706,704,700,788,931,535,863,671,941,1066,669,561,623,683,884,586,533,665,634,760,758,625,568,601,627,937,598,909,519,811,569,435,565,885,579,999,556,624,792,875,750,876,1065,1056,544,748,1036,805,710,1064,859,531,620,684,752,739,795,731,473,511,521,610,939,563,993,171,749,746,177,1067,557,732,1059,1057,13,552,864,559,619,754,757,585,558,852,170,169,168,3,172,2,174,167,166,189,176,12,173,1033,998,997,469,853,785,844,985,984,980,930,906,1084,689,817,734,874,50,179])).
% 74.66/74.66 cnf(3799,plain,
% 74.66/74.66 (P9(x37991,f32(f51(f51(f4(a2),x37992),x37991)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3800,plain,
% 74.66/74.66 (P9(x38001,f32(f51(f51(f4(a2),x38002),x38001)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3803,plain,
% 74.66/74.66 (P13(x38031,f51(f51(f4(a2),x38032),x38031),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3806,plain,
% 74.66/74.66 (P9(x38061,f32(f51(f51(f4(a2),x38062),x38061)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3807,plain,
% 74.66/74.66 (P13(x38071,f51(f51(f4(a2),x38072),x38071),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3808,plain,
% 74.66/74.66 (P13(x38081,x38081,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3814,plain,
% 74.66/74.66 (~P9(f32(x38141),f30(x38141,x38141,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[1140,302,3803,3807,324,3800,252,310,214,207,210,3519,1947,996,981,997,814,813,633])).
% 74.66/74.66 cnf(3817,plain,
% 74.66/74.66 (P9(x38171,f32(f51(f51(f4(a2),x38172),x38171)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3818,plain,
% 74.66/74.66 (P13(x38181,f51(f51(f4(a2),x38182),x38181),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3819,plain,
% 74.66/74.66 (P13(x38191,x38191,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3821,plain,
% 74.66/74.66 (~P51(f51(f51(f4(a2),f5(f3(a2),a2,a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,1140,302,3803,3807,324,3800,3806,252,3808,310,214,207,210,3519,3781,1947,996,981,997,814,813,633,998,179])).
% 74.66/74.66 cnf(3823,plain,
% 74.66/74.66 (~P14(f10(x38231),f51(f51(a11,x38232),x38233),x38234)),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,324,3800,3806,252,3808,310,214,207,210,3519,3781,1947,996,981,997,814,813,633,998,179,469])).
% 74.66/74.66 cnf(3826,plain,
% 74.66/74.66 (P13(x38261,f51(f51(f4(a2),x38262),x38261),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3827,plain,
% 74.66/74.66 (P9(x38271,f32(f51(f51(f4(a2),x38272),x38271)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3828,plain,
% 74.66/74.66 (P9(x38281,f32(f51(f51(f4(a2),x38282),x38281)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3832,plain,
% 74.66/74.66 (P9(x38321,f32(f51(f51(f4(a2),x38322),x38321)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3834,plain,
% 74.66/74.66 (~P9(f30(x38341,f32(x38342),f51(f51(f4(a2),f3(a2)),a2)),x38342,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,3818,324,3800,3806,3817,3828,3799,252,3808,310,214,207,210,3519,3627,3441,3781,1946,1947,996,981,997,814,813,633,998,179,469,995,672,635])).
% 74.66/74.66 cnf(3836,plain,
% 74.66/74.66 (~P13(f31(f32(x38361),f32(x38361),f51(f51(f4(a2),f3(a2)),a2)),x38361,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,3818,324,3800,3806,3817,3828,3799,252,3808,310,214,207,210,3530,3460,3519,3627,3441,3781,1946,1947,996,981,997,814,813,633,998,179,469,995,672,635,688])).
% 74.66/74.66 cnf(3842,plain,
% 74.66/74.66 (P13(f30(x38421,x38421,f51(f51(f4(a2),f3(a2)),a2)),f32(x38421),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,3818,324,3800,3806,3817,3828,3799,252,3808,310,214,207,210,3530,3460,3519,3627,3419,3441,3781,1283,1946,1947,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573])).
% 74.66/74.66 cnf(3850,plain,
% 74.66/74.66 (P9(f3(a2),f32(x38501),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,3818,3826,324,3800,3806,3817,3828,3799,252,3808,3819,310,225,214,207,210,3530,3460,3519,3627,3419,3257,3441,2889,3781,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686])).
% 74.66/74.66 cnf(3853,plain,
% 74.66/74.66 (P9(x38531,f32(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),x38531)),x38532)),a2)),
% 74.66/74.66 inference(rename_variables,[],[3521])).
% 74.66/74.66 cnf(3859,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),x38591),f51(f51(f4(a2),f32(f3(a2))),f32(f3(a2)))),f32(f3(a2)))),
% 74.66/74.66 inference(rename_variables,[],[2385])).
% 74.66/74.66 cnf(3867,plain,
% 74.66/74.66 (P13(f32(f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x38671),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,1140,302,3803,3807,3818,3826,324,3800,3806,3817,3828,3799,252,3808,3819,304,310,225,214,207,210,3530,3460,3519,3627,3480,3445,2741,3419,3158,2385,3257,3441,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659])).
% 74.66/74.66 cnf(3868,plain,
% 74.66/74.66 (P13(x38681,f51(f51(f4(a2),x38681),x38682),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(3872,plain,
% 74.66/74.66 (P13(x38721,f51(f51(f4(a2),x38722),x38721),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3878,plain,
% 74.66/74.66 (P13(x38781,f30(f51(f51(f4(a2),x38782),x38781),x38783,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,302,3803,3807,3818,3826,3872,324,3800,3806,3817,3828,3799,252,3808,3819,304,310,225,214,207,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706])).
% 74.66/74.66 cnf(3884,plain,
% 74.66/74.66 (P9(x38841,f32(f51(f51(f4(a2),x38842),x38841)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(3885,plain,
% 74.66/74.66 (P13(f3(a2),x38851,a2)),
% 74.66/74.66 inference(rename_variables,[],[256])).
% 74.66/74.66 cnf(3886,plain,
% 74.66/74.66 (P13(x38861,f51(f51(f4(a2),x38862),x38861),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3890,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f5(f5(f51(f51(f4(a2),x38901),x38902),x38902,a2),x38903,a2)),x38902),f51(f51(f4(a2),x38901),x38902),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,304,310,225,214,256,311,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941])).
% 74.66/74.66 cnf(3894,plain,
% 74.66/74.66 (~P13(f32(x38941),x38941,a2)),
% 74.66/74.66 inference(rename_variables,[],[414])).
% 74.66/74.66 cnf(3896,plain,
% 74.66/74.66 (P13(x38961,f32(f32(f32(f32(f32(x38961))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,304,310,225,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3561,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506])).
% 74.66/74.66 cnf(3900,plain,
% 74.66/74.66 (P9(f5(x39001,x39002,a2),f30(x39003,f32(x39001),a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3561,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700])).
% 74.66/74.66 cnf(3902,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x39021),f51(f51(f4(a2),x39022),x39023))))),x39023,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3561,3096,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669])).
% 74.66/74.66 cnf(3903,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x39031),x39032)))),x39032,a2)),
% 74.66/74.66 inference(rename_variables,[],[3096])).
% 74.66/74.66 cnf(3905,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(f32(f32(x39051)))))),x39051,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3419,3158,2385,3257,3441,3561,3096,3521,3853,2889,3781,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561])).
% 74.66/74.66 cnf(3906,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(f32(x39061))))),x39061,a2)),
% 74.66/74.66 inference(rename_variables,[],[3561])).
% 74.66/74.66 cnf(3911,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x39111),x39112)))),x39112,a2)),
% 74.66/74.66 inference(rename_variables,[],[3096])).
% 74.66/74.66 cnf(3917,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x39171),f51(f51(f4(a2),x39172),f51(f51(f4(a2),x39173),x39174)))),x39173,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3096,3903,3102,3521,3853,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667])).
% 74.66/74.66 cnf(3918,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x39181),f51(f51(f4(a2),x39182),x39183))),x39183,a2)),
% 74.66/74.66 inference(rename_variables,[],[3102])).
% 74.66/74.66 cnf(3921,plain,
% 74.66/74.66 (P9(x39211,f32(f51(f51(f4(a2),x39211),x39212)),a2)),
% 74.66/74.66 inference(rename_variables,[],[326])).
% 74.66/74.66 cnf(3925,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f51(f51(f4(a2),x39251),f51(f51(f4(a2),x39252),f51(f51(f4(a2),x39253),x39254)))),x39254,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3096,3903,3102,3918,3521,3853,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665])).
% 74.66/74.66 cnf(3930,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x39301),x39302))),x39302,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3096,3903,3102,3918,3521,3853,3284,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758])).
% 74.66/74.66 cnf(3933,plain,
% 74.66/74.66 (P13(x39331,f32(x39331),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3096,3903,3102,3918,3521,3853,3284,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529])).
% 74.66/74.66 cnf(3936,plain,
% 74.66/74.66 (P13(x39361,f51(f51(f4(a2),x39362),x39361),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3938,plain,
% 74.66/74.66 (P13(x39381,f32(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),x39381)),x39382)),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3096,3903,3685,3102,3918,3521,3853,3284,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885])).
% 74.66/74.66 cnf(3939,plain,
% 74.66/74.66 (P13(x39391,f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x39391),x39392))),a2)),
% 74.66/74.66 inference(rename_variables,[],[3685])).
% 74.66/74.66 cnf(3941,plain,
% 74.66/74.66 (P9(x39411,f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),f32(x39411)),x39412))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3701,3096,3903,3685,3102,3918,3521,3853,3284,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600])).
% 74.66/74.66 cnf(3942,plain,
% 74.66/74.66 (P9(x39421,f32(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x39421),x39422)))),a2)),
% 74.66/74.66 inference(rename_variables,[],[3701])).
% 74.66/74.66 cnf(3945,plain,
% 74.66/74.66 (P13(x39451,f51(f51(f4(a2),x39452),x39451),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(3949,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f32(f51(f51(f4(a2),x39491),x39492))))),f32(x39492),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3701,3096,3903,3911,3685,3102,3918,3521,3853,3284,3592,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601])).
% 74.66/74.66 cnf(3953,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),f32(x39531)),x39532))),x39531,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3419,3158,2385,3257,3441,3561,3701,3096,3903,3911,3685,3939,3102,3918,3521,3853,3284,3592,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625])).
% 74.66/74.66 cnf(3957,plain,
% 74.66/74.66 (~E(f51(f4(a2),f51(x39571,f32(x39572))),x39571)),
% 74.66/74.66 inference(rename_variables,[],[3724])).
% 74.66/74.66 cnf(3961,plain,
% 74.66/74.66 (~P9(f32(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x39611),x39612)))),f32(x39611),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3521,3853,3284,3592,2889,3781,2689,3009,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624])).
% 74.66/74.66 cnf(3965,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x39651),x39652),f51(f51(f4(a2),f5(f51(f51(f4(a2),x39651),x39652),x39652,a2)),x39652),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3521,3853,3284,3592,2889,3781,2689,3009,1252,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889])).
% 74.66/74.66 cnf(3968,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x39681,a2)),f5(x39682,x39683,a2)),f32(x39682),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3521,3853,3284,3592,3536,2889,3781,2689,3009,1252,1283,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058])).
% 74.66/74.66 cnf(3970,plain,
% 74.66/74.66 (P13(x39701,x39701,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(3975,plain,
% 74.66/74.66 (P11(f35(a55,a1,a56,a53),f51(f51(a11,f10(f9(x39751))),f9(a62)),f51(f35(f35(a55,a1,a56,a53),f3(a2),f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)),a53),x39751))),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3521,3853,3284,3592,3675,3536,2889,3781,2689,3009,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876])).
% 74.66/74.66 cnf(3977,plain,
% 74.66/74.66 (~P13(f5(f32(f51(f51(f4(a2),x39771),f32(f51(f51(f4(a2),x39772),x39773)))),x39773,a2),x39772,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,312,304,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3536,2889,3781,2689,3009,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863])).
% 74.66/74.66 cnf(3986,plain,
% 74.66/74.66 (P13(x39861,f51(f51(f4(a2),x39861),x39862),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(3991,plain,
% 74.66/74.66 (P9(x39911,f30(f32(f51(f51(f4(a2),x39912),x39911)),x39913,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,3970,312,304,3868,310,225,326,214,256,311,414,3894,207,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702])).
% 74.66/74.66 cnf(3994,plain,
% 74.66/74.66 (P9(x39941,f32(f51(f51(f4(a2),x39941),x39942)),a2)),
% 74.66/74.66 inference(rename_variables,[],[326])).
% 74.66/74.66 cnf(3997,plain,
% 74.66/74.66 (~P13(f32(f32(f32(f51(f51(f4(a2),x39971),x39972)))),x39972,a2)),
% 74.66/74.66 inference(rename_variables,[],[3096])).
% 74.66/74.66 cnf(3999,plain,
% 74.66/74.66 (P13(f31(x39991,f27(x39992,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f32(x39992)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,3970,312,304,3868,310,225,326,3921,214,256,311,414,3894,207,217,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531])).
% 74.66/74.66 cnf(4001,plain,
% 74.66/74.66 (P9(f31(f5(x40011,x40012,a2),x40013,a2),f32(x40011),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3799,252,3808,3819,3970,312,304,3868,310,225,326,3921,214,256,311,414,3894,207,217,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710])).
% 74.66/74.66 cnf(4004,plain,
% 74.66/74.66 (P13(x40041,f51(f51(f4(a2),x40042),x40041),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4010,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x40101),f5(f32(f3(a2)),f3(a2),a2)),f51(f51(f4(a2),x40101),f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,310,225,326,3921,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3445,2741,3713,3724,3419,3158,2385,3257,3441,3561,3656,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884])).
% 74.66/74.66 cnf(4019,plain,
% 74.66/74.66 (P9(x40191,f32(f51(f51(f4(a2),x40192),x40191)),a2)),
% 74.66/74.66 inference(rename_variables,[],[324])).
% 74.66/74.66 cnf(4021,plain,
% 74.66/74.66 (P9(x40211,f32(f32(f32(f32(f32(x40211))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,3986,310,225,326,3921,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3724,3419,3158,2385,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568])).
% 74.66/74.66 cnf(4027,plain,
% 74.66/74.66 (P13(x40271,f51(f51(f4(a2),x40271),x40272),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(4030,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(f3(a2),x40301,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(x40302,f3(a2),a2),x40301,a2)),x40303)),f32(x40304))),f51(f51(f4(a2),f7(x40302,x40301,a2)),x40303))),
% 74.66/74.66 inference(rename_variables,[],[3424])).
% 74.66/74.66 cnf(4031,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x40311),f51(f51(f4(a2),x40312),x40313)),f51(f51(f4(a2),x40311),x40313),a2)),
% 74.66/74.66 inference(rename_variables,[],[3548])).
% 74.66/74.66 cnf(4033,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f3(a2)),x40331),f32(f51(f51(f4(a2),f32(f3(a2))),x40331)),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,3986,310,225,326,3921,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,3724,3419,3158,2385,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3548,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519])).
% 74.66/74.66 cnf(4038,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f7(f3(a2),x40381,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x40381,a2)),f32(x40382))),f32(x40382))),f51(f51(f4(a2),f7(f3(a2),x40381,a2)),f32(x40382)),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,3986,310,225,326,3921,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3685,3939,3102,3918,3105,3521,3853,3284,3592,3548,4031,3675,3039,3536,2889,3781,2689,1272,3009,2288,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556])).
% 74.66/74.66 cnf(4039,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x40391),f51(f51(f4(a2),x40392),x40393)),f51(f51(f4(a2),x40391),x40393),a2)),
% 74.66/74.66 inference(rename_variables,[],[3548])).
% 74.66/74.66 cnf(4040,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(f3(a2),x40401,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(x40402,f3(a2),a2),x40401,a2)),x40403)),f32(x40404))),f51(f51(f4(a2),f7(x40402,x40401,a2)),x40403))),
% 74.66/74.66 inference(rename_variables,[],[3424])).
% 74.66/74.66 cnf(4046,plain,
% 74.66/74.66 (P13(f32(x40461),f32(f32(f32(f51(f51(f4(a2),x40462),x40461)))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,3986,310,225,326,3921,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,3548,4031,3675,3039,3536,3524,2889,3781,2689,1272,3009,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521])).
% 74.66/74.66 cnf(4048,plain,
% 74.66/74.66 (P13(f32(x40481),f32(f51(f51(f4(a2),x40481),x40482)),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,324,3800,3806,3817,3828,3832,3884,3827,3799,252,3808,3819,3970,312,304,3868,3986,310,225,326,3921,3994,214,256,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,3548,4031,3675,3039,3536,3524,2889,3781,2689,1272,3009,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563])).
% 74.66/74.66 cnf(4051,plain,
% 74.66/74.66 (P13(x40511,f51(f51(f4(a2),x40511),x40512),a2)),
% 74.66/74.66 inference(rename_variables,[],[304])).
% 74.66/74.66 cnf(4059,plain,
% 74.66/74.66 (P13(x40591,f51(f51(f4(a2),x40592),x40591),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4060,plain,
% 74.66/74.66 (~P9(f32(x40601),x40601,a2)),
% 74.66/74.66 inference(rename_variables,[],[1140])).
% 74.66/74.66 cnf(4072,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f32(x40721)),f32(f51(f51(f4(a2),x40722),x40723))),f51(f51(f4(a2),x40723),x40721))),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732])).
% 74.66/74.66 cnf(4074,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x40741),x40742),f51(f51(f4(a2),f7(f5(x40743,x40743,a2),x40744,a2)),x40742),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064])).
% 74.66/74.66 cnf(4075,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),x40751),f51(f51(f4(a2),x40752),x40753)),f51(f51(f4(a2),x40751),x40753),a2)),
% 74.66/74.66 inference(rename_variables,[],[3548])).
% 74.66/74.66 cnf(4077,plain,
% 74.66/74.66 (P9(x40771,f5(f32(f51(f51(f4(a2),f51(f51(f4(a2),x40771),x40772)),x40773)),x40772,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859])).
% 74.66/74.66 cnf(4078,plain,
% 74.66/74.66 (P9(x40781,f32(f51(f51(f4(a2),x40781),x40782)),a2)),
% 74.66/74.66 inference(rename_variables,[],[326])).
% 74.66/74.66 cnf(4080,plain,
% 74.66/74.66 (~P13(f30(x40801,f32(x40802),f51(f51(f4(a2),f3(a2)),a2)),x40802,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752])).
% 74.66/74.66 cnf(4082,plain,
% 74.66/74.66 (~P13(f32(f51(f51(f4(a2),f32(f3(a2))),x40821)),f51(f51(f4(a2),f3(a2)),x40821),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559])).
% 74.66/74.66 cnf(4087,plain,
% 74.66/74.66 (~P13(f32(x40871),x40871,a2)),
% 74.66/74.66 inference(rename_variables,[],[414])).
% 74.66/74.66 cnf(4089,plain,
% 74.66/74.66 (~P9(f32(f51(f51(f4(a2),f32(f3(a2))),x40891)),f51(f51(f4(a2),f3(a2)),x40891),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558])).
% 74.66/74.66 cnf(4091,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),f7(f3(a2),x40911,a2)),f32(x40912)),f51(f51(f4(a2),f7(f3(a2),x40911,a2)),f51(f51(f4(a2),f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x40911,a2)),f32(x40912))),f32(x40912))),a2)),
% 74.66/74.66 inference(scs_inference,[],[337,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,4075,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511])).
% 74.66/74.66 cnf(4097,plain,
% 74.66/74.66 (~P11(f51(a11,x40971),f51(f51(a11,f10(f9(f3(a2)))),f51(f51(a11,f10(f9(f3(a2)))),f9(x40972))),f51(f51(f4(a2),f10(x40973)),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[337,250,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3548,4031,4039,4075,3675,3039,3536,3524,3462,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171])).
% 74.66/74.66 cnf(4105,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x41051,a2)),f3(a2)),x41052,a2)),
% 74.66/74.66 inference(scs_inference,[],[337,250,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3462,3597,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059])).
% 74.66/74.66 cnf(4107,plain,
% 74.66/74.66 (P13(x41071,x41071,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(4116,plain,
% 74.66/74.66 (~P13(f30(f32(x41161),x41162,f51(f51(f4(a2),f3(a2)),a2)),x41161,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[244,337,250,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,4107,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,1456,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3670,3462,3597,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059,1057,13,864,754])).
% 74.66/74.66 cnf(4118,plain,
% 74.66/74.66 (~P9(f32(f32(f32(f32(f32(x41181))))),x41181,a2)),
% 74.66/74.66 inference(scs_inference,[],[244,337,250,399,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,4107,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,1456,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3670,3462,3597,2889,3781,2689,1272,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059,1057,13,864,754,552])).
% 74.66/74.66 cnf(4123,plain,
% 74.66/74.66 (E(f26(x41231,x41232,f32(x41233),x41234),f51(x41232,x41233))),
% 74.66/74.66 inference(rename_variables,[],[329])).
% 74.66/74.66 cnf(4128,plain,
% 74.66/74.66 (~P11(f26(x41281,a11,f32(x41282),x41283),f51(f51(a11,f10(f9(f3(a2)))),f51(f51(a11,f10(f9(f3(a2)))),f9(x41284))),f10(x41285))),
% 74.66/74.66 inference(scs_inference,[],[244,329,4123,337,359,250,253,399,402,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,4107,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,1456,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3670,3462,3597,2889,3781,2689,1272,1920,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059,1057,13,864,754,552,757,170,3,177,50,169])).
% 74.66/74.66 cnf(4130,plain,
% 74.66/74.66 (E(f46(x41301,x41302,f34(x41303),x41304),f51(x41301,x41303))),
% 74.66/74.66 inference(rename_variables,[],[330])).
% 74.66/74.66 cnf(4140,plain,
% 74.66/74.66 (~P13(f32(f3(a2)),f12(f9(x41401)),a2)),
% 74.66/74.66 inference(scs_inference,[],[244,329,4123,330,4130,313,380,337,359,250,253,399,402,403,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,4107,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,4087,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,1684,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,1456,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3670,3462,3597,2889,3781,2689,1272,1920,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059,1057,13,864,754,552,757,170,3,177,50,169,168,172,2,174,189,12,167])).
% 74.66/74.66 cnf(4141,plain,
% 74.66/74.66 (~P13(f32(x41411),x41411,a2)),
% 74.66/74.66 inference(rename_variables,[],[414])).
% 74.66/74.66 cnf(4143,plain,
% 74.66/74.66 (~P13(f31(f32(x41431),f32(x41432),a2),f31(x41431,x41432,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[244,329,4123,330,4130,313,380,337,359,250,253,399,402,403,258,306,294,388,1140,4060,307,391,302,3803,3807,3818,3826,3872,3886,3936,3945,4004,4059,324,3800,3806,3817,3828,3832,3884,3827,4019,3799,252,3808,3819,3970,4107,312,304,3868,3986,4027,4051,310,225,326,3921,3994,4078,214,256,3885,311,414,3894,4087,4141,279,207,217,218,209,210,208,3409,3530,3460,3519,3627,3480,3411,3395,3445,2741,3713,3424,4030,4040,3724,3957,3419,3158,2385,3859,3257,1684,3429,3441,3561,3906,3656,3701,3942,3096,3903,3911,3997,3685,3939,1456,3102,3918,3105,3521,3853,3284,3592,2613,3654,3548,4031,4039,4075,3675,3039,3536,3524,3670,3462,3597,2889,3781,2689,1272,1920,3009,1341,2288,1722,1252,1283,1270,1946,1947,1956,996,981,997,814,813,633,998,179,469,995,672,635,688,602,573,844,785,630,686,729,827,577,655,860,659,1035,515,574,706,704,931,708,941,936,506,535,700,669,561,693,586,623,667,566,937,665,759,758,529,569,885,600,730,565,601,796,625,435,854,624,792,889,1058,1056,876,863,748,1084,788,1066,702,683,671,531,710,684,533,685,884,760,634,909,739,568,795,731,579,519,473,556,598,521,563,627,610,993,875,1065,805,750,732,1064,859,752,559,585,852,558,511,874,171,746,1067,749,1059,1057,13,864,754,552,757,170,3,177,50,169,168,172,2,174,189,12,167,176,166])).
% 74.66/74.66 cnf(4185,plain,
% 74.66/74.66 (P13(x41851,f51(f51(f4(a2),x41852),x41851),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4187,plain,
% 74.66/74.66 (P9(x41871,f32(x41871),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4192,plain,
% 74.66/74.66 (P13(x41921,f7(x41921,f7(x41921,x41921,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(4194,plain,
% 74.66/74.66 (~P9(x41941,f7(f5(x41942,x41942,a2),x41943,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[302,268,1140,352,207,210,3000,4074,1956,996,628,981,808])).
% 74.66/74.66 cnf(4198,plain,
% 74.66/74.66 (P13(x41981,f51(f51(f4(a2),x41982),x41981),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4199,plain,
% 74.66/74.66 (P9(x41991,f32(x41991),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4200,plain,
% 74.66/74.66 (P13(x42001,x42001,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(4206,plain,
% 74.66/74.66 (P13(x42061,f51(f51(f4(a2),x42062),x42061),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4207,plain,
% 74.66/74.66 (P9(x42071,f32(x42071),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4208,plain,
% 74.66/74.66 (P13(x42081,x42081,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(4214,plain,
% 74.66/74.66 (P9(f32(f51(f51(f4(a2),f3(a2)),x42141)),f32(f32(f51(f51(f4(a2),f32(f3(a2))),x42141))),a2)),
% 74.66/74.66 inference(scs_inference,[],[302,4185,4198,268,4187,4199,4207,1140,252,4200,352,4192,214,207,210,3000,3850,4033,4074,1947,1956,996,628,981,808,997,633,998,814,813,672])).
% 74.66/74.66 cnf(4215,plain,
% 74.66/74.66 (P9(x42151,f32(x42151),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4218,plain,
% 74.66/74.66 (P13(f5(x42181,x42182,a2),x42181,a2)),
% 74.66/74.66 inference(rename_variables,[],[311])).
% 74.66/74.66 cnf(4221,plain,
% 74.66/74.66 (P13(x42211,f7(x42211,f7(x42211,x42211,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(4222,plain,
% 74.66/74.66 (P13(x42221,f51(f51(f4(a2),x42222),x42221),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4223,plain,
% 74.66/74.66 (P13(x42231,x42231,a2)),
% 74.66/74.66 inference(rename_variables,[],[252])).
% 74.66/74.66 cnf(4225,plain,
% 74.66/74.66 (P13(f7(f51(f51(f4(a2),x42251),f3(a2)),f5(f3(a2),x42252,a2),a2),f3(a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[302,4185,4198,4206,4222,268,4187,4199,4207,1140,252,4200,4208,352,4192,225,234,214,311,4218,217,207,210,3000,3850,4033,4074,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844])).
% 74.66/74.66 cnf(4226,plain,
% 74.66/74.66 (P13(f5(x42261,x42262,a2),x42261,a2)),
% 74.66/74.66 inference(rename_variables,[],[311])).
% 74.66/74.66 cnf(4227,plain,
% 74.66/74.66 (P13(x42271,f51(f51(f4(a2),x42272),x42271),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4229,plain,
% 74.66/74.66 (P13(f31(x42291,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f30(x42292,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[302,4185,4198,4206,4222,268,4187,4199,4207,1140,252,4200,4208,352,4192,225,234,214,311,4218,217,207,210,3303,3061,3000,3850,4033,4074,2737,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689])).
% 74.66/74.66 cnf(4231,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),f32(x42311)),x42312))),x42311,a2)),
% 74.66/74.66 inference(scs_inference,[],[302,4185,4198,4206,4222,268,4187,4199,4207,1140,252,4200,4208,352,4192,225,234,214,311,4218,217,207,218,210,3303,3061,3000,3850,4033,3941,4074,2737,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635])).
% 74.66/74.66 cnf(4239,plain,
% 74.66/74.66 (P13(f5(x42391,x42391,a2),x42392,a2)),
% 74.66/74.66 inference(scs_inference,[],[302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,352,4192,225,234,214,311,4218,217,207,218,210,3303,3061,3000,3850,2906,4033,3941,3965,4074,2737,3345,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860])).
% 74.66/74.66 cnf(4244,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f7(x42441,x42442,a2)),f21(x42443,f51(f51(f4(a2),f7(f5(x42441,x42441,a2),x42442,a2)),x42444),x42445)),f51(f51(f4(a2),f7(x42441,x42442,a2)),x42444))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,217,207,218,210,3303,3061,3000,3975,3850,2906,4033,3941,3965,4074,2737,3345,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035])).
% 74.66/74.66 cnf(4245,plain,
% 74.66/74.66 (~E(f21(x42451,x42452,x42453),x42452)),
% 74.66/74.66 inference(rename_variables,[],[408])).
% 74.66/74.66 cnf(4249,plain,
% 74.66/74.66 (P13(x42491,f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2))),x42491),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,217,207,218,210,3303,3061,3000,3975,3850,1903,2906,4033,3941,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574])).
% 74.66/74.66 cnf(4251,plain,
% 74.66/74.66 (~P13(f5(f32(f3(a2)),f3(a2),a2),f5(f51(f51(f4(a2),f3(a2)),x42511),x42511,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,217,207,218,210,3303,3061,3000,3975,3850,1903,2906,4033,3941,3452,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941])).
% 74.66/74.66 cnf(4252,plain,
% 74.66/74.66 (P13(x42521,f51(f51(f4(a2),x42522),x42521),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4254,plain,
% 74.66/74.66 (~P13(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x42541)),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,414,217,207,218,210,3303,3061,3000,3975,3850,1903,2906,4033,3941,3867,3452,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659])).
% 74.66/74.66 cnf(4255,plain,
% 74.66/74.66 (~P13(f32(x42551),x42551,a2)),
% 74.66/74.66 inference(rename_variables,[],[414])).
% 74.66/74.66 cnf(4257,plain,
% 74.66/74.66 (P13(x42571,f51(f51(f4(a2),x42572),f32(f32(f32(f32(f32(x42571)))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,414,217,207,218,210,3303,3061,3000,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669])).
% 74.66/74.66 cnf(4259,plain,
% 74.66/74.66 (~P9(f31(f3(f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f31(x42591,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,214,311,4218,414,217,207,218,210,3745,3303,3061,3000,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687])).
% 74.66/74.66 cnf(4264,plain,
% 74.66/74.66 (P9(f5(f5(x42641,x42642,a2),x42643,a2),f32(x42641),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,312,214,311,4218,414,217,207,218,210,3745,3303,3061,3000,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693])).
% 74.66/74.66 cnf(4269,plain,
% 74.66/74.66 (~P9(f31(f32(x42691),f32(x42691),f51(f51(f4(a2),f3(a2)),a2)),x42691,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,312,214,311,4218,414,217,207,218,210,3836,3745,3303,3061,3000,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,3693,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573])).
% 74.66/74.66 cnf(4271,plain,
% 74.66/74.66 (P9(x42711,f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2))),f32(x42711)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,312,214,311,4218,414,217,207,218,210,3933,3836,3745,3303,3061,3000,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,3693,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686])).
% 74.66/74.66 cnf(4272,plain,
% 74.66/74.66 (P9(x42721,f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2))),x42721),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(rename_variables,[],[3000])).
% 74.66/74.66 cnf(4274,plain,
% 74.66/74.66 (P9(f3(a2),f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f27(f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2))),f32(x42741)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,312,214,311,4218,414,217,207,218,210,3933,3836,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4033,3941,3867,3452,3965,4074,2737,3345,3693,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682])).
% 74.66/74.66 cnf(4278,plain,
% 74.66/74.66 (P9(f51(f51(f4(a2),x42781),x42782),f51(f51(f4(a2),x42781),f32(f32(f32(f32(f32(x42782)))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,3941,3867,3452,3965,4074,2737,3345,3693,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758])).
% 74.66/74.66 cnf(4286,plain,
% 74.66/74.66 (P13(x42861,f32(f32(f51(f51(f4(a2),x42862),x42861))),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3941,4046,3867,3452,3965,4074,2737,3345,3693,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601])).
% 74.66/74.66 cnf(4288,plain,
% 74.66/74.66 (P13(f51(f51(f4(f51(f51(f4(a2),f3(a2)),a2)),f3(a2)),f3(a2)),f3(f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3941,4046,3867,3452,3965,4074,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827])).
% 74.66/74.66 cnf(4294,plain,
% 74.66/74.66 (P13(x42941,f51(f51(f4(a2),x42942),x42941),a2)),
% 74.66/74.66 inference(rename_variables,[],[302])).
% 74.66/74.66 cnf(4297,plain,
% 74.66/74.66 (~P13(f32(f32(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),x42971)),x42972))),x42971,a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,4252,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3941,4046,3867,3938,3452,3965,4074,3588,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625])).
% 74.66/74.66 cnf(4301,plain,
% 74.66/74.66 (~P9(f32(f32(f32(f32(x43011)))),x43011,a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,4252,268,4187,4199,4207,1140,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624])).
% 74.66/74.66 cnf(4303,plain,
% 74.66/74.66 (P9(f5(f51(f51(f4(a2),x43031),x43032),x43032,a2),f5(f32(f51(f51(f4(a2),x43031),x43032)),x43032,a2),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,1140,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889])).
% 74.66/74.66 cnf(4304,plain,
% 74.66/74.66 (P9(x43041,f32(x43041),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4306,plain,
% 74.66/74.66 (~P9(f51(f51(f4(a2),f7(f51(f51(f4(a2),x43061),x43062),x43063,a2)),x43064),f51(f51(f4(a2),f7(x43062,x43063,a2)),f3(a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[408,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,1140,410,252,4200,4208,4223,352,4192,304,225,323,234,312,214,311,4218,414,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058])).
% 74.66/74.66 cnf(4310,plain,
% 74.66/74.66 (~P9(f32(x43101),x43101,a2)),
% 74.66/74.66 inference(rename_variables,[],[1140])).
% 74.66/74.66 cnf(4315,plain,
% 74.66/74.66 (~E(f51(f51(f4(a2),f21(x43151,f3(a2),x43152)),f51(f51(f4(a2),x43153),f3(a2))),f3(a2))),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,1140,410,252,4200,4208,4223,352,4192,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,3264,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734])).
% 74.66/74.66 cnf(4318,plain,
% 74.66/74.66 (P13(x43181,f7(x43181,f7(x43181,x43181,a2),a2),a2)),
% 74.66/74.66 inference(rename_variables,[],[352])).
% 74.66/74.66 cnf(4319,plain,
% 74.66/74.66 (P13(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x43191,a2)),f3(a2)),x43192,a2)),
% 74.66/74.66 inference(rename_variables,[],[4105])).
% 74.66/74.66 cnf(4321,plain,
% 74.66/74.66 (P13(x43211,f32(f32(f32(f32(f32(f32(x43211)))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,1140,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,3264,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506])).
% 74.66/74.66 cnf(4324,plain,
% 74.66/74.66 (P9(x43241,f32(x43241),a2)),
% 74.66/74.66 inference(rename_variables,[],[268])).
% 74.66/74.66 cnf(4326,plain,
% 74.66/74.66 (P13(f32(x43261),f32(f32(f32(f32(f51(f51(f4(a2),x43262),x43261))))),a2)),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,3264,3266,2737,3345,3693,1948,3257,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561])).
% 74.66/74.66 cnf(4328,plain,
% 74.66/74.66 (P13(f31(x43281,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f30(f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),x43282,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,3264,3266,2737,3345,3693,1948,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706])).
% 74.66/74.66 cnf(4331,plain,
% 74.66/74.66 (P9(f5(x43311,x43312,a2),f32(x43311),a2)),
% 74.66/74.66 inference(rename_variables,[],[312])).
% 74.66/74.66 cnf(4333,plain,
% 74.66/74.66 (P13(f32(x43331),f32(f7(x43331,x43331,a2)),a2)),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,3933,3836,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,4077,3264,3266,2737,3345,3693,1948,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586])).
% 74.66/74.66 cnf(4337,plain,
% 74.66/74.66 (~P9(f30(x43371,f32(f32(x43372)),f51(f51(f4(a2),f3(a2)),a2)),x43372,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,4077,3264,3266,2737,3345,3693,1948,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684])).
% 74.66/74.66 cnf(4342,plain,
% 74.66/74.66 (~P9(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x43421))),f51(f51(f4(a2),f3(a2)),x43421),a2)),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,3588,4105,4077,3264,3266,2737,3345,3693,1948,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566])).
% 74.66/74.66 cnf(4346,plain,
% 74.66/74.66 (P9(x43461,f31(f32(x43461),f32(x43461),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529])).
% 74.66/74.66 cnf(4348,plain,
% 74.66/74.66 (~P9(f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f31(x43481,f27(f3(a2),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.66 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4089,3949,3941,4046,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634])).
% 74.66/74.66 cnf(4350,plain,
% 74.66/74.66 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),f32(f3(a2))),x43501))),x43502),f51(f51(f4(a2),f3(a2)),x43501),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731])).
% 74.66/74.67 cnf(4352,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x43521),f32(f32(f32(f32(f32(f32(x43522))))))),f51(f51(f4(a2),x43521),x43522),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885])).
% 74.66/74.67 cnf(4354,plain,
% 74.66/74.67 (~P13(f32(f32(f32(f32(f32(f32(f32(x43541))))))),x43541,a2)),
% 74.66/74.67 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569])).
% 74.66/74.67 cnf(4356,plain,
% 74.66/74.67 (P13(x43561,f32(f32(f51(f51(f4(a2),x43562),f51(f51(f4(a2),x43563),x43561)))),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3975,3850,1903,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4077,3264,3266,2737,3345,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521])).
% 74.66/74.67 cnf(4365,plain,
% 74.66/74.67 (~P13(f32(f3(a2)),f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x43651,a2)),f3(a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3264,3266,2737,3345,2673,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610])).
% 74.66/74.67 cnf(4366,plain,
% 74.66/74.67 (~E(f32(x43661),f51(f51(f4(a2),f7(f5(x43662,x43662,a2),x43663,a2)),x43661))),
% 74.66/74.67 inference(rename_variables,[],[3684])).
% 74.66/74.67 cnf(4367,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x43671,a2)),f3(a2)),x43672,a2)),
% 74.66/74.67 inference(rename_variables,[],[4105])).
% 74.66/74.67 cnf(4370,plain,
% 74.66/74.67 (P13(x43701,f51(f51(f4(a2),x43702),x43701),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4374,plain,
% 74.66/74.67 (~P11(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f10(f9(f3(a2))),f51(f51(a48,f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2))),f16(f3(a2),f23(a48,a60,a58,a53,a53),x43741)))),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,268,4187,4199,4207,4215,4304,1140,4310,410,252,4200,4208,4223,352,4192,4221,4318,304,310,225,323,234,312,4331,256,214,311,4218,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3264,3266,2737,3345,2673,3693,1948,2739,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876])).
% 74.66/74.67 cnf(4380,plain,
% 74.66/74.67 (P13(x43801,f51(f51(f4(a2),x43802),x43801),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4383,plain,
% 74.66/74.67 (~P9(f32(x43831),x43831,a2)),
% 74.66/74.67 inference(rename_variables,[],[1140])).
% 74.66/74.67 cnf(4388,plain,
% 74.66/74.67 (P13(x43881,f7(x43881,f7(x43881,x43881,a2),a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[352])).
% 74.66/74.67 cnf(4389,plain,
% 74.66/74.67 (P13(x43891,f51(f51(f4(a2),x43892),x43891),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4394,plain,
% 74.66/74.67 (P13(x43941,f31(f32(x43941),f32(x43941),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3941,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3977,3264,3266,2737,3345,2673,3693,1948,2739,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531])).
% 74.66/74.67 cnf(4397,plain,
% 74.66/74.67 (P13(x43971,f7(x43971,f7(x43971,x43971,a2),a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[352])).
% 74.66/74.67 cnf(4398,plain,
% 74.66/74.67 (~P9(f32(x43981),x43981,a2)),
% 74.66/74.67 inference(rename_variables,[],[1140])).
% 74.66/74.67 cnf(4406,plain,
% 74.66/74.67 (P13(x44061,f51(f51(f4(a2),x44062),x44061),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4408,plain,
% 74.66/74.67 (P9(x44081,f51(f51(f4(a2),f51(f51(f4(a2),x44082),x44081)),f32(f3(a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3941,3953,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3977,3264,3266,2737,3345,2673,3693,1948,2739,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739])).
% 74.66/74.67 cnf(4409,plain,
% 74.66/74.67 (P9(x44091,f32(x44091),a2)),
% 74.66/74.67 inference(rename_variables,[],[268])).
% 74.66/74.67 cnf(4411,plain,
% 74.66/74.67 (~P13(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x44111))),f51(f51(f4(a2),f3(a2)),x44111),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3941,3953,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3977,3264,3266,2737,3345,2673,3693,1948,2739,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568])).
% 74.66/74.67 cnf(4413,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),x44131),x44132))),x44131,a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3977,3264,3266,2737,3345,2673,3693,1948,2739,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585])).
% 74.66/74.67 cnf(4417,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),f3(a2)),x44171),f32(f32(f51(f51(f4(a2),f32(f3(a2))),x44171))),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,3938,3452,3965,4074,4091,3588,4105,4319,4077,3977,3264,3266,2737,3345,2673,3693,1948,2739,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519])).
% 74.66/74.67 cnf(4431,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x44311),f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x44312),x44313)))),x44313,a2)),
% 74.66/74.67 inference(rename_variables,[],[3554])).
% 74.66/74.67 cnf(4433,plain,
% 74.66/74.67 (P9(x44331,f32(f32(f32(f32(f32(f32(x44331)))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,3938,3452,3554,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558])).
% 74.66/74.67 cnf(4438,plain,
% 74.66/74.67 (~P9(f5(f51(f51(f4(a2),f32(x44381)),f32(x44381)),f32(x44381),a2),f5(f32(f32(x44381)),f32(x44381),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993])).
% 74.66/74.67 cnf(4439,plain,
% 74.66/74.67 (P13(x44391,f51(f51(f4(a2),x44392),x44391),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4442,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x44421),f51(f51(f4(a2),x44422),x44423)))),x44423,a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875])).
% 74.66/74.67 cnf(4443,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x44431),f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x44432),x44433)))),x44433,a2)),
% 74.66/74.67 inference(rename_variables,[],[3554])).
% 74.66/74.67 cnf(4445,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f7(a62,x44451,a2)),f32(f51(f51(f4(a2),f7(f5(a1,a62,a2),x44451,a2)),x44452))),f51(f51(f4(a2),f7(a1,x44451,a2)),x44452),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057])).
% 74.66/74.67 cnf(4448,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f7(x44481,x44482,a2)),f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x44483),x44484)))),f51(f51(f4(a2),f7(x44481,x44482,a2)),x44484),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059])).
% 74.66/74.67 cnf(4451,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f32(f5(x44511,x44512,a2))),x44512),x44511,a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859])).
% 74.66/74.67 cnf(4452,plain,
% 74.66/74.67 (~P9(f32(x44521),x44521,a2)),
% 74.66/74.67 inference(rename_variables,[],[1140])).
% 74.66/74.67 cnf(4456,plain,
% 74.66/74.67 (P9(f32(x44561),f32(f32(f32(f32(f51(f51(f4(a2),x44562),x44561))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559])).
% 74.66/74.67 cnf(4461,plain,
% 74.66/74.67 (P13(x44611,f51(f51(f4(a2),x44612),x44611),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(4463,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),f3(a2)),x44631),f32(f51(f51(f4(a2),x44632),x44631)),a2)),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864])).
% 74.66/74.67 cnf(4465,plain,
% 74.66/74.67 (P13(x44651,f32(f30(x44651,x44652,f51(f51(f4(a2),f3(a2)),a2))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[332,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,3975,3164,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754])).
% 74.66/74.67 cnf(4472,plain,
% 74.66/74.67 (~E(f32(f51(f51(f4(a2),x44721),f32(x44722))),x44722)),
% 74.66/74.67 inference(scs_inference,[],[247,331,332,241,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,4072,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13])).
% 74.66/74.67 cnf(4474,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x44741),f32(x44742)),x44742)),
% 74.66/74.67 inference(scs_inference,[],[247,331,332,241,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,4072,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,3726,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50])).
% 74.66/74.67 cnf(4477,plain,
% 74.66/74.67 (P14(f15(f9(x44771),a50),f3(a2),x44772)),
% 74.66/74.67 inference(scs_inference,[],[247,331,385,332,241,254,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,4072,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,3726,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,3342,1438,3257,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50,170,177])).
% 74.66/74.67 cnf(4478,plain,
% 74.66/74.67 (P14(x44781,x44781,x44782)),
% 74.66/74.67 inference(rename_variables,[],[254])).
% 74.66/74.67 cnf(4479,plain,
% 74.66/74.67 (P11(f3(a2),f10(f9(x44791)),f51(f51(a48,x44792),f51(f35(f15(f9(x44793),a50),f3(a2),x44792,a53),x44791)))),
% 74.66/74.67 inference(scs_inference,[],[247,331,385,332,241,254,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,268,4187,4199,4207,4215,4304,4324,1140,4310,4383,4398,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,3684,4366,4072,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,3726,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,3342,1438,3257,1270,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50,170,177,169])).
% 74.66/74.67 cnf(4482,plain,
% 74.66/74.67 (E(x44821,f51(f51(f4(a2),f5(x44821,x44821,a2)),x44821))),
% 74.66/74.67 inference(rename_variables,[],[3239])).
% 74.66/74.67 cnf(4485,plain,
% 74.66/74.67 (P9(x44851,f32(x44851),a2)),
% 74.66/74.67 inference(rename_variables,[],[268])).
% 74.66/74.67 cnf(4488,plain,
% 74.66/74.67 (~P9(f32(x44881),x44881,a2)),
% 74.66/74.67 inference(rename_variables,[],[1140])).
% 74.66/74.67 cnf(4489,plain,
% 74.66/74.67 (P9(x44891,f32(x44891),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[247,295,331,418,385,332,241,254,398,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,4461,268,4187,4199,4207,4215,4304,4324,4409,4485,1140,4310,4383,4398,4452,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,1732,3684,4366,4072,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3413,3264,3266,3726,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,3342,3239,4482,1438,3257,1270,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50,170,177,169,168,189,172,2,173,174])).
% 74.66/74.67 cnf(4492,plain,
% 74.66/74.67 (P13(x44921,x44921,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(4505,plain,
% 74.66/74.67 (~P9(f32(x45051),f30(f5(x45051,x45052,a2),f32(x45051),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[247,295,331,418,385,332,241,254,4478,398,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,4461,268,4187,4199,4207,4215,4304,4324,4409,4485,1140,4310,4383,4398,4452,4488,410,252,4200,4208,4223,352,4192,4221,4318,4388,4397,406,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,1732,3684,4366,4072,2353,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3769,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3900,3413,3264,3266,3726,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,3342,3239,4482,1438,3257,1270,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50,170,177,169,168,189,172,2,173,174,167,12,176,166,983,1018,469,796])).
% 74.66/74.67 cnf(4513,plain,
% 74.66/74.67 (P9(f3(a2),f31(f32(x45131),f32(x45131),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[247,295,331,418,385,332,241,254,4478,398,293,408,4245,302,4185,4198,4206,4222,4227,4252,4294,4370,4380,4389,4406,4439,4461,268,4187,4199,4207,4215,4304,4324,4409,4485,1140,4310,4383,4398,4452,4488,410,252,4200,4208,4223,4492,352,4192,4221,4318,4388,4397,406,304,310,225,323,234,312,4331,256,214,311,4218,4226,414,4255,216,279,217,207,218,210,208,3933,3836,3834,2827,3745,3303,3061,3000,4272,1732,3684,4366,4072,2353,3975,3164,4097,3850,1903,2512,2906,3896,3905,4021,4033,4082,4089,3949,3961,3941,3953,4046,3902,3867,2378,3938,3570,3452,3554,4431,4443,3769,3965,4074,4091,3588,4105,4319,4367,4077,3977,3439,3900,3413,3264,3266,3726,3170,2737,3345,2673,3133,3693,1142,1948,2739,2571,2965,3342,3239,4482,1438,3257,1270,2823,1946,1947,1956,996,628,981,808,997,633,998,814,813,672,688,1000,844,689,635,507,577,860,602,1035,515,574,941,659,669,687,937,693,785,573,686,682,665,758,630,759,729,601,827,600,655,625,565,624,889,1058,1056,1036,734,936,506,1066,561,706,685,586,700,684,667,566,884,529,634,731,885,569,521,730,563,556,610,1065,750,876,805,863,732,702,788,671,531,683,760,752,909,739,568,585,795,519,579,473,627,598,558,511,993,875,1057,1059,859,552,559,749,1067,864,754,757,171,3,13,50,170,177,169,168,189,172,2,173,174,167,12,176,166,983,1018,469,796,854,792])).
% 74.66/74.67 cnf(4545,plain,
% 74.66/74.67 (P13(f8(f51(f51(f4(a2),a2),f3(a2))),x45451,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[2803,447])).
% 74.66/74.67 cnf(4548,plain,
% 74.66/74.67 (~E(f21(x45481,x45482,x45483),x45482)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(4551,plain,
% 74.66/74.67 (~E(f21(x45511,x45512,x45513),x45512)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(4553,plain,
% 74.66/74.67 (~P10(f4(a2),x45531,x45532,f32(x45533),x45534,x45535)),
% 74.66/74.67 inference(scs_inference,[],[408,4548,2803,4474,447,503,502,1104])).
% 74.66/74.67 cnf(4554,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x45541),f32(x45542)),x45542)),
% 74.66/74.67 inference(rename_variables,[],[4474])).
% 74.66/74.67 cnf(4556,plain,
% 74.66/74.67 (~P10(x45561,f4(a2),x45562,x45563,x45564,x45565)),
% 74.66/74.67 inference(scs_inference,[],[408,4548,2803,4474,4554,447,503,502,1104,1103])).
% 74.66/74.67 cnf(4563,plain,
% 74.66/74.67 (P11(f35(a55,x45631,x45632,a53),f19(a63,x45631),f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)))),
% 74.66/74.67 inference(scs_inference,[],[404,385,408,4548,323,2803,4474,4554,447,503,502,1104,1103,1083,1079,1003])).
% 74.66/74.67 cnf(4565,plain,
% 74.66/74.67 (P12(f18(f51(f51(a11,f10(x45651)),x45652),x45653,x45654),f18(f18(x45651,x45652,f3(a2)),x45653,x45654))),
% 74.66/74.67 inference(scs_inference,[],[404,385,408,4548,323,2803,4474,4554,447,503,502,1104,1103,1083,1079,1003,697])).
% 74.66/74.67 cnf(4567,plain,
% 74.66/74.67 (P12(f19(f51(f51(a11,f10(x45671)),x45672),x45673),f19(f18(x45671,x45672,f3(a2)),x45673))),
% 74.66/74.67 inference(scs_inference,[],[404,385,408,4548,323,2803,4474,4554,447,503,502,1104,1103,1083,1079,1003,697,470])).
% 74.66/74.67 cnf(4581,plain,
% 74.66/74.67 (P11(f35(f3(a2),f3(a2),f37(f3(a2),f9(x45811)),a53),f9(x45811),f38(f3(a2),f9(x45811)))),
% 74.66/74.67 inference(scs_inference,[],[404,385,400,413,408,4548,323,2657,2803,4474,4554,2013,4479,3264,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004])).
% 74.66/74.67 cnf(4585,plain,
% 74.66/74.67 (~P9(x45851,x45851,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[404,385,400,413,408,4548,323,2657,2803,4474,4554,2013,4479,1525,3264,2739,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479])).
% 74.66/74.67 cnf(4587,plain,
% 74.66/74.67 (P33(f54(x45871,f54(x45872,a2)))),
% 74.66/74.67 inference(scs_inference,[],[404,385,400,413,408,4548,323,2657,2803,4474,4554,2013,4479,1525,1527,3264,2739,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429])).
% 74.66/74.67 cnf(4602,plain,
% 74.66/74.67 (E(f5(f32(x46021),f5(f32(x46021),x46021,a2),a2),x46021)),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,1140,324,323,2657,2803,4474,4554,2013,4479,1525,1527,3264,2739,2571,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695])).
% 74.66/74.67 cnf(4634,plain,
% 74.66/74.67 (P13(x46341,f5(f51(f51(f4(a2),f32(x46342)),x46341),x46342,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,1140,324,323,2657,2805,2803,2793,4474,4554,2013,4479,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886])).
% 74.66/74.67 cnf(4652,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),x46521),f5(f51(f51(f4(a2),x46521),x46522),x46521,a2)),f51(f51(f4(a2),x46521),x46522))),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656])).
% 74.66/74.67 cnf(4655,plain,
% 74.66/74.67 (~P9(x46551,f7(f5(x46552,x46552,a2),x46553,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4657,plain,
% 74.66/74.67 (P13(f7(x46571,x46572,a2),f7(f32(x46571),x46572,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4194,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802])).
% 74.66/74.67 cnf(4661,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f51(f51(a48,x46611),x46612)),x46613),f51(f51(f4(a2),f34(x46614)),x46613))),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4194,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572])).
% 74.66/74.67 cnf(4664,plain,
% 74.66/74.67 (~P9(x46641,f7(f5(x46642,x46642,a2),x46643,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4667,plain,
% 74.66/74.67 (P9(x46671,f32(f51(f51(f4(a2),x46672),x46671)),a2)),
% 74.66/74.67 inference(rename_variables,[],[324])).
% 74.66/74.67 cnf(4681,plain,
% 74.66/74.67 (~P10(x46811,x46812,a48,x46813,f34(x46814),x46815)),
% 74.66/74.67 inference(scs_inference,[],[404,1142,385,400,413,408,4548,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105])).
% 74.66/74.67 cnf(4682,plain,
% 74.66/74.67 (~E(f51(f51(a48,x46821),x46822),f34(x46823))),
% 74.66/74.67 inference(rename_variables,[],[404])).
% 74.66/74.67 cnf(4684,plain,
% 74.66/74.67 (P8(f18(f9(x46841),f9(x46842),x46843))),
% 74.66/74.67 inference(scs_inference,[],[243,404,1142,385,400,413,408,4548,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546])).
% 74.66/74.67 cnf(4690,plain,
% 74.66/74.67 (P31(f54(x46901,f51(f51(f4(a2),a2),f3(a2))))),
% 74.66/74.67 inference(scs_inference,[],[243,404,1142,385,400,413,408,4548,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431])).
% 74.66/74.67 cnf(4692,plain,
% 74.66/74.67 (P34(f54(x46921,f54(x46922,a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,404,1142,385,400,413,408,4548,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430])).
% 74.66/74.67 cnf(4694,plain,
% 74.66/74.67 (P8(f10(f9(x46941)))),
% 74.66/74.67 inference(scs_inference,[],[243,404,1142,385,400,413,408,4548,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426])).
% 74.66/74.67 cnf(4697,plain,
% 74.66/74.67 (~E(f21(x46971,x46972,x46973),x46972)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(4705,plain,
% 74.66/74.67 (P12(f51(f51(a11,f51(f51(a11,f10(x47051)),x47052)),x47053),f51(f51(a11,f18(x47051,x47052,f3(a2))),x47053))),
% 74.66/74.67 inference(scs_inference,[],[243,404,4682,1142,385,400,413,408,4548,4551,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636])).
% 74.66/74.67 cnf(4711,plain,
% 74.66/74.67 (~E(f17(f21(x47111,x47112,x47113),x47114,x47113),x47114)),
% 74.66/74.67 inference(scs_inference,[],[243,404,4682,1142,397,385,400,413,408,4548,4551,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477])).
% 74.66/74.67 cnf(4713,plain,
% 74.66/74.67 (~E(f17(x47131,f21(x47132,x47133,x47134),x47134),x47131)),
% 74.66/74.67 inference(scs_inference,[],[243,404,4682,1142,397,385,400,413,408,4548,4551,416,1140,324,417,323,2657,2805,2803,2793,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476])).
% 74.66/74.67 cnf(4731,plain,
% 74.66/74.67 (P11(f35(f3(a2),f3(a2),f41(f51(f51(a48,x47311),f51(f35(f15(f9(x47312),a50),f3(a2),x47311,a53),x47313)),f3(a2),f9(x47313)),a53),f9(x47313),f43(f51(f51(a48,x47311),f51(f35(f15(f9(x47312),a50),f3(a2),x47311,a53),x47313)),f3(a2),f9(x47313)))),
% 74.66/74.67 inference(scs_inference,[],[243,404,4682,1142,397,385,400,413,408,4548,4551,416,1140,324,417,323,2657,2805,2803,2793,2009,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015])).
% 74.66/74.67 cnf(4735,plain,
% 74.66/74.67 (E(f32(f5(f32(f51(f51(f4(a2),x47351),f3(a2))),f32(f3(a2)),a2)),f32(f51(f51(f4(a2),x47351),f3(a2))))),
% 74.66/74.67 inference(scs_inference,[],[243,404,4682,1142,397,385,400,413,408,4548,4551,416,1140,324,4667,417,323,2657,2805,2803,2793,2009,4474,4554,2013,4479,4254,4194,4655,1525,1527,3264,2739,2571,1952,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660])).
% 74.66/74.67 cnf(4736,plain,
% 74.66/74.67 (P9(x47361,f32(f51(f51(f4(a2),x47362),x47361)),a2)),
% 74.66/74.67 inference(rename_variables,[],[324])).
% 74.66/74.67 cnf(4747,plain,
% 74.66/74.67 (~P9(x47471,f7(f5(x47472,x47472,a2),x47473,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4851,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x48511),f21(x48512,f3(a2),x48513)),f3(a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,417,323,2657,2805,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,1525,2809,1527,3264,2739,2571,1952,2811,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464])).
% 74.66/74.67 cnf(4855,plain,
% 74.66/74.67 (~P9(f7(f7(f5(x48551,x48551,a2),x48552,a2),x48553,a2),f7(f7(f5(x48551,x48551,a2),x48552,a2),x48554,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,417,323,2657,2805,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,1525,2809,1527,3264,2739,2571,1952,2811,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935])).
% 74.66/74.67 cnf(4856,plain,
% 74.66/74.67 (~P9(x48561,f7(f5(x48562,x48562,a2),x48563,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4862,plain,
% 74.66/74.67 (P13(f7(x48621,f7(f5(x48622,x48622,a2),x48623,a2),a2),f7(x48624,f7(f5(x48622,x48622,a2),x48623,a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,417,323,2657,2805,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,4856,1525,2809,1527,3264,2739,2571,1952,2811,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755])).
% 74.66/74.67 cnf(4863,plain,
% 74.66/74.67 (~P9(x48631,f7(f5(x48632,x48632,a2),x48633,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4866,plain,
% 74.66/74.67 (~P9(x48661,f7(f5(x48662,x48662,a2),x48663,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4939,plain,
% 74.66/74.67 (P13(x49391,f30(x49391,x49392,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,2657,2805,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,4856,4863,4365,1525,2809,1527,3264,2739,2571,1952,2811,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588])).
% 74.66/74.67 cnf(4941,plain,
% 74.66/74.67 (P13(x49411,x49411,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,2657,2805,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,4856,4863,4365,1525,2809,1527,3264,2739,2571,1952,2811,2823,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587])).
% 74.66/74.67 cnf(4945,plain,
% 74.66/74.67 (P13(f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2)))),f3(f51(f51(f4(a2),a2),f3(a2)))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,2657,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,4856,4863,4365,1525,2809,1527,3264,2739,2571,1952,2811,2823,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819])).
% 74.66/74.67 cnf(4947,plain,
% 74.66/74.67 (~P9(f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),f30(f3(f51(f51(f4(a2),a2),f3(a2))),x49471,f51(f51(f4(a2),a2),f3(a2)))),x49472),x49472,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,2657,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4479,4254,4194,4655,4664,4747,4856,4863,4365,1525,2809,1527,3264,2739,2571,1952,2811,2823,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816])).
% 74.66/74.67 cnf(4951,plain,
% 74.66/74.67 (P11(a1,f10(f9(x49511)),f51(f51(a48,f37(a1,f9(x49511))),f38(a1,f9(x49511))))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,2657,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,4254,4194,4655,4664,4747,4856,4863,4365,1525,2809,1527,3264,2739,2571,1952,2811,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018])).
% 74.66/74.67 cnf(4958,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x49581),x49582))),x49582,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,210,2657,4465,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,4254,4448,4194,4655,4664,4747,4856,4863,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814])).
% 74.66/74.67 cnf(4962,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f32(f32(f32(x49621)))))),x49621,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,1140,324,4667,4736,417,323,214,210,2657,4465,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,4433,4254,4448,4194,4655,4664,4747,4856,4863,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672])).
% 74.66/74.67 cnf(4966,plain,
% 74.66/74.67 (~E(f7(x49661,f32(f32(f3(a2))),a2),f32(f3(a2)))),
% 74.66/74.67 inference(rename_variables,[],[1555])).
% 74.66/74.67 cnf(4967,plain,
% 74.66/74.67 (~P9(x49671,f7(f5(x49672,x49672,a2),x49673,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(4977,plain,
% 74.66/74.67 (P13(x49771,x49771,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(4980,plain,
% 74.66/74.67 (P13(x49801,f32(f30(x49801,x49802,f51(f51(f4(a2),f3(a2)),a2))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[4465])).
% 74.66/74.67 cnf(4985,plain,
% 74.66/74.67 (~P13(f32(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x49851)))),f51(f51(f4(a2),f3(a2)),x49851),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,252,268,1140,352,324,4667,4736,417,225,323,214,217,210,2657,4465,3842,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,3595,1555,4411,4433,4254,4448,4251,4194,4655,4664,4747,4856,4863,4866,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659])).
% 74.66/74.67 cnf(4986,plain,
% 74.66/74.67 (P13(x49861,f32(x49861),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(4990,plain,
% 74.66/74.67 (~P13(f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x49901))),f32(f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,252,268,1140,352,324,4667,4736,417,225,323,214,217,210,2657,4465,3842,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,3595,1555,4411,4433,4254,4448,4251,4194,4655,4664,4747,4856,4863,4866,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601])).
% 74.66/74.67 cnf(4995,plain,
% 74.66/74.67 (P9(x49951,f51(f51(f4(a2),f51(f51(f4(a2),x49952),f51(f51(f4(a2),x49951),x49953))),f32(f3(a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,252,268,1140,352,324,4667,4736,417,225,323,214,217,210,2657,4465,3842,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,3595,1555,4411,4433,4254,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729])).
% 74.66/74.67 cnf(5000,plain,
% 74.66/74.67 (~P13(f32(f32(f32(f32(f51(f51(f4(a2),x50001),x50002))))),x50002,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,252,268,1140,352,324,4667,4736,417,225,323,214,217,210,2657,4465,3842,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,3595,1555,4411,4433,4254,4326,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625])).
% 74.66/74.67 cnf(5002,plain,
% 74.66/74.67 (P13(f32(f51(f51(f4(a2),f3(a2)),x50021)),f32(f51(f51(f4(a2),f32(f3(a2))),x50021)),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,397,385,400,413,408,4548,4551,4697,416,252,268,1140,352,324,4667,4736,417,225,323,214,217,210,2657,4465,3842,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,2013,4513,4479,1895,3595,1555,4214,4411,4433,4254,4326,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565])).
% 74.66/74.67 cnf(5007,plain,
% 74.66/74.67 (~P9(x50071,f3(a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[410])).
% 74.66/74.67 cnf(5010,plain,
% 74.66/74.67 (~P9(x50101,x50101,a2)),
% 74.66/74.67 inference(rename_variables,[],[406])).
% 74.66/74.67 cnf(5020,plain,
% 74.66/74.67 (P13(x50201,f32(x50201),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5021,plain,
% 74.66/74.67 (P13(f3(a2),x50211,a2)),
% 74.66/74.67 inference(rename_variables,[],[256])).
% 74.66/74.67 cnf(5024,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),f32(f3(a2))),x50241))),x50242),f51(f51(f4(a2),f3(a2)),x50241),a2)),
% 74.66/74.67 inference(rename_variables,[],[4350])).
% 74.66/74.67 cnf(5025,plain,
% 74.66/74.67 (P13(x50251,f51(f51(f4(a2),x50252),x50251),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5028,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x50281),f51(f51(f4(a2),x50282),x50283)))),x50283,a2)),
% 74.66/74.67 inference(rename_variables,[],[4442])).
% 74.66/74.67 cnf(5030,plain,
% 74.66/74.67 (P9(x50301,f32(f30(f31(f32(x50301),f32(x50301),f51(f51(f4(a2),f3(a2)),a2)),x50302,f51(f51(f4(a2),f3(a2)),a2))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,417,225,323,256,214,217,210,208,2657,4465,4980,3842,4346,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687])).
% 74.66/74.67 cnf(5031,plain,
% 74.66/74.67 (P13(x50311,f32(f30(x50311,x50312,f51(f51(f4(a2),f3(a2)),a2))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[4465])).
% 74.66/74.67 cnf(5035,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f32(f32(f32(f32(x50351))))))),x50351,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,417,225,323,256,214,217,210,208,2657,4465,4980,3842,4346,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,3766,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573])).
% 74.66/74.67 cnf(5037,plain,
% 74.66/74.67 (~P9(f31(f32(f32(x50371)),f32(f32(x50371)),f51(f51(f4(a2),f3(a2)),a2)),f30(x50371,x50371,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,417,225,323,256,214,217,210,208,2657,4465,4980,3814,3842,4346,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,3766,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685])).
% 74.66/74.67 cnf(5038,plain,
% 74.66/74.67 (P9(x50381,f31(f32(x50381),f32(x50381),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[4346])).
% 74.66/74.67 cnf(5040,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x50401),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,417,225,323,256,214,217,210,208,2657,4465,4980,3814,3842,4346,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,3766,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586])).
% 74.66/74.67 cnf(5042,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),f32(f3(a2))),x50421))),x50422),x50421,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,417,225,323,256,214,217,210,208,2657,4465,4980,3814,3842,4346,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4365,3766,1525,4080,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669])).
% 74.66/74.67 cnf(5047,plain,
% 74.66/74.67 (P9(x50471,f31(f32(x50471),f32(x50471),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[4346])).
% 74.66/74.67 cnf(5054,plain,
% 74.66/74.67 (~P9(f32(f51(f51(f4(a2),x50541),x50542)),f30(f32(f51(f51(f4(a2),x50541),x50542)),x50542,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796])).
% 74.66/74.67 cnf(5055,plain,
% 74.66/74.67 (~P9(x50551,x50551,a2)),
% 74.66/74.67 inference(rename_variables,[],[406])).
% 74.66/74.67 cnf(5058,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(x50581,x50581,a2),x50582,a2)),x50583),x50583,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885])).
% 74.66/74.67 cnf(5060,plain,
% 74.66/74.67 (P13(x50601,f32(f32(f51(f51(f4(a2),x50602),f51(f51(f4(a2),x50601),x50603)))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4354,4411,4433,4254,4326,4442,4286,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731])).
% 74.66/74.67 cnf(5061,plain,
% 74.66/74.67 (P13(x50611,f32(f32(f51(f51(f4(a2),x50612),x50611))),a2)),
% 74.66/74.67 inference(rename_variables,[],[4286])).
% 74.66/74.67 cnf(5063,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f32(f51(f51(f4(a2),x50631),x50632))))),x50631,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,4354,4411,4433,4254,4326,4442,4286,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667])).
% 74.66/74.67 cnf(5064,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f32(x50641)))),x50641,a2)),
% 74.66/74.67 inference(rename_variables,[],[4301])).
% 74.66/74.67 cnf(5066,plain,
% 74.66/74.67 (P13(x50661,f32(f32(f32(f32(f51(f51(f4(a2),x50662),x50661))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,4354,4411,4433,4254,4326,4442,4286,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569])).
% 74.66/74.67 cnf(5069,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),f32(x50691)),x50692))),x50691,a2)),
% 74.66/74.67 inference(rename_variables,[],[4231])).
% 74.66/74.67 cnf(5071,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f32(f51(f51(f4(a2),x50711),x50712))))),x50712,a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4231,4442,4286,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665])).
% 74.66/74.67 cnf(5074,plain,
% 74.66/74.67 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4231,4442,4286,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3033,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655])).
% 74.66/74.67 cnf(5075,plain,
% 74.66/74.67 (~P13(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x50751)),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(rename_variables,[],[4254])).
% 74.66/74.67 cnf(5087,plain,
% 74.66/74.67 (P13(x50871,f31(f32(f32(f32(x50871))),x50871,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,4977,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3033,3172,3991,2809,1527,3264,2739,2571,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854])).
% 74.66/74.67 cnf(5088,plain,
% 74.66/74.67 (P13(x50881,x50881,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5097,plain,
% 74.66/74.67 (P13(x50971,x50971,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5101,plain,
% 74.66/74.67 (~P13(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x51011))),f32(f51(f51(f4(a2),f3(a2)),x51011)),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889])).
% 74.66/74.67 cnf(5104,plain,
% 74.66/74.67 (P11(f3(a2),f51(f51(a11,f10(f9(x51041))),f9(x51042)),f51(f35(f15(f9(x51043),a50),f3(a2),f51(f3(a2),x51042),a53),x51041))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,1142,4986,397,385,400,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876])).
% 74.66/74.67 cnf(5106,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f7(f5(x51061,f51(f51(f4(a2),x51061),f3(a2)),a2),x51062,a2)),f51(f51(f4(a2),f7(f3(a2),x51062,a2)),x51063)),x51063)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,1142,4986,397,385,400,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3189,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036])).
% 74.66/74.67 cnf(5107,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f7(x51071,x51072,a2)),f51(f51(f4(a2),f7(x51073,x51072,a2)),x51074)),f51(f51(f4(a2),f7(f51(f51(f4(a2),x51071),x51073),x51072,a2)),x51074))),
% 74.66/74.67 inference(rename_variables,[],[376])).
% 74.66/74.67 cnf(5109,plain,
% 74.66/74.67 (P13(f5(x51091,x51092,a2),f5(f32(x51091),x51092,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,1142,4986,5020,397,385,400,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,406,5010,417,225,323,256,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3189,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805])).
% 74.66/74.67 cnf(5111,plain,
% 74.66/74.67 (P9(x51111,f32(f51(f51(f4(a2),f30(x51111,x51112,a2)),x51113)),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,1142,4986,5020,397,385,400,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3189,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750])).
% 74.66/74.67 cnf(5112,plain,
% 74.66/74.67 (P9(x51121,f32(f51(f51(f4(a2),x51121),x51122)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5118,plain,
% 74.66/74.67 (~E(f5(f32(f32(f3(a2))),f3(a2),a2),f5(f32(f3(a2)),f3(a2),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3033,3172,3189,3528,3991,1329,2809,1527,3264,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788])).
% 74.66/74.67 cnf(5119,plain,
% 74.66/74.67 (P13(x51191,f32(x51191),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5120,plain,
% 74.66/74.67 (~E(f32(x51201),x51201)),
% 74.66/74.67 inference(rename_variables,[],[391])).
% 74.66/74.67 cnf(5121,plain,
% 74.66/74.67 (P13(f3(a2),x51211,a2)),
% 74.66/74.67 inference(rename_variables,[],[256])).
% 74.66/74.67 cnf(5127,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x51271),x51272),x51271,a2)),
% 74.66/74.67 inference(rename_variables,[],[417])).
% 74.66/74.67 cnf(5129,plain,
% 74.66/74.67 (~P13(f32(f32(x51291)),x51291,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,4326,4456,4231,4442,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3172,3189,3528,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683])).
% 74.66/74.67 cnf(5130,plain,
% 74.66/74.67 (~P9(f32(x51301),f30(x51301,x51301,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[3814])).
% 74.66/74.67 cnf(5136,plain,
% 74.66/74.67 (P13(x51361,x51361,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5139,plain,
% 74.66/74.67 (~P13(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x51391)),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4214,4301,5064,4354,4411,4433,4254,5075,4326,4456,4231,4442,5028,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3172,3189,3528,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561])).
% 74.66/74.67 cnf(5141,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x51411),f32(f32(f32(f32(f32(x51412)))))),f51(f51(f4(a2),x51411),x51412),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4118,4214,4301,5064,4354,4411,4433,4254,5075,4326,4456,4231,4442,5028,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3172,3189,3528,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884])).
% 74.66/74.67 cnf(5143,plain,
% 74.66/74.67 (P9(x51431,f32(f32(f32(f32(f51(f51(f4(a2),x51432),x51431))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4118,4214,4301,5064,4354,4411,4433,4254,5075,4326,4456,4231,4442,5028,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3172,3189,3528,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566])).
% 74.66/74.67 cnf(5145,plain,
% 74.66/74.67 (P13(f30(x51451,f32(f32(f32(x51451))),a2),f32(f32(f32(x51451))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,5136,268,1140,352,324,4667,4736,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4118,4214,4301,5064,4354,4411,4433,4254,5075,4326,4456,4231,4442,5028,4286,4356,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3172,3189,3528,3147,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852])).
% 74.66/74.67 cnf(5146,plain,
% 74.66/74.67 (P13(x51461,x51461,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5157,plain,
% 74.66/74.67 (~P9(f32(f5(f32(f3(a2)),f3(a2),a2)),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,5136,268,1140,352,324,4667,4736,304,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4354,4411,4433,3566,4254,5075,4326,4456,4231,4442,5028,4286,4356,4463,4350,5024,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3968,3172,3189,3528,3147,3991,1329,2809,1527,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558])).
% 74.66/74.67 cnf(5159,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x51591,a2)),f3(a2)),f51(f51(f4(a2),f5(f5(f51(f51(f4(a2),f7(f5(f3(a2),f3(a2),a2),x51591,a2)),f3(a2)),f3(a2),a2),x51592,a2)),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,410,416,252,4977,5088,5097,5136,268,1140,352,324,4667,4736,304,326,406,5010,417,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4354,4411,4433,3566,4254,5075,4326,4456,4231,4442,5028,4286,4356,4463,4350,5024,3890,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3968,3172,3189,3528,3147,3991,1329,2809,1527,4105,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610])).
% 74.66/74.67 cnf(5168,plain,
% 74.66/74.67 (P13(x51681,f51(f51(f4(a2),x51682),x51681),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5173,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x51731),x51732),x51731,a2)),
% 74.66/74.67 inference(rename_variables,[],[417])).
% 74.66/74.67 cnf(5175,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f3(a2)),x51751),f32(f32(f51(f51(f4(a2),f32(f3(a2))),x51751))),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,397,385,400,391,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,268,1140,352,324,4667,4736,304,326,406,5010,5055,417,5127,225,323,256,5021,214,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4354,4411,4433,3566,4254,5075,4326,4456,4231,4442,5028,4286,4356,4463,4350,5024,3890,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3968,3172,4001,3189,3528,3147,3991,1329,2809,1527,4105,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531])).
% 74.66/74.67 cnf(5180,plain,
% 74.66/74.67 (P13(x51801,f32(x51801),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5184,plain,
% 74.66/74.67 (P9(x51841,f32(x51841),a2)),
% 74.66/74.67 inference(rename_variables,[],[268])).
% 74.66/74.67 cnf(5187,plain,
% 74.66/74.67 (P13(x51871,f32(x51871),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5192,plain,
% 74.66/74.67 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f5(f32(f3(a2)),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,5180,397,385,400,391,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,268,1140,352,324,4667,4736,304,326,406,5010,5055,417,5127,5173,225,323,256,5021,214,311,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4321,4354,4411,4433,3566,4254,5075,4326,4456,4231,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4080,3160,3025,3762,3033,3968,3172,4001,3189,3528,3147,3991,1329,2809,1527,4105,3264,3627,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519])).
% 74.66/74.67 cnf(5205,plain,
% 74.66/74.67 (P13(x52051,f32(x52051),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5210,plain,
% 74.66/74.67 (P13(x52101,x52101,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5215,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f7(x52151,x52152,a2)),f51(f51(f4(a2),f7(f3(a2),x52152,a2)),f51(f51(f4(a2),f7(f5(f5(f32(x52151),x52151,a2),f3(a2),a2),x52152,a2)),f32(x52153)))),f51(f51(f4(a2),f7(f32(x52151),x52152,a2)),x52153),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,5180,5187,5205,397,385,400,391,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,5146,268,1140,352,324,4667,4736,304,326,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,216,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4321,4354,4411,4433,3566,4254,5075,4326,4456,4231,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,3627,4077,2380,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057])).
% 74.66/74.67 cnf(5221,plain,
% 74.66/74.67 (P13(x52211,f32(x52211),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5226,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f3(a2)),f32(f51(f51(f4(a2),f32(x52261)),x52262))),x52261,a2)),
% 74.66/74.67 inference(rename_variables,[],[4231])).
% 74.66/74.67 cnf(5236,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),f3(a2)),x52361),f51(f51(f4(a2),f32(x52362)),x52361),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,397,385,400,391,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,216,279,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,3627,4077,2380,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757])).
% 74.66/74.67 cnf(5242,plain,
% 74.66/74.67 (~P11(f35(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f18(f9(x52421),f9(f3(a2)),x52421),f23(a48,a60,a58,a53,a53))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,397,248,385,400,391,5120,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,216,279,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,3627,4077,2380,2927,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170])).
% 74.66/74.67 cnf(5246,plain,
% 74.66/74.67 (~E(x52461,f51(f51(f4(a2),x52462),f32(f51(f51(f4(a2),x52463),x52461))))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,410,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,216,279,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,3627,4077,2380,2927,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172])).
% 74.66/74.67 cnf(5249,plain,
% 74.66/74.67 (E(f23(x52491,f20(x52492),x52493,x52492,x52494),x52493)),
% 74.66/74.67 inference(rename_variables,[],[371])).
% 74.66/74.67 cnf(5253,plain,
% 74.66/74.67 (~E(f32(f32(x52531)),x52531)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,210,208,2657,4465,4980,5031,3814,3842,4346,5038,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,3627,4077,2380,2927,2579,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167])).
% 74.66/74.67 cnf(5254,plain,
% 74.66/74.67 (P13(x52541,f32(x52541),a2)),
% 74.66/74.67 inference(rename_variables,[],[1142])).
% 74.66/74.67 cnf(5258,plain,
% 74.66/74.67 (~E(f31(f32(f32(x52581)),f32(f32(x52581)),f51(f51(f4(a2),f3(a2)),a2)),f30(x52581,x52581,f51(f51(f4(a2),f3(a2)),a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2927,2579,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173])).
% 74.66/74.67 cnf(5260,plain,
% 74.66/74.67 (~E(x52601,f32(f32(x52601)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2927,2579,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166])).
% 74.66/74.67 cnf(5265,plain,
% 74.66/74.67 (P13(f3(f51(f51(f4(a2),a2),f3(a2))),f7(f3(f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837])).
% 74.66/74.67 cnf(5269,plain,
% 74.66/74.67 (~P9(x52691,f31(x52692,f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[243,262,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,397,248,385,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,5168,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743])).
% 74.66/74.67 cnf(5277,plain,
% 74.66/74.67 (~E(f7(x52771,f32(f32(f3(a2))),a2),f32(f3(a2)))),
% 74.66/74.67 inference(rename_variables,[],[1555])).
% 74.66/74.67 cnf(5286,plain,
% 74.66/74.67 (P38(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,397,248,385,388,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,5168,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165])).
% 74.66/74.67 cnf(5287,plain,
% 74.66/74.67 (P24(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,398,293,413,408,4548,4551,4697,302,5025,5168,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163])).
% 74.66/74.67 cnf(5288,plain,
% 74.66/74.67 (P44(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,237,398,293,413,408,4548,4551,4697,302,5025,5168,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162])).
% 74.66/74.67 cnf(5289,plain,
% 74.66/74.67 (P57(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160])).
% 74.66/74.67 cnf(5291,plain,
% 74.66/74.67 (P48(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149])).
% 74.66/74.67 cnf(5292,plain,
% 74.66/74.67 (P33(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142])).
% 74.66/74.67 cnf(5293,plain,
% 74.66/74.67 (P29(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141])).
% 74.66/74.67 cnf(5294,plain,
% 74.66/74.67 (P1(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130])).
% 74.66/74.67 cnf(5303,plain,
% 74.66/74.67 (P19(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164])).
% 74.66/74.67 cnf(5304,plain,
% 74.66/74.67 (P43(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161])).
% 74.66/74.67 cnf(5305,plain,
% 74.66/74.67 (P50(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159])).
% 74.66/74.67 cnf(5306,plain,
% 74.66/74.67 (P42(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158])).
% 74.66/74.67 cnf(5307,plain,
% 74.66/74.67 (P41(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157])).
% 74.66/74.67 cnf(5308,plain,
% 74.66/74.67 (P21(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155])).
% 74.66/74.67 cnf(5309,plain,
% 74.66/74.67 (P30(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,385,388,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153])).
% 74.66/74.67 cnf(5310,plain,
% 74.66/74.67 (P56(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,385,388,227,400,391,5120,241,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152])).
% 74.66/74.67 cnf(5311,plain,
% 74.66/74.67 (P47(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148])).
% 74.66/74.67 cnf(5312,plain,
% 74.66/74.67 (P7(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147])).
% 74.66/74.67 cnf(5313,plain,
% 74.66/74.67 (P31(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,233,238,397,232,248,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145])).
% 74.66/74.67 cnf(5314,plain,
% 74.66/74.67 (P6(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144])).
% 74.66/74.67 cnf(5315,plain,
% 74.66/74.67 (P34(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143])).
% 74.66/74.67 cnf(5316,plain,
% 74.66/74.67 (P22(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138])).
% 74.66/74.67 cnf(5317,plain,
% 74.66/74.67 (P5(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136])).
% 74.66/74.67 cnf(5318,plain,
% 74.66/74.67 (P4(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135])).
% 74.66/74.67 cnf(5319,plain,
% 74.66/74.67 (P35(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132])).
% 74.66/74.67 cnf(5320,plain,
% 74.66/74.67 (P3(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133])).
% 74.66/74.67 cnf(5321,plain,
% 74.66/74.67 (P39(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,231,227,400,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156])).
% 74.66/74.67 cnf(5323,plain,
% 74.66/74.67 (P49(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150])).
% 74.66/74.67 cnf(5324,plain,
% 74.66/74.67 (P32(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146])).
% 74.66/74.67 cnf(5325,plain,
% 74.66/74.67 (P23(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140])).
% 74.66/74.67 cnf(5326,plain,
% 74.66/74.67 (P27(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139])).
% 74.66/74.67 cnf(5327,plain,
% 74.66/74.67 (P37(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137])).
% 74.66/74.67 cnf(5328,plain,
% 74.66/74.67 (P36(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134])).
% 74.66/74.67 cnf(5329,plain,
% 74.66/74.67 (P2(f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131])).
% 74.66/74.67 cnf(5332,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f51(f51(f4(a2),x53321),x53322)),f32(f3(a2))),x53321,a2)),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131,463,813])).
% 74.66/74.67 cnf(5334,plain,
% 74.66/74.67 (P9(f31(x53341,x53342,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f32(x53341),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,4489,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131,463,813,710])).
% 74.66/74.67 cnf(5339,plain,
% 74.66/74.67 (~P9(f32(x53391),x53391,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,4489,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3528,3147,3991,1762,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131,463,813,710,623,635])).
% 74.66/74.67 cnf(5341,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f32(x53411)),f3(a2))),f51(f51(f4(a2),f32(x53411)),f3(a2))),f3(a2))),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,4489,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3071,3528,3147,3991,1762,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131,463,813,710,623,635,734])).
% 74.66/74.67 cnf(5345,plain,
% 74.66/74.67 (P13(x53451,f32(x53451),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[206,243,262,224,239,240,404,4682,275,371,5249,376,5107,1142,4986,5020,5119,5180,5187,5205,5221,5254,219,221,233,238,397,232,248,213,220,222,385,388,231,227,400,229,391,5120,241,223,235,237,398,293,413,408,4548,4551,4697,230,302,5025,5168,226,236,410,5007,416,252,4977,5088,5097,5136,5146,5210,268,5184,1140,352,324,4667,4736,304,326,5112,406,5010,5055,417,5127,5173,212,215,225,323,234,211,256,5021,5121,214,311,414,228,216,279,217,218,207,209,210,208,2657,4465,4980,5031,3814,5130,3842,4346,5038,5047,4229,4259,2815,2813,2805,4271,2803,2795,2793,2735,2009,3280,4474,4554,3625,4489,2013,4513,4479,1895,3595,1555,4966,5277,4477,4315,4118,4214,4301,5064,4321,4354,4411,4417,4433,3566,4254,5075,4326,4456,4231,5069,5226,4413,4442,5028,4286,5061,4356,4463,4350,5024,3890,4448,4408,2752,2755,2940,4251,4194,4655,4664,4747,4856,4863,4866,4967,4264,4438,4365,3766,1525,4038,3678,3681,4080,3160,3025,3762,3033,3968,3172,4140,4001,3189,3071,3528,3147,3991,1762,1329,2809,3187,1527,4105,3264,2473,3627,4077,2380,2227,2927,2579,2739,2571,3239,3342,2598,1952,205,2811,1946,2823,1947,1956,447,503,502,1104,1103,1083,1079,1003,697,470,1044,1043,1055,494,1013,1006,1004,480,479,429,806,1100,439,933,608,991,695,663,575,508,949,948,944,783,775,774,681,657,1027,1026,905,899,886,1076,646,618,617,614,425,423,690,656,736,802,616,572,756,716,804,532,1074,735,422,951,1105,546,484,432,431,430,426,486,1078,970,637,636,433,1042,477,476,1054,495,1012,1081,1080,1087,1086,1051,1015,1048,660,129,126,125,103,11,4,427,934,428,440,128,124,123,121,120,118,116,115,114,111,110,109,104,102,100,99,97,94,93,90,89,88,87,82,81,79,78,74,71,68,67,65,62,59,55,54,53,46,44,43,42,41,40,37,30,25,21,20,19,10,6,609,526,525,791,773,680,679,662,861,858,784,782,776,698,694,904,898,1052,964,22,534,1077,971,424,464,45,935,73,34,932,755,737,615,51,553,848,32,31,786,122,113,69,16,15,5,127,119,117,112,108,107,106,105,101,98,96,95,92,91,85,84,83,80,77,76,75,72,66,64,63,61,60,58,57,56,52,49,48,47,39,38,36,33,29,28,27,26,24,18,9,70,14,86,23,17,35,815,8,588,587,628,819,816,633,1018,688,708,814,704,672,577,860,602,469,844,689,682,659,785,601,507,729,630,625,565,435,1058,1056,1035,515,506,936,941,706,687,574,573,685,586,669,693,684,686,634,796,885,731,667,569,758,665,655,730,600,521,563,854,556,827,624,889,876,1036,805,750,732,788,1066,700,683,671,909,561,884,566,852,585,627,473,558,610,792,1065,863,702,531,760,752,739,795,568,519,579,598,511,993,875,1059,1057,859,754,552,559,1067,749,864,757,171,3,50,170,177,13,189,172,174,169,168,167,12,176,2,173,166,842,837,580,743,644,1019,498,582,490,744,165,163,162,160,151,149,142,141,130,714,997,164,161,159,158,157,155,153,152,148,147,145,144,143,138,136,135,132,133,156,154,150,146,140,139,137,134,131,463,813,710,623,635,734,529])).
% 74.66/74.67 cnf(5366,plain,
% 74.66/74.67 (P13(x53661,x53661,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(rename_variables,[],[4941])).
% 74.66/74.67 cnf(5369,plain,
% 74.66/74.67 (~P9(x53691,x53691,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[4941,4947,5320,5317,2741,456,444,826,478])).
% 74.66/74.67 cnf(5371,plain,
% 74.66/74.67 (P13(f31(x53711,x53712,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x53711,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[4941,4947,5320,5317,2741,456,444,826,478,607])).
% 74.66/74.67 cnf(5373,plain,
% 74.66/74.67 (P13(f31(x53731,x53732,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x53732,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[4941,4947,5320,5317,2741,456,444,826,478,607,606])).
% 74.66/74.67 cnf(5377,plain,
% 74.66/74.67 (P13(f3(f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f27(x53771,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[5328,4941,4947,5320,5317,2741,456,444,826,478,607,606,564,482])).
% 74.66/74.67 cnf(5387,plain,
% 74.66/74.67 (P13(x53871,x53871,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[391,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5289,5288,2741,456,444,826,478,607,606,564,482,772,678,675,545,437])).
% 74.66/74.67 cnf(5389,plain,
% 74.66/74.67 (P13(x53891,f30(x53891,x53892,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[391,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5289,5288,2741,456,444,826,478,607,606,564,482,772,678,675,545,437,605])).
% 74.66/74.67 cnf(5391,plain,
% 74.66/74.67 (P13(x53911,f30(x53912,x53911,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[391,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5289,5288,2741,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604])).
% 74.66/74.67 cnf(5393,plain,
% 74.66/74.67 (P13(x53931,x53931,f54(x53932,f54(x53933,a2)))),
% 74.66/74.67 inference(scs_inference,[],[391,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5289,5288,4587,2741,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436])).
% 74.66/74.67 cnf(5409,plain,
% 74.66/74.67 (~P9(f3(a2),f27(f31(x54091,f3(a2),a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[419,222,391,209,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5288,4587,5159,5269,2741,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654])).
% 74.66/74.67 cnf(5415,plain,
% 74.66/74.67 (P9(x54151,f32(f30(x54151,x54152,a2)),a2)),
% 74.66/74.67 inference(rename_variables,[],[1332])).
% 74.66/74.67 cnf(5420,plain,
% 74.66/74.67 (P9(x54201,f32(f51(f51(f4(a2),x54201),x54202)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5425,plain,
% 74.66/74.67 (E(x54251,f5(f51(f51(f4(a2),x54251),f3(a2)),f3(a2),a2))),
% 74.66/74.67 inference(rename_variables,[],[1438])).
% 74.66/74.67 cnf(5429,plain,
% 74.66/74.67 (P9(x54291,f32(f51(f51(f4(a2),x54291),x54292)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5441,plain,
% 74.66/74.67 (~E(f32(f32(x54411)),x54411)),
% 74.66/74.67 inference(rename_variables,[],[5253])).
% 74.66/74.67 cnf(5442,plain,
% 74.66/74.67 (~E(f32(x54421),f3(a2))),
% 74.66/74.67 inference(rename_variables,[],[395])).
% 74.66/74.67 cnf(5454,plain,
% 74.66/74.67 (~P10(f26(f4(a2),x54541,f3(a2),x54542),x54543,x54544,f32(x54545),x54546,x54547)),
% 74.66/74.67 inference(scs_inference,[],[419,328,222,391,408,230,395,302,416,326,5420,228,209,210,208,5253,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5288,4587,4553,4735,5159,5192,5269,2456,3687,1332,5415,2741,1438,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180])).
% 74.66/74.67 cnf(5455,plain,
% 74.66/74.67 (E(f26(x54551,x54552,f3(a2),x54553),x54551)),
% 74.66/74.67 inference(rename_variables,[],[328])).
% 74.66/74.67 cnf(5460,plain,
% 74.66/74.67 (P15(f35(a55,a1,a56,a53),f51(f51(f4(a2),a61),f3(a2)),a60)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,257,294,222,391,408,230,395,302,416,326,5420,228,209,210,208,5253,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5288,4587,4553,4735,5159,5192,5269,2464,2456,3687,1332,5415,2465,2741,1438,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199])).
% 74.66/74.67 cnf(5461,plain,
% 74.66/74.67 (E(f5(x54611,f3(a2),a2),x54611)),
% 74.66/74.67 inference(rename_variables,[],[257])).
% 74.66/74.67 cnf(5464,plain,
% 74.66/74.67 (~P25(f26(f22(x54641,a2,f20(x54642),x54643,x54642),x54644,f3(a2),x54645))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,294,222,391,364,408,230,395,302,416,326,5420,228,209,210,208,5253,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5288,4587,4553,4735,2467,5159,5192,5269,2464,2456,3687,1332,5415,2465,2741,1438,5425,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197])).
% 74.66/74.67 cnf(5470,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f32(x54701)),f32(x54701)),f32(f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,402,294,222,391,293,364,408,230,395,5442,302,416,326,5420,228,209,210,208,5253,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,4587,4553,4735,2467,5159,5192,5269,2464,2456,3687,1332,5415,2465,2741,1438,5425,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472])).
% 74.66/74.67 cnf(5475,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f7(f5(x54751,f51(f51(f4(a2),x54751),f3(a2)),a2),x54752,a2)),f51(f51(f4(a2),f7(f3(a2),x54752,a2)),x54753)),x54753)),
% 74.66/74.67 inference(rename_variables,[],[5106])).
% 74.66/74.67 cnf(5477,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f32(f32(f32(f3(a2))))),x54771),f32(f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,402,294,222,391,293,364,408,230,395,5442,302,416,326,5420,228,209,210,208,5253,5441,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,5106,4587,4553,4735,2467,5159,5192,5269,2464,2456,3687,1332,5415,2465,2741,1438,5425,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490])).
% 74.66/74.67 cnf(5478,plain,
% 74.66/74.67 (~E(f32(f32(x54781)),x54781)),
% 74.66/74.67 inference(rename_variables,[],[5253])).
% 74.66/74.67 cnf(5488,plain,
% 74.66/74.67 (~E(f30(f32(f32(x54881)),x54881,f51(f51(f4(a2),f3(a2)),a2)),x54881)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,402,294,222,391,293,364,408,230,395,5442,302,416,326,5420,228,209,210,208,5253,5441,5129,5339,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,5106,4587,4553,4735,2467,5159,5192,5269,2464,2456,3687,1332,5415,1335,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588])).
% 74.66/74.67 cnf(5492,plain,
% 74.66/74.67 (~P17(f26(f22(x54921,a2,f20(x54922),x54923,x54922),x54924,f3(a2),x54925))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,402,294,222,391,293,364,408,230,395,5442,302,416,326,5420,5429,228,209,210,208,5253,5441,5129,5339,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,5106,4587,4553,4735,2467,2469,5159,5192,5269,2464,2456,3687,1332,5415,1335,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195])).
% 74.66/74.67 cnf(5494,plain,
% 74.66/74.67 (~E(f17(f21(x54941,x54942,x54943),x54944,x54943),x54944)),
% 74.66/74.67 inference(rename_variables,[],[4711])).
% 74.66/74.67 cnf(5496,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),x54961),f51(f51(f4(a2),f7(f5(x54962,x54962,a2),x54963,a2)),x54964)),f51(f51(f4(a2),x54961),x54964),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,257,402,294,222,391,293,364,408,230,395,5442,302,416,326,5420,5429,214,228,209,210,208,5253,5441,4711,5129,5339,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,5106,4587,4553,4735,2467,2469,5159,5192,5058,5269,2464,2456,3687,1332,5415,1335,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815])).
% 74.66/74.67 cnf(5508,plain,
% 74.66/74.67 (~P9(x55081,f7(f5(x55082,x55082,a2),x55083,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[4194])).
% 74.66/74.67 cnf(5509,plain,
% 74.66/74.67 (P9(x55091,f32(f51(f51(f4(a2),x55091),x55092)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5510,plain,
% 74.66/74.67 (P13(x55101,f51(f51(f4(a2),x55102),x55101),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5515,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x55151),f51(f51(f4(a2),f32(f51(f51(f4(a2),f3(a2)),x55152))),x55153)),x55153,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,214,228,207,209,210,208,5253,5441,4711,5129,5030,5339,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,5192,5058,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817])).
% 74.66/74.67 cnf(5517,plain,
% 74.66/74.67 (~P9(f32(x55171),f31(x55171,x55172,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,214,228,207,209,210,208,5253,5441,4711,5129,5030,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,5192,5058,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633])).
% 74.66/74.67 cnf(5521,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x55211),f21(x55212,f3(a2),x55213)),x55211)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,214,228,207,209,210,208,5253,5441,4711,5129,5030,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,5192,5058,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463])).
% 74.66/74.67 cnf(5522,plain,
% 74.66/74.67 (~E(f21(x55221,x55222,x55223),x55222)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(5526,plain,
% 74.66/74.67 (P9(x55261,f32(f51(f51(f4(a2),x55261),x55262)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5530,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x55301),f21(x55302,f3(a2),x55303)),f3(a2))),
% 74.66/74.67 inference(rename_variables,[],[4851])).
% 74.66/74.67 cnf(5532,plain,
% 74.66/74.67 (P13(f5(f5(f51(f51(f4(a2),x55321),x55322),x55323,a2),x55322,a2),x55321,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5129,5030,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,4851,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860])).
% 74.66/74.67 cnf(5535,plain,
% 74.66/74.67 (P13(f31(f31(x55351,x55352,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x55353,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x55351,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5129,5030,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,4851,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748])).
% 74.66/74.67 cnf(5539,plain,
% 74.66/74.67 (~P13(f32(f32(f30(x55391,x55392,f51(f51(f4(a2),f3(a2)),a2)))),x55392,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5129,5030,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,4851,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704])).
% 74.66/74.67 cnf(5540,plain,
% 74.66/74.67 (~P13(f32(f32(x55401)),x55401,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[5129])).
% 74.66/74.67 cnf(5544,plain,
% 74.66/74.67 (~E(x55441,f51(f51(f4(a2),x55442),f32(f51(f51(f4(a2),x55443),x55441))))),
% 74.66/74.67 inference(rename_variables,[],[5246])).
% 74.66/74.67 cnf(5546,plain,
% 74.66/74.67 (~P13(f32(f32(f31(f32(x55461),f32(x55461),f51(f51(f4(a2),f3(a2)),a2)))),x55461,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,2467,2469,4681,5159,4851,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689])).
% 74.66/74.67 cnf(5547,plain,
% 74.66/74.67 (~P13(f32(f32(x55471)),x55471,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[5129])).
% 74.66/74.67 cnf(5549,plain,
% 74.66/74.67 (P13(f32(f3(a2)),f5(f32(f3(a2)),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4681,5159,4851,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557])).
% 74.66/74.67 cnf(5553,plain,
% 74.66/74.67 (~E(f17(f21(x55531,x55532,x55533),x55534,x55533),x55534)),
% 74.66/74.67 inference(rename_variables,[],[4711])).
% 74.66/74.67 cnf(5555,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f32(f5(f32(f3(a2)),f3(a2),a2))),x55551),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4681,5159,4851,5157,5192,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729])).
% 74.66/74.67 cnf(5557,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x55571),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4681,5159,4851,5157,5192,5040,5111,5058,3456,5269,2464,2456,3687,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565])).
% 74.66/74.67 cnf(5559,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(a1)),x55591)))),x55591,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4681,5159,4851,5157,5192,5040,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874])).
% 74.66/74.67 cnf(5562,plain,
% 74.66/74.67 (~P11(f35(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),f23(a48,a60,a58,a53,a53))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,323,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4681,5159,4851,5157,5192,5040,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602])).
% 74.66/74.67 cnf(5566,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f3(a2)),x55661),f32(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x55661)))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,323,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5157,5192,5040,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506])).
% 74.66/74.67 cnf(5568,plain,
% 74.66/74.67 (P13(f31(f31(x55681,x55682,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x55683,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x55682,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,416,326,5420,5429,5509,268,211,311,323,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5157,5192,5040,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,1438,5425,1946,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746])).
% 74.66/74.67 cnf(5575,plain,
% 74.66/74.67 (~P9(x55751,x55751,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(rename_variables,[],[4585])).
% 74.66/74.67 cnf(5577,plain,
% 74.66/74.67 (~P9(x55771,f31(x55771,x55772,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,352,416,326,5420,5429,5509,268,211,311,323,214,228,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5157,5192,5040,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710])).
% 74.66/74.67 cnf(5581,plain,
% 74.66/74.67 (P13(x55811,f51(f51(f4(a2),x55812),x55811),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5587,plain,
% 74.66/74.67 (~P9(f32(x55871),x55871,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[5339])).
% 74.66/74.67 cnf(5589,plain,
% 74.66/74.67 (P13(x55891,f32(f32(f32(f51(f51(f4(a2),x55892),f32(x55891))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,352,416,326,5420,5429,5509,268,211,311,323,214,228,279,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5002,5157,5192,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601])).
% 74.66/74.67 cnf(5592,plain,
% 74.66/74.67 (P9(f3(a2),f51(f51(f4(a2),f32(x55921)),x55922),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,352,416,326,5420,5429,5509,268,211,311,323,214,228,279,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5002,5157,5192,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667])).
% 74.66/74.67 cnf(5594,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x55941))),x55942),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,352,416,326,5420,5429,5509,268,211,311,323,214,228,279,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731])).
% 74.66/74.67 cnf(5596,plain,
% 74.66/74.67 (~P13(f32(f30(f31(f32(x55961),f32(x55961),f51(f51(f4(a2),f3(a2)),a2)),x55962,f51(f51(f4(a2),f3(a2)),a2))),x55961,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,352,416,326,5420,5429,5509,268,211,311,323,214,228,279,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630])).
% 74.66/74.67 cnf(5600,plain,
% 74.66/74.67 (P9(f32(f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),x56001),f32(f5(f32(f3(a2)),f3(a2),a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,352,416,326,5420,5429,5509,268,211,311,323,214,228,279,217,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665])).
% 74.66/74.67 cnf(5602,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),f21(x56021,f3(a2),x56022))),f51(f51(f4(a2),f3(a2)),f21(x56021,f3(a2),x56022))),f3(a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,352,304,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734])).
% 74.66/74.67 cnf(5603,plain,
% 74.66/74.67 (P13(x56031,f51(f51(f4(a2),x56031),x56032),a2)),
% 74.66/74.67 inference(rename_variables,[],[304])).
% 74.66/74.67 cnf(5604,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x56041),f21(x56042,f3(a2),x56043)),f3(a2))),
% 74.66/74.67 inference(rename_variables,[],[4851])).
% 74.66/74.67 cnf(5606,plain,
% 74.66/74.67 (~P13(f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x56061))),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,352,304,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569])).
% 74.66/74.67 cnf(5610,plain,
% 74.66/74.67 (~P13(f32(x56101),f51(f51(f4(a2),f7(f5(x56102,x56102,a2),x56103,a2)),x56101),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,352,304,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625])).
% 74.66/74.67 cnf(5613,plain,
% 74.66/74.67 (P13(x56131,x56131,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(rename_variables,[],[4941])).
% 74.66/74.67 cnf(5615,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f51(f51(f4(a2),x56151),x56152)))),x56152,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,352,304,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624])).
% 74.66/74.67 cnf(5620,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),f7(f5(x56201,x56201,a2),x56202,a2)),x56203),f32(f32(f32(f32(f32(x56203))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,252,352,304,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058])).
% 74.66/74.67 cnf(5621,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),x56211),x56212),f51(f51(f4(a2),x56211),f32(f32(f32(f32(f32(x56212)))))),a2)),
% 74.66/74.67 inference(rename_variables,[],[4278])).
% 74.66/74.67 cnf(5626,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f7(x56261,x56262,a2)),x56263),f51(f51(f4(a2),f7(f5(f51(f51(f4(a2),x56264),x56261),x56264,a2),x56262,a2)),x56263))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,391,293,364,408,230,395,5442,302,5510,5581,252,352,304,5603,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4194,2465,2741,2708,4489,2737,1438,5425,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035])).
% 74.66/74.67 cnf(5632,plain,
% 74.66/74.67 (P11(f35(a55,a1,a56,a53),f51(f51(a11,f10(f9(x56321))),f51(f51(a11,f9(a62)),a59)),f51(f35(f35(a55,a1,a56,a53),f3(a2),f23(a48,a60,a58,a53,a53),a53),x56321))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,252,352,304,5603,416,326,5420,5429,5509,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876])).
% 74.66/74.67 cnf(5634,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x56341),f32(f51(f51(f4(a2),x56342),x56343))),f51(f51(f4(a2),x56342),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732])).
% 74.66/74.67 cnf(5636,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f5(f51(f51(f4(a2),f5(x56361,x56361,a2)),x56361),x56361,a2)),x56361),f51(f51(f4(a2),f5(x56361,x56361,a2)),x56361),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941])).
% 74.66/74.67 cnf(5637,plain,
% 74.66/74.67 (P13(x56371,x56371,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5638,plain,
% 74.66/74.67 (P13(x56381,f51(f51(f4(a2),x56382),x56381),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5640,plain,
% 74.66/74.67 (~P9(f30(f32(x56401),x56402,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x56401,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5030,4394,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750])).
% 74.66/74.67 cnf(5643,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x56431),f5(f32(f3(a2)),f3(a2),a2)),f51(f51(f4(a2),x56431),f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.67 inference(rename_variables,[],[4010])).
% 74.66/74.67 cnf(5645,plain,
% 74.66/74.67 (~P9(f32(f32(x56451)),x56451,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574])).
% 74.66/74.67 cnf(5648,plain,
% 74.66/74.67 (P13(x56481,x56481,a2)),
% 74.66/74.67 inference(rename_variables,[],[252])).
% 74.66/74.67 cnf(5650,plain,
% 74.66/74.67 (P9(f31(f31(x56501,x56502,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x56503,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f32(x56501),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5157,5192,5139,5040,5066,5143,5111,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683])).
% 74.66/74.67 cnf(5659,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x56591),x56592),x56592,a2)),
% 74.66/74.67 inference(rename_variables,[],[416])).
% 74.66/74.67 cnf(5664,plain,
% 74.66/74.67 (P13(x56641,f30(x56642,f32(f32(x56641)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,5139,5040,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529])).
% 74.66/74.67 cnf(5666,plain,
% 74.66/74.67 (~P9(f30(x56661,x56662,f51(f51(f4(a2),a2),f3(a2))),x56661,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,5139,5040,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634])).
% 74.66/74.67 cnf(5668,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),x56681),x56682))),x56683),x56681,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,5139,5040,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686])).
% 74.66/74.67 cnf(5669,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x56691),x56692),x56691,a2)),
% 74.66/74.67 inference(rename_variables,[],[417])).
% 74.66/74.67 cnf(5673,plain,
% 74.66/74.67 (P13(f32(f32(f5(f3(a2),f3(a2),a2))),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x56731)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521])).
% 74.66/74.67 cnf(5675,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x56751),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x56752))),f51(f51(f4(a2),x56751),f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885])).
% 74.66/74.67 cnf(5677,plain,
% 74.66/74.67 (~P9(f32(f32(f32(f51(f51(f4(a2),f32(x56771)),x56772)))),x56771,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585])).
% 74.66/74.67 cnf(5682,plain,
% 74.66/74.67 (~P9(f32(f32(f5(f32(f3(a2)),f3(a2),a2))),f32(f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600])).
% 74.66/74.67 cnf(5684,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),x56841),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x56842))),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730])).
% 74.66/74.67 cnf(5688,plain,
% 74.66/74.67 (~P13(f31(f32(f32(x56881)),f32(f32(x56881)),f51(f51(f4(a2),f3(a2)),a2)),x56881,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854])).
% 74.66/74.67 cnf(5690,plain,
% 74.66/74.67 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f32(f5(f32(f3(a2)),f3(a2),a2))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558])).
% 74.66/74.67 cnf(5694,plain,
% 74.66/74.67 (E(x56941,f31(f32(f32(f32(x56941))),x56941,a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,410,252,5637,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610])).
% 74.66/74.67 cnf(5699,plain,
% 74.66/74.67 (P13(x56991,f7(x56991,f7(x56991,x56991,a2),a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[352])).
% 74.66/74.67 cnf(5705,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f7(f51(f51(f4(a2),x57051),x57052),x57053,a2)),f21(x57054,f3(a2),x57055)),f51(f51(f4(a2),f7(x57052,x57053,a2)),f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036])).
% 74.66/74.67 cnf(5706,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x57061),f21(x57062,f3(a2),x57063)),f3(a2))),
% 74.66/74.67 inference(rename_variables,[],[4851])).
% 74.66/74.67 cnf(5710,plain,
% 74.66/74.67 (P13(x57101,f51(f51(f4(a2),x57102),x57101),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5711,plain,
% 74.66/74.67 (P13(f3(a2),x57111,a2)),
% 74.66/74.67 inference(rename_variables,[],[256])).
% 74.66/74.67 cnf(5713,plain,
% 74.66/74.67 (P13(x57131,f32(f32(x57131)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,256,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531])).
% 74.66/74.67 cnf(5716,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),x57161),x57162))),x57162,a2)),
% 74.66/74.67 inference(rename_variables,[],[4958])).
% 74.66/74.67 cnf(5717,plain,
% 74.66/74.67 (P13(x57171,f51(f51(f4(a2),x57172),x57171),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5719,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(x57191,x57191,a2),x57192,a2)),x57193),f51(f51(f4(a2),x57193),x57194),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,256,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671])).
% 74.66/74.67 cnf(5721,plain,
% 74.66/74.67 (P9(x57211,f30(x57212,f32(f51(f51(f4(a2),x57211),x57213)),a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,256,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700])).
% 74.66/74.67 cnf(5723,plain,
% 74.66/74.67 (~P13(f32(f51(f51(f4(a2),x57231),f51(f51(f4(a2),f32(f3(a2))),x57232))),x57232,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,256,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760])).
% 74.66/74.67 cnf(5731,plain,
% 74.66/74.67 (~P13(f32(f32(x57311)),f30(x57311,x57311,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,410,252,5637,5648,352,304,5603,416,326,5420,5429,5509,5526,268,417,211,256,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,4010,4352,3456,5087,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,1332,5415,1335,4251,4194,5508,2465,2741,2708,1341,4489,2737,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852])).
% 74.66/74.67 cnf(5742,plain,
% 74.66/74.67 (~E(f17(x57421,f21(x57422,x57423,x57424),x57424),x57421)),
% 74.66/74.67 inference(rename_variables,[],[4713])).
% 74.66/74.67 cnf(5743,plain,
% 74.66/74.67 (~P9(x57431,f3(a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[410])).
% 74.66/74.67 cnf(5746,plain,
% 74.66/74.67 (P13(x57461,f51(f51(f4(a2),x57461),x57462),a2)),
% 74.66/74.67 inference(rename_variables,[],[304])).
% 74.66/74.67 cnf(5747,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x57471),f21(x57472,f3(a2),x57473)),f3(a2))),
% 74.66/74.67 inference(rename_variables,[],[4851])).
% 74.66/74.67 cnf(5755,plain,
% 74.66/74.67 (P13(f3(a2),x57551,a2)),
% 74.66/74.67 inference(rename_variables,[],[256])).
% 74.66/74.67 cnf(5756,plain,
% 74.66/74.67 (P13(x57561,f51(f51(f4(a2),x57562),x57561),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5760,plain,
% 74.66/74.67 (~P9(x57601,f3(a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[410])).
% 74.66/74.67 cnf(5768,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(x57681,x57681,a2),x57682,a2)),x57683),x57683,a2)),
% 74.66/74.67 inference(rename_variables,[],[5058])).
% 74.66/74.67 cnf(5769,plain,
% 74.66/74.67 (P13(x57691,f51(f51(f4(a2),x57692),x57691),a2)),
% 74.66/74.67 inference(rename_variables,[],[302])).
% 74.66/74.67 cnf(5773,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f51(f51(f4(a2),f5(x57731,x57732,a2)),x57733)),x57732),x57731,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859])).
% 74.66/74.67 cnf(5774,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x57741),x57742),x57741,a2)),
% 74.66/74.67 inference(rename_variables,[],[417])).
% 74.66/74.67 cnf(5776,plain,
% 74.66/74.67 (P9(x57761,f51(f51(f4(a2),f51(f51(f4(a2),x57762),x57761)),f32(f51(f51(f4(a2),f3(a2)),x57763))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739])).
% 74.66/74.67 cnf(5777,plain,
% 74.66/74.67 (P9(x57771,f32(f51(f51(f4(a2),x57771),x57772)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5779,plain,
% 74.66/74.67 (~P13(f32(f32(f5(f32(f3(a2)),f3(a2),a2))),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568])).
% 74.66/74.67 cnf(5781,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(f5(x57811,x57811,a2),f5(x57811,x57811,a2),a2),x57812,a2)),f51(f51(f4(a2),f7(f5(x57811,x57811,a2),x57812,a2)),x57813)),x57813,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059])).
% 74.66/74.67 cnf(5785,plain,
% 74.66/74.67 (~P9(f30(x57851,f32(x57852),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x57852,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749])).
% 74.66/74.67 cnf(5787,plain,
% 74.66/74.67 (P9(f51(f51(f4(a2),f5(f51(f51(f4(a2),x57871),x57872),x57872,a2)),x57872),f32(f51(f51(f4(a2),x57871),x57872)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864])).
% 74.66/74.67 cnf(5791,plain,
% 74.66/74.67 (P13(f32(f5(f3(a2),f3(a2),a2)),f32(f5(f32(f3(a2)),f3(a2),a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552])).
% 74.66/74.67 cnf(5793,plain,
% 74.66/74.67 (P9(x57931,f32(f32(f32(f51(f51(f4(a2),x57932),f51(f51(f4(a2),x57931),x57933))))),a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559])).
% 74.66/74.67 cnf(5797,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f5(f51(f51(f4(a2),x57971),x57972),x57972,a2)),x57973),x57971,a2)),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757])).
% 74.66/74.67 cnf(5799,plain,
% 74.66/74.67 (~P11(f35(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f18(f9(f3(a2)),f9(f3(a2)),f3(a2)),f5(f23(a48,a60,a58,a53,a53),f3(a2),a2))),
% 74.66/74.67 inference(scs_inference,[],[314,419,328,5455,261,246,257,5461,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171])).
% 74.66/74.67 cnf(5801,plain,
% 74.66/74.67 (E(f13(x58011,x58012,x58013,f10(x58014),x58015),f51(x58013,x58014))),
% 74.66/74.67 inference(rename_variables,[],[372])).
% 74.66/74.67 cnf(5805,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x58051),f32(f32(x58052))),x58052)),
% 74.66/74.67 inference(scs_inference,[],[372,314,419,328,5455,261,380,246,257,5461,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,5106,5475,4128,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50])).
% 74.66/74.67 cnf(5808,plain,
% 74.66/74.67 (~P9(f13(f51(f4(a2),x58081),x58082,x58083,f9(x58084),x58085),x58084,a2)),
% 74.66/74.67 inference(scs_inference,[],[372,5801,373,314,419,328,5455,261,380,246,257,5461,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5288,3823,5106,5475,4128,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172])).
% 74.66/74.67 cnf(5810,plain,
% 74.66/74.67 (E(f13(x58101,x58102,x58103,f9(x58104),x58105),f51(x58101,x58104))),
% 74.66/74.67 inference(rename_variables,[],[373])).
% 74.66/74.67 cnf(5811,plain,
% 74.66/74.67 (~E(x58111,f32(f51(f51(f4(a2),x58112),f51(f51(f4(a2),x58113),x58111))))),
% 74.66/74.67 inference(scs_inference,[],[372,5801,373,314,419,328,5455,261,380,246,257,5461,402,376,294,307,222,382,391,293,364,408,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4128,4587,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13])).
% 74.66/74.67 cnf(5812,plain,
% 74.66/74.67 (~E(x58121,f51(f51(f4(a2),x58122),f32(f51(f51(f4(a2),x58123),x58121))))),
% 74.66/74.67 inference(rename_variables,[],[5246])).
% 74.66/74.67 cnf(5814,plain,
% 74.66/74.67 (E(f13(x58141,x58142,x58143,f9(x58144),x58145),f51(x58141,x58144))),
% 74.66/74.67 inference(rename_variables,[],[373])).
% 74.66/74.67 cnf(5822,plain,
% 74.66/74.67 (~E(x58221,f21(x58222,x58221,x58223))),
% 74.66/74.67 inference(scs_inference,[],[372,5801,373,5810,5814,314,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2])).
% 74.66/74.67 cnf(5823,plain,
% 74.66/74.67 (~P9(f31(f32(f3(a2)),f32(f3(a2)),f51(f51(f4(a2),f3(a2)),a2)),f31(x58231,f3(a2),a2),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173])).
% 74.66/74.67 cnf(5825,plain,
% 74.66/74.67 (~P13(f30(f32(x58251),f32(x58252),a2),f30(x58251,x58252,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166])).
% 74.66/74.67 cnf(5827,plain,
% 74.66/74.67 (~P11(f35(f35(a55,f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f32(f3(a2)),f23(a48,a60,a58,a53,a53),a53),f18(f9(f3(a2)),f9(f3(a2)),f3(a2)),f23(a48,a60,a58,a53,a53))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169])).
% 74.66/74.67 cnf(5828,plain,
% 74.66/74.67 (~P13(f32(f32(f3(a2))),f31(x58281,f3(a2),a2),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167])).
% 74.66/74.67 cnf(5833,plain,
% 74.66/74.67 (~P11(f35(a55,a1,a56,a53),f22(a11,f9(a62),a64,a50,a50),f32(f32(a58)))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093])).
% 74.66/74.67 cnf(5836,plain,
% 74.66/74.67 (~P13(f32(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x58361),x58362))),x58361,a2)),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,5058,5768,4010,4352,4445,3456,5087,5145,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812])).
% 74.66/74.67 cnf(5851,plain,
% 74.66/74.67 (~P9(f32(x58511),f31(x58512,x58511,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,268,417,5669,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,5058,5768,4010,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743])).
% 74.66/74.67 cnf(5858,plain,
% 74.66/74.67 (~P28(f16(f32(f3(a2)),f21(x58581,f22(x58582,a2,f20(x58583),x58584,x58583),x58585),x58585))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,268,417,5669,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,4128,4587,4705,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,5058,5768,4010,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192])).
% 74.66/74.67 cnf(5862,plain,
% 74.66/74.67 (P9(x58621,f32(f51(f51(f4(a2),x58621),x58622)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(5872,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58721,x58722,a2)),x58722),f30(x58721,x58722,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5874,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58741,x58742,a2)),x58742),f30(x58741,x58742,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5875,plain,
% 74.66/74.67 (P48(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149])).
% 74.66/74.67 cnf(5876,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58761,x58762,a2)),x58762),f30(x58761,x58762,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5877,plain,
% 74.66/74.67 (P33(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142])).
% 74.66/74.67 cnf(5878,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58781,x58782,a2)),x58782),f30(x58781,x58782,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5879,plain,
% 74.66/74.67 (P1(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130])).
% 74.66/74.67 cnf(5880,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58801,x58802,a2)),x58802),f30(x58801,x58802,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5882,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58821,x58822,a2)),x58822),f30(x58821,x58822,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5883,plain,
% 74.66/74.67 (P44(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162])).
% 74.66/74.67 cnf(5884,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58841,x58842,a2)),x58842),f30(x58841,x58842,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5885,plain,
% 74.66/74.67 (P57(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160])).
% 74.66/74.67 cnf(5886,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58861,x58862,a2)),x58862),f30(x58861,x58862,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5888,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58881,x58882,a2)),x58882),f30(x58881,x58882,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5889,plain,
% 74.66/74.67 (P56(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5310,5307,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152])).
% 74.66/74.67 cnf(5890,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58901,x58902,a2)),x58902),f30(x58901,x58902,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5891,plain,
% 74.66/74.67 (P8(f51(f51(f4(a2),a63),f5(f3(a2),f3(a2),a2)))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5310,5307,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151])).
% 74.66/74.67 cnf(5894,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58941,x58942,a2)),x58942),f30(x58941,x58942,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5895,plain,
% 74.66/74.67 (P34(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5312,5310,5307,5304,5303,5294,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143])).
% 74.66/74.67 cnf(5896,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58961,x58962,a2)),x58962),f30(x58961,x58962,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5898,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x58981,x58982,a2)),x58982),f30(x58981,x58982,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5899,plain,
% 74.66/74.67 (P22(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5312,5310,5307,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138])).
% 74.66/74.67 cnf(5900,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59001,x59002,a2)),x59002),f30(x59001,x59002,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5901,plain,
% 74.66/74.67 (P5(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5312,5310,5307,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136])).
% 74.66/74.67 cnf(5902,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59021,x59022,a2)),x59022),f30(x59021,x59022,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5903,plain,
% 74.66/74.67 (P43(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5312,5310,5307,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161])).
% 74.66/74.67 cnf(5904,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59041,x59042,a2)),x59042),f30(x59041,x59042,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5906,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59061,x59062,a2)),x59062),f30(x59061,x59062,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5908,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59081,x59082,a2)),x59082),f30(x59081,x59082,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5909,plain,
% 74.66/74.67 (P30(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5312,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153])).
% 74.66/74.67 cnf(5910,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59101,x59102,a2)),x59102),f30(x59101,x59102,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5912,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59121,x59122,a2)),x59122),f30(x59121,x59122,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5914,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59141,x59142,a2)),x59142),f30(x59141,x59142,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5915,plain,
% 74.66/74.67 (P6(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5320,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144])).
% 74.66/74.67 cnf(5916,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59161,x59162,a2)),x59162),f30(x59161,x59162,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5917,plain,
% 74.66/74.67 (P23(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,4939,5325,5320,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140])).
% 74.66/74.67 cnf(5918,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59181,x59182,a2)),x59182),f30(x59181,x59182,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5919,plain,
% 74.66/74.67 (P27(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5320,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139])).
% 74.66/74.67 cnf(5920,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59201,x59202,a2)),x59202),f30(x59201,x59202,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5921,plain,
% 74.66/74.67 (P37(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5320,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137])).
% 74.66/74.67 cnf(5922,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59221,x59222,a2)),x59222),f30(x59221,x59222,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5923,plain,
% 74.66/74.67 (P4(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5320,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135])).
% 74.66/74.67 cnf(5924,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59241,x59242,a2)),x59242),f30(x59241,x59242,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5926,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59261,x59262,a2)),x59262),f30(x59261,x59262,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5927,plain,
% 74.66/74.67 (P2(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,5924,5926,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5320,5319,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135,132,131])).
% 74.66/74.67 cnf(5928,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59281,x59282,a2)),x59282),f30(x59281,x59282,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5930,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59301,x59302,a2)),x59302),f30(x59301,x59302,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5931,plain,
% 74.66/74.67 (P3(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,5924,5926,5928,5930,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5320,5319,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5308,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135,132,131,155,133])).
% 74.66/74.67 cnf(5932,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59321,x59322,a2)),x59322),f30(x59321,x59322,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5934,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59341,x59342,a2)),x59342),f30(x59341,x59342,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5935,plain,
% 74.66/74.67 (P49(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,5924,5926,5928,5930,5932,5934,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5323,5321,5320,5319,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5308,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135,132,131,155,133,156,150])).
% 74.66/74.67 cnf(5936,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59361,x59362,a2)),x59362),f30(x59361,x59362,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5937,plain,
% 74.66/74.67 (P32(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,5924,5926,5928,5930,5932,5934,5936,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5324,5323,5321,5320,5319,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5308,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135,132,131,155,133,156,150,146])).
% 74.66/74.67 cnf(5938,plain,
% 74.66/74.67 (E(f51(f51(f4(a2),f5(x59381,x59382,a2)),x59382),f30(x59381,x59382,a2))),
% 74.66/74.67 inference(rename_variables,[],[337])).
% 74.66/74.67 cnf(5939,plain,
% 74.66/74.67 (P36(f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[263,372,5801,373,5810,5814,322,314,377,419,328,5455,261,383,380,337,5872,5874,5876,5878,5880,5882,5884,5886,5888,5890,5894,5896,5898,5900,5902,5904,5906,5908,5910,5912,5914,5916,5918,5920,5922,5924,5926,5928,5930,5932,5934,5936,5938,246,257,5461,305,402,376,294,307,222,382,391,293,364,408,5522,230,395,5442,302,5510,5581,5638,5710,5717,5756,5769,410,5743,5760,252,5637,5648,381,352,5699,304,5603,5746,416,5659,326,5420,5429,5509,5526,5777,5862,268,417,5669,5774,211,256,5711,5755,311,323,214,414,228,279,216,218,217,207,209,210,208,5253,5441,5478,5260,4711,5494,5553,4713,5742,5129,5540,5547,5030,4269,4394,4337,5037,5345,5339,5587,5334,5329,5328,5327,4945,4585,5575,4941,5366,5613,4947,5326,4939,5325,5324,5323,5321,5320,5319,5318,5317,5316,5315,5314,5313,5312,5311,5310,5309,5308,5307,5306,5305,5304,5303,5294,5293,5292,5291,5289,5242,5246,5544,5812,5288,3823,5106,5475,4661,5287,4128,4587,4705,5286,4553,4735,4602,2467,2469,3326,4731,4274,4681,5159,4851,5530,5604,5706,5747,4342,4985,5002,5175,5157,5192,4990,5074,5139,5040,5063,5066,5143,4958,5716,5060,5111,5042,5236,4451,5058,5768,4010,5643,4352,4445,3456,5087,5145,4634,5269,2464,4225,4472,3776,4278,5621,2456,3617,4303,3687,3268,4143,3878,1845,1338,1332,5415,1335,4251,4194,5508,2465,2741,2458,2708,1341,4489,2737,4077,1438,5425,2739,3264,1270,1946,1947,2823,1956,456,444,826,478,607,606,564,482,772,678,675,545,437,605,604,436,524,454,450,780,468,434,572,654,621,829,422,787,891,1938,942,725,583,945,855,467,489,673,809,810,576,180,183,200,199,198,197,1019,1023,472,581,464,490,712,597,828,588,652,195,498,815,184,182,465,587,628,997,714,817,633,688,463,672,577,860,748,708,704,623,689,557,507,729,565,874,602,515,506,746,706,573,687,710,659,693,682,601,667,731,630,655,665,734,569,635,625,827,624,435,1058,1056,1035,805,876,732,941,750,1066,574,936,683,561,586,669,685,796,529,634,686,758,521,885,585,473,600,730,563,854,558,792,610,556,1065,1036,788,531,909,671,700,760,752,884,852,566,795,519,579,627,598,993,511,875,863,1057,702,859,739,568,1059,749,864,754,552,559,1067,757,171,170,3,50,177,172,13,174,168,189,12,176,2,173,166,169,167,841,1093,812,580,653,994,541,743,644,799,192,807,591,907,165,163,149,142,130,164,162,160,157,152,151,147,143,141,138,136,161,159,158,153,148,145,144,140,139,137,135,132,131,155,133,156,150,146,134])).
% 74.66/74.67 cnf(5978,plain,
% 74.66/74.67 (E(f22(f4(f30(a2,a2,a2)),f51(f51(f4(f30(a2,a2,a2)),x59781),x59782),x59783,f30(a2,a2,a2),f30(a2,a2,a2)),f51(f51(f4(f30(a2,a2,a2)),x59781),f22(f4(f30(a2,a2,a2)),x59782,x59783,f30(a2,a2,a2),f30(a2,a2,a2))))),
% 74.66/74.67 inference(scs_inference,[],[5937,5923,5921,5917,5901,961,958,1053,516,902,449,779,956,717,1075])).
% 74.66/74.67 cnf(5998,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f51(f51(a11,x59981),x59982)),x59983),f51(f51(f4(a2),f9(x59984)),x59983))),
% 74.66/74.67 inference(scs_inference,[],[403,230,391,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621])).
% 74.66/74.67 cnf(6002,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f5(f51(f51(f4(a2),x60021),f7(x60022,x60022,a2)),x60022,a2)),x60023),x60021,a2)),
% 74.66/74.67 inference(scs_inference,[],[403,230,391,310,304,228,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5773,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908])).
% 74.66/74.67 cnf(6019,plain,
% 74.66/74.67 (~P13(f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2)),f3(a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,310,304,256,228,218,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5634,5773,2533,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643])).
% 74.66/74.67 cnf(6020,plain,
% 74.66/74.67 (~E(f30(f32(f32(x60201)),x60201,f51(f51(f4(a2),f3(a2)),a2)),x60201)),
% 74.66/74.67 inference(rename_variables,[],[5488])).
% 74.66/74.67 cnf(6021,plain,
% 74.66/74.67 (P13(f3(a2),x60211,a2)),
% 74.66/74.67 inference(rename_variables,[],[256])).
% 74.66/74.67 cnf(6025,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f51(f51(f4(a2),x60251),x60252)),x60253),f51(f51(f4(a2),x60251),x60253),a2)),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,310,304,417,256,228,218,210,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5634,5773,2533,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938])).
% 74.66/74.67 cnf(6027,plain,
% 74.66/74.67 (P9(f3(a2),f5(f32(f51(f51(f4(a2),x60271),x60272)),x60271,a2),a2)),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,310,304,326,417,256,228,218,210,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5634,5773,2533,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696])).
% 74.66/74.67 cnf(6030,plain,
% 74.66/74.67 (~P9(f32(f51(f51(f4(a2),x60301),x60302)),f30(f32(f51(f51(f4(a2),x60301),x60302)),x60302,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[5054])).
% 74.66/74.67 cnf(6034,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f32(f51(f51(f4(a2),x60341),x60342))),x60343),x60341,a2)),
% 74.66/74.67 inference(rename_variables,[],[5668])).
% 74.66/74.67 cnf(6038,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60381),f7(f21(x60382,f3(a2),x60383),f51(f51(a11,x60384),x60385),a2)),f51(f51(f4(a2),x60381),f7(f21(x60382,f3(a2),x60383),f9(x60386),a2)))),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,310,304,326,417,256,228,218,210,5369,5387,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5634,5668,5773,5054,2533,5318,2918,5317,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942])).
% 74.66/74.67 cnf(6039,plain,
% 74.66/74.67 (~E(f21(x60391,x60392,x60393),x60392)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(6046,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60461),f32(f32(x60462))),x60462)),
% 74.66/74.67 inference(rename_variables,[],[5805])).
% 74.66/74.67 cnf(6050,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60501),f51(f51(f4(a2),f32(f32(f32(f3(a2))))),f32(f32(f3(a2))))),f32(f3(a2)))),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,310,304,326,417,256,228,218,210,5369,5387,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5634,5477,5668,5773,4951,5054,2533,5318,2683,2918,5317,1955,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489])).
% 74.66/74.67 cnf(6054,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60541),f32(x60542)),f3(a2))),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,395,310,304,326,417,256,228,218,210,5369,5387,5488,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5634,5477,5668,5773,4951,5054,2533,5318,2683,2918,5317,1955,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464])).
% 74.66/74.67 cnf(6056,plain,
% 74.66/74.67 (P9(x60561,f32(f32(x60561)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,395,310,304,326,417,256,228,218,210,5369,5387,5488,5645,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5634,5477,5668,5773,4951,5054,2533,5260,5318,2683,2918,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539])).
% 74.66/74.67 cnf(6062,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x60621),f51(f51(f4(a2),f32(f3(a2))),x60622))),x60622,a2)),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,395,310,304,326,417,256,228,218,210,5369,5387,5488,5645,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5634,5477,5668,5773,5797,4951,5054,3930,2533,5260,5318,2683,2918,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810])).
% 74.66/74.67 cnf(6066,plain,
% 74.66/74.67 (~P9(x60661,f3(a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[410])).
% 74.66/74.67 cnf(6068,plain,
% 74.66/74.67 (P9(f27(x60681,f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),x60681),x60682)),f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[403,418,222,230,391,408,395,406,310,410,304,326,417,256,228,218,210,208,5369,5387,5488,5645,5939,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5634,5477,5668,5773,5797,4951,5054,3930,2533,5260,5318,2683,2918,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652])).
% 74.66/74.67 cnf(6074,plain,
% 74.66/74.67 (P13(x60741,f7(x60741,x60741,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[310])).
% 74.66/74.67 cnf(6079,plain,
% 74.66/74.67 (E(f22(x60791,x60792,f20(x60793),x60794,x60793),x60792)),
% 74.66/74.67 inference(rename_variables,[],[370])).
% 74.66/74.67 cnf(6081,plain,
% 74.66/74.67 (P11(x60811,f9(x60812),f51(x60811,x60812))),
% 74.66/74.67 inference(rename_variables,[],[293])).
% 74.66/74.67 cnf(6087,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60871),f21(x60872,f3(a2),x60873)),x60871)),
% 74.66/74.67 inference(rename_variables,[],[5521])).
% 74.66/74.67 cnf(6091,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60911),f21(x60912,f3(a2),x60913)),x60911)),
% 74.66/74.67 inference(rename_variables,[],[5521])).
% 74.66/74.67 cnf(6094,plain,
% 74.66/74.67 (P13(x60941,f7(x60941,x60941,a2),a2)),
% 74.66/74.67 inference(rename_variables,[],[310])).
% 74.66/74.67 cnf(6095,plain,
% 74.66/74.67 (~P13(f32(x60951),x60951,a2)),
% 74.66/74.67 inference(rename_variables,[],[414])).
% 74.66/74.67 cnf(6098,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x60981),x60982),x60982,a2)),
% 74.66/74.67 inference(rename_variables,[],[416])).
% 74.66/74.67 cnf(6099,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),x60991),f21(x60992,f3(a2),x60993)),x60991)),
% 74.66/74.67 inference(rename_variables,[],[5521])).
% 74.66/74.67 cnf(6111,plain,
% 74.66/74.67 (~E(f51(f51(f4(a2),f21(x61111,f3(a2),x61112)),x61113),f3(a2))),
% 74.66/74.67 inference(scs_inference,[],[370,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,417,416,256,214,414,228,218,209,210,208,5369,5387,5488,5645,5939,5937,5927,5923,5921,5917,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,5464,5694,5634,5477,2466,5668,5773,5797,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465])).
% 74.66/74.67 cnf(6112,plain,
% 74.66/74.67 (~E(f21(x61121,x61122,x61123),x61122)),
% 74.66/74.67 inference(rename_variables,[],[408])).
% 74.66/74.67 cnf(6114,plain,
% 74.66/74.67 (P9(f51(f51(f4(f30(a2,a2,a2)),x61141),f27(x61142,f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x61141),f27(f32(f51(f51(f4(a2),x61142),x61143)),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.67 inference(scs_inference,[],[370,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,417,416,256,214,414,228,218,209,210,208,5369,5387,5488,5645,5939,5937,5927,5923,5921,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,5464,5694,5634,5477,2466,5668,5773,5797,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811])).
% 74.66/74.67 cnf(6116,plain,
% 74.66/74.67 (~P13(f51(f51(f4(a2),f7(x61161,x61162,a2)),f21(x61163,f51(f51(f4(a2),f7(f5(x61161,x61161,a2),x61162,a2)),f7(f5(x61161,x61161,a2),x61162,a2)),x61164)),f51(f51(f4(a2),f7(x61161,x61162,a2)),f7(f5(x61161,x61161,a2),x61162,a2)),a2)),
% 74.66/74.67 inference(scs_inference,[],[370,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,417,416,256,214,414,228,218,209,210,208,5369,5387,5488,5645,5939,5937,5927,5923,5921,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5694,5634,5477,2466,5668,5773,5797,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591])).
% 74.66/74.67 cnf(6122,plain,
% 74.66/74.67 (~P9(f32(x61221),f31(f31(x61221,x61222,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x61223,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[370,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,417,416,256,214,414,228,218,209,210,208,5369,5387,5650,5488,5645,5939,5937,5927,5923,5921,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5694,5634,5477,2466,5668,5773,5797,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,5292,1955,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633])).
% 74.66/74.67 cnf(6135,plain,
% 74.66/74.67 (P9(x61351,f32(f51(f51(f4(a2),x61351),x61352)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(6141,plain,
% 74.66/74.67 (P9(f32(x61411),f32(f51(f51(f4(a2),f32(f51(f51(f4(a2),x61412),x61411))),x61413)),a2)),
% 74.66/74.67 inference(scs_inference,[],[370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,417,416,324,211,256,214,414,228,218,209,210,208,5369,5387,5650,5488,5645,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5773,5797,5141,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,5292,1955,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672])).
% 74.66/74.67 cnf(6142,plain,
% 74.66/74.67 (P9(x61421,f32(f51(f51(f4(a2),x61421),x61422)),a2)),
% 74.66/74.67 inference(rename_variables,[],[326])).
% 74.66/74.67 cnf(6144,plain,
% 74.66/74.67 (~P13(f32(f32(f31(f32(f32(x61441)),f32(f32(x61441)),f51(f51(f4(a2),f3(a2)),a2)))),x61441,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,417,416,324,211,256,214,414,228,218,209,210,208,5369,5387,5650,5488,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5773,5797,5141,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,4851,2683,2918,2927,2579,5317,5292,1955,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688])).
% 74.66/74.67 cnf(6145,plain,
% 74.66/74.67 (P13(x61451,f32(f32(x61451)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[5713])).
% 74.66/74.67 cnf(6148,plain,
% 74.66/74.67 (~P9(f51(f51(f4(a2),x61481),x61482),x61481,a2)),
% 74.66/74.67 inference(rename_variables,[],[417])).
% 74.66/74.67 cnf(6151,plain,
% 74.66/74.67 (P13(f31(x61511,f31(x61512,x61513,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x61512,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(scs_inference,[],[370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,417,416,324,211,256,214,414,228,218,209,210,208,5369,5387,5373,5650,5488,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5773,5797,5141,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,5246,4851,2683,2918,2927,2579,5317,5292,1955,5320,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748])).
% 74.66/74.67 cnf(6152,plain,
% 74.66/74.67 (P13(f31(x61521,x61522,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x61522,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.67 inference(rename_variables,[],[5373])).
% 74.66/74.67 cnf(6163,plain,
% 74.66/74.67 (P13(f51(f51(f4(a2),f7(f5(x61631,x61631,a2),x61632,a2)),x61633),f32(f32(f32(f32(x61633)))),a2)),
% 74.66/74.67 inference(scs_inference,[],[264,370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,228,218,209,210,208,5369,5387,5373,5650,5488,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2495,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565])).
% 74.66/74.67 cnf(6167,plain,
% 74.66/74.67 (~P11(x61671,f9(x61672),f21(x61673,f51(x61671,x61672),x61674))),
% 74.66/74.67 inference(scs_inference,[],[264,370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,228,218,209,210,208,5822,5369,5387,5373,5650,5488,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2979,2495,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515])).
% 74.66/74.67 cnf(6168,plain,
% 74.66/74.67 (~E(x61681,f21(x61682,x61681,x61683))),
% 74.66/74.67 inference(rename_variables,[],[5822])).
% 74.66/74.67 cnf(6172,plain,
% 74.66/74.67 (P9(f31(x61721,x61722,a2),f32(f51(f51(f4(a2),x61721),x61723)),a2)),
% 74.66/74.67 inference(scs_inference,[],[264,370,6079,403,418,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,228,218,209,210,208,5822,5369,5387,5373,5650,5488,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2979,2495,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710])).
% 74.66/74.67 cnf(6175,plain,
% 74.66/74.67 (~E(f30(f32(f32(x61751)),x61751,f51(f51(f4(a2),f3(a2)),a2)),x61751)),
% 74.66/74.67 inference(rename_variables,[],[5488])).
% 74.66/74.67 cnf(6178,plain,
% 74.66/74.67 (~P13(f32(f32(f32(f32(f51(f51(f4(a2),x61781),f32(x61782)))))),x61782,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,6095,228,218,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,5688,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5589,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2979,2495,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659])).
% 74.66/74.68 cnf(6179,plain,
% 74.66/74.68 (~P13(f32(x61791),x61791,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(6181,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f32(x61811)))),f30(x61811,x61811,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,6095,228,218,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5589,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2979,2495,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689])).
% 74.66/74.68 cnf(6186,plain,
% 74.66/74.68 (~P9(x61861,f30(f5(x61861,x61862,a2),f5(x61861,x61862,a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5589,5600,5668,5776,5773,5797,5620,5141,3036,4951,5054,5592,3930,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693])).
% 74.66/74.68 cnf(6191,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x61911)))),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5606,5589,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,3930,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601])).
% 74.66/74.68 cnf(6197,plain,
% 74.66/74.68 (P13(f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),f8(f51(f51(f4(a2),a2),f3(a2)))),f8(f51(f51(f4(a2),a2),f3(a2)))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,416,324,211,256,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5101,5606,5673,5589,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,3930,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827])).
% 74.66/74.68 cnf(6203,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f51(f51(f4(a2),x62031),x62032))),x62033),x62031,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,6148,416,324,211,256,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5464,5492,5694,5634,5477,2466,5101,5606,5673,5589,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682])).
% 74.66/74.68 cnf(6204,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x62041),x62042),x62041,a2)),
% 74.66/74.68 inference(rename_variables,[],[417])).
% 74.66/74.68 cnf(6213,plain,
% 74.66/74.68 (~P9(f32(f32(f51(f51(f4(a2),x62131),f32(x62132)))),x62132,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,6148,416,324,211,256,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5589,5615,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732])).
% 74.66/74.68 cnf(6214,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f51(f51(f4(a2),x62141),x62142)))),x62142,a2)),
% 74.66/74.68 inference(rename_variables,[],[5615])).
% 74.66/74.68 cnf(6217,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f7(x62171,x62172,a2)),x62173),f51(f51(f4(a2),f7(f5(x62171,x62174,a2),x62172,a2)),f51(f51(f4(a2),f7(f5(x62171,f5(x62171,x62174,a2),a2),x62172,a2)),x62173)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5589,5615,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058])).
% 74.66/74.68 cnf(6218,plain,
% 74.66/74.68 (~P9(x62181,x62181,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(6229,plain,
% 74.66/74.68 (P13(f31(f31(x62291,x62292,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x62293,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f32(x62291),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574])).
% 74.66/74.68 cnf(6231,plain,
% 74.66/74.68 (P13(f27(f3(a2),f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),f3(a2)),x62311)),f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573])).
% 74.66/74.68 cnf(6235,plain,
% 74.66/74.68 (~P13(f32(f51(f51(f4(a2),f32(x62351)),x62352)),x62351,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687])).
% 74.66/74.68 cnf(6236,plain,
% 74.66/74.68 (P9(x62361,f32(f51(f51(f4(a2),x62361),x62362)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(6239,plain,
% 74.66/74.68 (~P13(f32(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x62391),x62392))),x62391,a2)),
% 74.66/74.68 inference(rename_variables,[],[5836])).
% 74.66/74.68 cnf(6241,plain,
% 74.66/74.68 (P9(x62411,f32(f32(f31(f32(x62411),f32(x62411),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529])).
% 74.66/74.68 cnf(6243,plain,
% 74.66/74.68 (P9(x62431,f30(f32(x62431),f32(f32(x62431)),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,3036,4951,5054,5592,5409,3930,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655])).
% 74.66/74.68 cnf(6247,plain,
% 74.66/74.68 (P13(f7(f5(x62471,x62471,a2),x62472,a2),x62473,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885])).
% 74.66/74.68 cnf(6250,plain,
% 74.66/74.68 (~P9(x62501,f31(x62501,x62502,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630])).
% 74.66/74.68 cnf(6253,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f51(f51(f4(a2),x62531),x62532)))),x62532,a2)),
% 74.66/74.68 inference(rename_variables,[],[5615])).
% 74.66/74.68 cnf(6258,plain,
% 74.66/74.68 (~P13(f27(f32(f51(f51(f4(a2),f3(a2)),x62581)),f30(a2,a2,a2)),f27(f3(a2),f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,6214,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634])).
% 74.66/74.68 cnf(6260,plain,
% 74.66/74.68 (P9(x62601,f32(f32(f51(f51(f4(a2),x62602),f51(f51(f4(a2),f32(x62601)),x62603)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5779,5589,5615,6214,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600])).
% 74.66/74.68 cnf(6261,plain,
% 74.66/74.68 (P9(x62611,f32(f32(f32(f51(f51(f4(a2),x62612),f51(f51(f4(a2),x62611),x62613))))),a2)),
% 74.66/74.68 inference(rename_variables,[],[5793])).
% 74.66/74.68 cnf(6263,plain,
% 74.66/74.68 (~P9(f32(f32(f5(f32(f3(a2)),f3(a2),a2))),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5690,5779,5589,5615,6214,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635])).
% 74.66/74.68 cnf(6268,plain,
% 74.66/74.68 (~P13(f32(f5(f32(f3(a2)),f3(a2),a2)),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,395,406,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625])).
% 74.66/74.68 cnf(6277,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f7(f5(x62771,x62772,a2),x62773,a2)),f51(f51(f4(a2),f7(f5(x62771,f5(x62771,x62772,a2),a2),x62773,a2)),x62774)),f51(f51(f4(a2),f7(x62771,x62773,a2)),x62774),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,265,385,222,293,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,326,6135,6142,1140,417,6148,416,324,211,256,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,5793,5600,5668,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056])).
% 74.66/74.68 cnf(6278,plain,
% 74.66/74.68 (~P9(x62781,x62781,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(6284,plain,
% 74.66/74.68 (P13(f3(a2),x62841,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(6285,plain,
% 74.66/74.68 (P13(x62851,f51(f51(f4(a2),x62851),x62852),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6288,plain,
% 74.66/74.68 (P13(x62881,f51(f51(f4(a2),x62881),x62882),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6291,plain,
% 74.66/74.68 (P13(f7(f3(a2),f7(f3(a2),f3(a2),a2),a2),f5(f7(f3(a2),f7(f3(a2),f3(a2),a2),a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936])).
% 74.66/74.68 cnf(6292,plain,
% 74.66/74.68 (P13(x62921,f7(x62921,f7(x62921,x62921,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6295,plain,
% 74.66/74.68 (P9(f31(f31(f31(x62951,x62952,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x62953,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x62954,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f32(x62951),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683])).
% 74.66/74.68 cnf(6298,plain,
% 74.66/74.68 (~P13(f30(x62981,f32(f32(f31(f32(x62982),f32(x62982),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2)),x62982,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752])).
% 74.66/74.68 cnf(6303,plain,
% 74.66/74.68 (~P13(f32(f32(f31(f32(x63031),f32(x63031),f51(f51(f4(a2),f3(a2)),a2)))),f30(x63031,x63031,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852])).
% 74.66/74.68 cnf(6305,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f51(f51(f4(a2),x63051),f32(x63052))))),x63052,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586])).
% 74.66/74.68 cnf(6308,plain,
% 74.66/74.68 (P9(f30(x63081,f51(f51(f4(a2),x63081),x63082),a2),f32(f51(f51(f4(a2),x63081),x63082)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796])).
% 74.66/74.68 cnf(6309,plain,
% 74.66/74.68 (P9(x63091,f32(x63091),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(6311,plain,
% 74.66/74.68 (~P13(f32(f32(f5(f32(f3(a2)),f3(a2),a2))),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,5101,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561])).
% 74.66/74.68 cnf(6313,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x63131),f32(f32(f32(f32(f32(f32(x63132))))))),f51(f51(f4(a2),x63131),x63132),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,4962,5101,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884])).
% 74.66/74.68 cnf(6317,plain,
% 74.66/74.68 (P13(f27(f3(a2),f30(a2,a2,a2)),f31(f27(f32(f51(f51(f4(a2),f3(a2)),x63171)),f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),f3(a2)),x63171)),f30(a2,a2,a2)),f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,4962,5101,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795])).
% 74.66/74.68 cnf(6321,plain,
% 74.66/74.68 (P13(x63211,f32(f32(f32(f51(f51(f4(a2),f32(f3(a2))),x63211)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,2466,4962,5101,5566,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730])).
% 74.66/74.68 cnf(6327,plain,
% 74.66/74.68 (P9(f32(f32(f5(f3(a2),f3(a2),a2))),f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5477,5602,2466,4962,5101,5566,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585])).
% 74.66/74.68 cnf(6335,plain,
% 74.66/74.68 (P9(f5(f3(a2),f3(a2),a2),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x63351),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5879,5805,6046,5877,5521,6087,6091,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,4116,2979,2495,2315,3433,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519])).
% 74.66/74.68 cnf(6342,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f3(a2))),f32(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(a1)),x63421)))),x63421,a2)),
% 74.66/74.68 inference(rename_variables,[],[5559])).
% 74.66/74.68 cnf(6347,plain,
% 74.66/74.68 (~P13(f5(f32(f32(f3(a2))),f3(a2),a2),f5(f32(f3(a2)),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,326,6135,6142,6236,268,6309,1140,352,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610])).
% 74.66/74.68 cnf(6351,plain,
% 74.66/74.68 (P13(x63511,f51(f51(f4(a2),x63511),x63512),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6353,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),f7(f5(x63531,f5(x63531,x63532,a2),a2),x63533,a2)),f51(f51(f4(a2),f7(f5(x63531,x63532,a2),x63533,a2)),x63534)),f51(f51(f4(a2),f7(x63531,x63533,a2)),x63534))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036])).
% 74.66/74.68 cnf(6356,plain,
% 74.66/74.68 (~P13(f5(f32(f51(f51(f4(a2),x63561),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x63562),x63563)))),x63563,a2),x63562,a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863])).
% 74.66/74.68 cnf(6359,plain,
% 74.66/74.68 (P13(x63591,f32(f32(f31(f32(x63591),f32(x63591),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531])).
% 74.66/74.68 cnf(6361,plain,
% 74.66/74.68 (P9(f7(f5(x63611,x63611,a2),x63612,a2),f5(f32(f32(f32(f32(f32(x63613))))),x63613,a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859])).
% 74.66/74.68 cnf(6365,plain,
% 74.66/74.68 (P9(f3(a2),f30(x63651,f32(x63652),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700])).
% 74.66/74.68 cnf(6367,plain,
% 74.66/74.68 (P9(x63671,f51(f51(f4(a2),f51(f51(f4(a2),x63671),x63672)),f32(f51(f51(f4(a2),f3(a2)),x63673))),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739])).
% 74.66/74.68 cnf(6368,plain,
% 74.66/74.68 (P9(x63681,f32(f51(f51(f4(a2),x63681),x63682)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(6370,plain,
% 74.66/74.68 (P9(x63701,f32(f32(f32(f51(f51(f4(a2),x63702),f51(f51(f4(a2),f32(x63701)),x63703))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,6261,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566])).
% 74.66/74.68 cnf(6374,plain,
% 74.66/74.68 (~E(f30(f32(f32(x63741)),x63741,f51(f51(f4(a2),f3(a2)),a2)),x63741)),
% 74.66/74.68 inference(rename_variables,[],[5488])).
% 74.66/74.68 cnf(6375,plain,
% 74.66/74.68 (P13(f3(a2),x63751,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(6377,plain,
% 74.66/74.68 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x63771)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,211,256,6021,6284,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,6261,5723,5600,5668,6034,5776,5773,5797,5620,5141,5787,5781,5719,3036,4951,5054,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568])).
% 74.66/74.68 cnf(6384,plain,
% 74.66/74.68 (P13(x63841,f51(f51(f4(a2),x63841),x63842),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6387,plain,
% 74.66/74.68 (P9(f5(x63871,x63872,a2),f30(f32(x63871),x63873,a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,312,211,256,6021,6284,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,6261,5723,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5054,6030,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702])).
% 74.66/74.68 cnf(6389,plain,
% 74.66/74.68 (~P13(f30(f32(f32(f31(f32(x63891),f32(x63891),f51(f51(f4(a2),f3(a2)),a2)))),x63892,f51(f51(f4(a2),f3(a2)),a2)),x63891,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,324,312,211,256,6021,6284,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,5000,5589,5615,6214,6253,5836,6239,5793,6261,5723,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5054,6030,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754])).
% 74.66/74.68 cnf(6399,plain,
% 74.66/74.68 (~P9(f5(f32(f3(a2)),f3(a2),a2),f5(f32(f5(f3(a2),f3(a2),a2)),x63991,a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,296,370,6079,403,418,305,332,265,385,222,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,326,6135,6142,6236,268,6309,1140,352,6292,417,6148,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5054,6030,4306,5592,5409,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864])).
% 74.66/74.68 cnf(6404,plain,
% 74.66/74.68 (P13(x64041,f51(f51(f4(a2),x64041),x64042),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6413,plain,
% 74.66/74.68 (P9(f20(x64131),f32(f51(f51(f4(a2),f16(x64132,f20(x64131),x64131)),x64133)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,305,332,265,363,385,222,241,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,6384,326,6135,6142,6236,6368,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172])).
% 74.66/74.68 cnf(6414,plain,
% 74.66/74.68 (P9(x64141,f32(f51(f51(f4(a2),x64141),x64142)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(6416,plain,
% 74.66/74.68 (P14(f7(f3(a2),x64161,a2),f3(a2),x64162)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,305,332,265,363,385,254,222,241,293,6081,364,230,391,408,6039,6112,395,406,6218,310,6074,6094,410,304,6285,6288,6351,6384,326,6135,6142,6236,6368,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177])).
% 74.66/74.68 cnf(6417,plain,
% 74.66/74.68 (P14(x64171,x64171,x64172)),
% 74.66/74.68 inference(rename_variables,[],[254])).
% 74.66/74.68 cnf(6418,plain,
% 74.66/74.68 (~P9(f20(x64181),f16(x64182,f20(x64181),x64181),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,305,332,265,363,385,254,222,241,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,326,6135,6142,6236,6368,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,5292,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173])).
% 74.66/74.68 cnf(6419,plain,
% 74.66/74.68 (~P9(x64191,x64191,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(6423,plain,
% 74.66/74.68 (E(x64231,f30(x64231,x64231,f51(f51(f4(a2),f3(a2)),a2)))),
% 74.66/74.68 inference(rename_variables,[],[3342])).
% 74.66/74.68 cnf(6425,plain,
% 74.66/74.68 (P11(x64251,f10(f9(x64252)),f51(f51(a48,x64253),f51(f35(x64251,f3(a2),x64253,a53),x64252)))),
% 74.66/74.68 inference(rename_variables,[],[1270])).
% 74.66/74.68 cnf(6429,plain,
% 74.66/74.68 (P13(f16(x64291,f20(x64292),x64292),f20(x64292),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,305,332,265,363,385,254,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,3342,6423,5292,1270,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167])).
% 74.66/74.68 cnf(6433,plain,
% 74.66/74.68 (P13(f20(x64331),f51(f51(f4(a2),f16(x64332,f20(x64331),x64331)),x64333),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,228,279,218,217,209,210,208,5822,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,3342,6423,5292,1270,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166])).
% 74.66/74.68 cnf(6434,plain,
% 74.66/74.68 (P13(x64341,f51(f51(f4(a2),x64341),x64342),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6437,plain,
% 74.66/74.68 (~P13(f27(f32(x64371),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f27(x64371,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674])).
% 74.66/74.68 cnf(6439,plain,
% 74.66/74.68 (P13(f3(f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f33(f3(f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x64391,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726])).
% 74.66/74.68 cnf(6442,plain,
% 74.66/74.68 (P9(f32(f3(a2)),f51(f51(f4(a2),f32(f3(a2))),f21(x64421,f3(a2),x64422)),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656])).
% 74.66/74.68 cnf(6448,plain,
% 74.66/74.68 (~P9(f27(f32(f51(f51(f4(a2),f3(a2)),x64481)),f30(a2,a2,a2)),f31(f27(f3(a2),f30(a2,a2,a2)),x64482,f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744])).
% 74.66/74.68 cnf(6455,plain,
% 74.66/74.68 (~P13(f51(f51(f4(f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),f3(a2)),x64551)),f30(a2,a2,a2))),x64552),f51(f51(f4(f30(a2,a2,a2)),f27(f3(a2),f30(a2,a2,a2))),x64552),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940])).
% 74.66/74.68 cnf(6463,plain,
% 74.66/74.68 (P13(f51(f51(f4(f30(a2,a2,a2)),x64631),f27(f3(a2),f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x64631),f27(f32(f51(f51(f4(a2),f3(a2)),x64632)),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,6066,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,6168,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940,541,587,814])).
% 74.66/74.68 cnf(6465,plain,
% 74.66/74.68 (~P9(f51(f51(f4(f30(a2,a2,a2)),x64651),f27(f32(f51(f51(f4(a2),f3(a2)),x64652)),f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x64651),f27(f3(a2),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,6066,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,6168,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940,541,587,814,937])).
% 74.66/74.68 cnf(6468,plain,
% 74.66/74.68 (~P13(f51(f51(f4(f30(a2,a2,a2)),x64681),f27(f32(f51(f51(f4(a2),f3(a2)),x64682)),f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x64681),f27(f3(a2),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,322,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,6066,304,6285,6288,6351,6384,6404,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,279,218,217,209,210,208,5822,6168,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5858,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940,541,587,814,937,192,939])).
% 74.66/74.68 cnf(6470,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2))),f51(f51(f4(a2),f3(a2)),x64701)),f3(a2))),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,322,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,6066,304,6285,6288,6351,6384,6404,6434,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,311,323,214,414,6095,6179,228,216,279,218,217,209,210,208,5822,6168,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,6374,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5858,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940,541,587,814,937,192,939,734])).
% 74.66/74.68 cnf(6472,plain,
% 74.66/74.68 (P13(x64721,f51(f51(f4(a2),x64721),x64722),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6473,plain,
% 74.66/74.68 (P13(f3(a2),x64731,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(6475,plain,
% 74.66/74.68 (~P9(f5(f32(f51(f51(f4(a2),f3(a2)),x64751)),f3(a2),a2),f5(f51(f51(f4(a2),f3(a2)),x64751),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[264,280,374,296,322,370,6079,403,418,379,305,332,265,363,385,254,6417,222,241,398,293,6081,364,230,391,408,6039,6112,395,406,6218,6278,6419,310,6074,6094,410,6066,304,6285,6288,6351,6384,6404,6434,6472,326,6135,6142,6236,6368,6414,268,6309,1140,352,6292,417,6148,6204,252,416,6098,324,312,211,256,6021,6284,6375,6473,311,323,214,414,6095,6179,228,216,279,218,217,209,210,208,5822,6168,4694,5369,5387,5371,5373,6152,5517,5640,5650,5488,6020,6175,6374,5645,5713,6145,5546,5688,5731,5664,5939,5937,5931,5927,5923,5921,5577,4328,4545,5917,5909,5903,5901,5899,5562,5885,5883,5118,5879,4565,5805,6046,5877,5521,6087,6091,6099,4244,5632,5858,5464,5492,5694,5634,5705,5828,5477,5602,2466,4962,5101,5566,5557,5606,5673,5690,5779,5791,5559,6342,5000,5589,5615,6214,6253,5836,6239,5793,6261,4297,5723,5684,5600,5668,6034,5776,5773,5515,5797,5620,5141,5787,5781,5719,3036,4951,5721,5054,6030,4306,5592,5409,4374,3930,3917,2695,3620,5109,4116,2979,2495,2315,1356,3433,1227,3002,2533,5260,5318,5246,4851,1936,2683,3189,4001,2918,3266,2927,2579,1310,5317,5315,2741,3850,2737,3342,6423,5328,5292,1270,6425,1955,5320,1946,1947,2823,1956,961,958,1053,516,902,449,779,956,717,1075,1073,1072,883,453,781,957,458,445,545,621,891,908,791,468,491,434,855,572,643,422,938,696,576,812,816,942,945,910,472,725,489,464,539,809,810,851,652,571,994,199,197,1019,1023,198,498,490,992,597,815,799,200,535,807,465,811,591,907,633,628,195,1064,714,817,813,533,672,688,577,748,708,507,729,7,565,860,515,704,710,623,659,689,684,693,731,601,557,569,827,624,435,682,874,602,805,732,1058,506,750,746,706,574,573,685,687,669,529,655,885,630,667,758,634,600,635,665,625,556,1035,1056,876,788,941,936,683,752,671,852,586,796,561,884,686,795,521,730,473,563,585,854,579,519,598,558,792,610,1065,1036,863,531,859,760,700,739,566,627,568,511,875,702,754,559,1059,749,864,552,1067,757,170,171,3,50,172,12,177,173,2,13,174,169,168,189,167,176,166,1020,674,726,656,906,582,744,853,808,940,541,587,814,937,192,939,734,993])).
% 74.66/74.68 cnf(6492,plain,
% 74.66/74.68 (~P9(x64921,f3(a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[410])).
% 74.66/74.68 cnf(6507,plain,
% 74.66/74.68 (P13(x65071,f51(f51(f4(a2),x65071),x65072),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6512,plain,
% 74.66/74.68 (P9(f51(f51(f4(f30(a2,a2,a2)),f27(x65121,f30(a2,a2,a2))),x65122),f51(f51(f4(f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),x65121),x65123)),f30(a2,a2,a2))),x65122),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[230,410,6492,268,352,304,1142,228,218,210,208,5389,6068,6418,5626,5781,5939,2817,5923,5320,654,583,621,656,908,581,673,643,812,808])).
% 74.66/74.68 cnf(6514,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x65141),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f32(f3(a2)))),x65142))),x65142,a2)),
% 74.66/74.68 inference(scs_inference,[],[230,410,6492,268,352,304,1142,228,218,210,208,5389,6068,6418,6062,5626,5781,5939,2817,5923,5320,654,583,621,656,908,581,673,643,812,808,906])).
% 74.66/74.68 cnf(6515,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x65151),f51(f51(f4(a2),f32(f3(a2))),x65152))),x65152,a2)),
% 74.66/74.68 inference(rename_variables,[],[6062])).
% 74.66/74.68 cnf(6516,plain,
% 74.66/74.68 (P9(x65161,f32(x65161),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(6526,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x65261),f32(x65262)),f3(a2))),
% 74.66/74.68 inference(rename_variables,[],[6054])).
% 74.66/74.68 cnf(6528,plain,
% 74.66/74.68 (P13(f31(x65281,f51(f51(f4(f30(a2,a2,a2)),x65282),f27(f3(a2),f30(a2,a2,a2))),f30(a2,a2,a2)),f51(f51(f4(f30(a2,a2,a2)),x65282),f27(f32(f51(f51(f4(a2),f3(a2)),x65283)),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[230,410,6492,268,352,304,1142,228,218,210,208,5389,6463,6068,4581,6054,6418,6062,5626,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712])).
% 74.66/74.68 cnf(6541,plain,
% 74.66/74.68 (~P13(f32(x65411),x65411,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(6542,plain,
% 74.66/74.68 (P13(x65421,f7(x65421,f7(x65421,x65421,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6545,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x65451),f51(f51(f4(a2),f32(f32(f32(f3(a2))))),f32(f32(f3(a2))))),f32(f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[6050])).
% 74.66/74.68 cnf(6551,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2))),x65511),f51(f51(f4(a2),f3(a2)),x65511),a2)),
% 74.66/74.68 inference(scs_inference,[],[382,248,230,410,6492,268,352,417,304,1142,414,228,218,209,210,208,5389,5851,6437,5258,6465,6463,6068,6019,4581,6050,6054,6418,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940])).
% 74.66/74.68 cnf(6555,plain,
% 74.66/74.68 (~P13(f5(f32(f7(f3(a2),f7(f3(a2),f3(a2),a2),a2)),f3(a2),a2),f5(f7(f3(a2),f7(f3(a2),f3(a2),a2),a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[382,248,230,410,6492,268,352,6542,417,304,256,1142,414,6541,228,218,209,210,208,5389,5851,6437,5258,6465,6463,6068,6019,4581,6050,6054,6418,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994])).
% 74.66/74.68 cnf(6556,plain,
% 74.66/74.68 (P13(f3(a2),x65561,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(6557,plain,
% 74.66/74.68 (~P13(f32(x65571),x65571,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(6558,plain,
% 74.66/74.68 (P13(x65581,f7(x65581,f7(x65581,x65581,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6562,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),x65621),f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),x65621),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x65622)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,268,352,6542,417,304,256,1142,414,6541,228,218,209,210,208,5389,5851,6437,5258,6465,6463,6068,6019,4581,6050,6054,6418,6335,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811])).
% 74.66/74.68 cnf(6566,plain,
% 74.66/74.68 (~P9(f32(x65661),f31(f31(f31(x65661,x65662,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x65663,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x65664,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,268,6516,352,6542,6558,417,304,256,1142,414,6541,228,218,209,210,208,5389,5851,6295,6437,5258,6465,6463,6068,6019,4581,6050,6054,6418,6335,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628])).
% 74.66/74.68 cnf(6570,plain,
% 74.66/74.68 (P13(f51(f51(f4(a2),x65701),f16(x65702,f20(x65703),x65703)),f51(f51(f4(a2),x65701),f20(x65703)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,268,6516,352,6542,6558,417,304,256,1142,414,6541,228,218,209,210,208,5389,5851,6295,6437,5258,6241,6465,6463,6068,6019,4581,6050,6054,6418,6429,6335,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814])).
% 74.66/74.68 cnf(6572,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x65721),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x65721)),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,268,6516,352,6542,6558,417,304,256,1142,414,6541,228,218,209,210,208,5389,5851,6295,6437,5258,6241,6465,6463,6068,6019,3718,4581,6050,6054,6418,6429,6335,6062,6367,5626,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463])).
% 74.66/74.68 cnf(6580,plain,
% 74.66/74.68 (~P9(x65801,x65801,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(6589,plain,
% 74.66/74.68 (~P13(f27(f32(x65891),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f31(f27(x65891,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x65892,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,406,268,6516,352,6542,6558,417,304,326,256,1142,414,6541,228,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6068,6019,6231,3718,4581,6050,6545,6054,6418,6429,6335,6370,6062,6367,5626,3559,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748])).
% 74.66/74.68 cnf(6594,plain,
% 74.66/74.68 (P9(x65941,f32(f51(f51(f4(a2),x65942),x65941)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(6599,plain,
% 74.66/74.68 (P13(x65991,f7(x65991,f7(x65991,x65991,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6603,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),x66031),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,406,268,6516,352,6542,6558,417,324,211,304,326,310,256,1142,414,6541,228,217,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,3718,4581,6050,6545,6470,6054,6418,6429,6335,6370,6062,6367,5626,3559,5037,5781,5106,5939,5903,5885,5883,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729])).
% 74.66/74.68 cnf(6617,plain,
% 74.66/74.68 (P13(x66171,f7(x66171,f7(x66171,x66171,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6622,plain,
% 74.66/74.68 (~P9(f5(f32(f32(f3(a2))),f3(a2),a2),f32(f5(f32(f3(a2)),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,417,324,312,211,304,326,310,256,1142,414,6541,228,217,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6433,6367,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565])).
% 74.66/74.68 cnf(6628,plain,
% 74.66/74.68 (~P11(f35(f35(a55,f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f32(f3(a2)),f23(a48,a60,a58,a53,a53),a53),f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),f23(a48,a60,a58,a53,a53))),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,228,217,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602])).
% 74.66/74.68 cnf(6630,plain,
% 74.66/74.68 (~P13(f27(f32(x66301),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f31(x66302,f27(x66301,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,228,217,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746])).
% 74.66/74.68 cnf(6632,plain,
% 74.66/74.68 (P9(x66321,f51(f51(f4(a2),x66321),f21(x66322,f3(a2),x66323)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,228,217,218,209,210,208,5389,5851,6295,6437,5258,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,6442,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732])).
% 74.66/74.68 cnf(6644,plain,
% 74.66/74.68 (P9(f31(f51(f51(f4(f30(a2,a2,a2)),x66441),f27(x66442,f30(a2,a2,a2))),x66443,f30(a2,a2,a2)),f51(f51(f4(f30(a2,a2,a2)),x66441),f27(f32(f51(f51(f4(a2),x66442),x66444)),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5851,6295,6437,5258,6144,6241,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5315,5931,5923,5320,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710])).
% 74.66/74.68 cnf(6646,plain,
% 74.66/74.68 (P9(x66461,f32(f32(f31(f32(f32(f32(x66461))),f32(f32(f32(x66461))),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5851,6295,6437,5258,6056,6144,6241,6359,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687])).
% 74.66/74.68 cnf(6648,plain,
% 74.66/74.68 (P13(x66481,f30(x66482,f30(x66481,x66483,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5851,6295,6437,5258,6056,6144,6241,6359,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689])).
% 74.66/74.68 cnf(6650,plain,
% 74.66/74.68 (P13(x66501,f30(x66502,f32(x66501),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,4581,6050,6545,6470,6054,6321,6418,6429,6335,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529])).
% 74.66/74.68 cnf(6655,plain,
% 74.66/74.68 (P13(x66551,f7(x66551,f7(x66551,x66551,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6663,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,6470,6054,6321,6418,6429,6335,6311,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569])).
% 74.66/74.68 cnf(6665,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2))),x66651),f3(a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,6470,6054,6321,6418,6429,6335,6311,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731])).
% 74.66/74.68 cnf(6667,plain,
% 74.66/74.68 (P9(f5(f3(a2),f3(a2),a2),f51(f51(f4(a2),x66671),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x66672)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,6470,6054,6321,6418,6429,6335,6311,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665])).
% 74.66/74.68 cnf(6669,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),x66691),f32(f5(f3(a2),f3(a2),a2))),f51(f51(f4(a2),x66691),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x66692))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,6470,6054,6321,6418,6429,6335,6377,6311,6347,6370,6062,6260,6433,6367,6442,6361,5626,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758])).
% 74.66/74.68 cnf(6681,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f7(f7(x66811,f7(x66811,x66811,a2),a2),x66812,a2)),x66813),f51(f51(f4(a2),f7(x66811,x66812,a2)),f3(a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,6470,6054,6321,6418,6429,6335,6377,6291,6311,6347,6370,6062,6260,6433,6367,6356,6442,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058])).
% 74.66/74.68 cnf(6682,plain,
% 74.66/74.68 (~P9(x66821,f3(a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[410])).
% 74.66/74.68 cnf(6684,plain,
% 74.66/74.68 (P11(f35(a55,a1,a56,a53),f51(f51(a11,f19(a63,a1)),a59),f23(a48,a60,a58,a53,a53))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6335,6377,6291,6311,6347,6370,6062,6260,6433,6367,6356,6442,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876])).
% 74.66/74.68 cnf(6689,plain,
% 74.66/74.68 (~P13(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x66891)),f5(f5(f3(a2),f3(a2),a2),f5(f3(a2),f3(a2),a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941])).
% 74.66/74.68 cnf(6691,plain,
% 74.66/74.68 (P13(x66911,x66911,a2)),
% 74.66/74.68 inference(rename_variables,[],[252])).
% 74.66/74.68 cnf(6693,plain,
% 74.66/74.68 (P13(f32(f5(f3(a2),f3(a2),a2)),f32(f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x66931)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506])).
% 74.66/74.68 cnf(6695,plain,
% 74.66/74.68 (P9(x66951,f32(f32(f30(x66951,x66952,f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750])).
% 74.66/74.68 cnf(6696,plain,
% 74.66/74.68 (P9(x66961,f32(f32(x66961)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[6056])).
% 74.66/74.68 cnf(6698,plain,
% 74.66/74.68 (~P13(f32(f32(f30(x66981,f30(x66982,x66983,f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2)))),x66982,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,326,310,256,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706])).
% 74.66/74.68 cnf(6702,plain,
% 74.66/74.68 (P13(x67021,f51(f51(f4(a2),x67021),x67022),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6703,plain,
% 74.66/74.68 (P13(f3(a2),x67031,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(6706,plain,
% 74.66/74.68 (P13(x67061,f51(f51(f4(a2),x67061),x67062),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6708,plain,
% 74.66/74.68 (~P13(f51(f51(f4(f30(a2,a2,a2)),x67081),f27(f32(f51(f51(f4(a2),f3(a2)),x67082)),f30(a2,a2,a2))),f30(f51(f51(f4(f30(a2,a2,a2)),x67081),f27(f3(a2),f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x67081),f27(f3(a2),f30(a2,a2,a2))),f30(a2,a2,a2)),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852])).
% 74.66/74.68 cnf(6710,plain,
% 74.66/74.68 (P13(f16(x67101,f20(x67102),x67102),f32(f20(x67102)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561])).
% 74.66/74.68 cnf(6712,plain,
% 74.66/74.68 (P13(f16(x67121,f20(x67122),x67122),f51(f51(f4(a2),x67123),f20(x67122)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669])).
% 74.66/74.68 cnf(6714,plain,
% 74.66/74.68 (P9(f30(f51(f51(f4(f30(a2,a2,a2)),x67141),f27(x67142,f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x67141),f27(x67142,f30(a2,a2,a2))),f30(a2,a2,a2)),f51(f51(f4(f30(a2,a2,a2)),x67141),f27(f32(f51(f51(f4(a2),x67142),x67143)),f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796])).
% 74.66/74.68 cnf(6716,plain,
% 74.66/74.68 (P9(x67161,f32(f51(f51(f4(a2),x67162),f7(x67161,f7(x67161,x67161,a2),a2))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686])).
% 74.66/74.68 cnf(6717,plain,
% 74.66/74.68 (P9(x67171,f32(f51(f51(f4(a2),x67172),x67171)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(6721,plain,
% 74.66/74.68 (~P13(f32(x67211),f31(f31(f31(x67211,x67212,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x67213,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x67214,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634])).
% 74.66/74.68 cnf(6723,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),x67231),f32(f5(f32(f3(a2)),f3(a2),a2))),f51(f51(f4(a2),x67231),f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885])).
% 74.66/74.68 cnf(6725,plain,
% 74.66/74.68 (~P13(f51(f51(f4(f30(a2,a2,a2)),x67251),f27(f32(f51(f51(f4(a2),x67252),x67253)),f30(a2,a2,a2))),f51(f51(f4(f30(a2,a2,a2)),x67251),f27(x67252,f30(a2,a2,a2))),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630])).
% 74.66/74.68 cnf(6727,plain,
% 74.66/74.68 (E(f5(f5(f51(f51(f4(a2),f3(a2)),x67271),x67272,a2),x67271,a2),f3(a2))),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,5532,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473])).
% 74.66/74.68 cnf(6730,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),f32(f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,6356,6442,3204,6361,5626,5532,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600])).
% 74.66/74.68 cnf(6733,plain,
% 74.66/74.68 (~P13(f32(x67331),f51(f51(f4(a2),f7(f5(x67332,x67332,a2),x67333,a2)),x67331),a2)),
% 74.66/74.68 inference(rename_variables,[],[5610])).
% 74.66/74.68 cnf(6738,plain,
% 74.66/74.68 (~P13(f32(f20(x67381)),f16(x67382,f20(x67381),x67381),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,5610,6356,6442,3204,6361,5626,5532,4048,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625])).
% 74.66/74.68 cnf(6740,plain,
% 74.66/74.68 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x67401))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,5610,6356,6442,3204,6361,5626,5532,4048,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558])).
% 74.66/74.68 cnf(6743,plain,
% 74.66/74.68 (P13(x67431,f7(x67431,x67431,a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[310])).
% 74.66/74.68 cnf(6744,plain,
% 74.66/74.68 (P13(f7(f5(x67441,x67441,a2),x67442,a2),x67443,a2)),
% 74.66/74.68 inference(rename_variables,[],[6247])).
% 74.66/74.68 cnf(6749,plain,
% 74.66/74.68 (P13(f51(f51(f4(a2),f7(x67491,x67492,a2)),f3(a2)),f51(f51(f4(a2),f7(f7(x67491,f7(x67491,x67491,a2),a2),x67492,a2)),x67493),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,326,310,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,5610,6356,6247,6442,3204,6361,5626,5532,4048,1158,3559,5037,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065])).
% 74.66/74.68 cnf(6756,plain,
% 74.66/74.68 (P13(x67561,f51(f51(f4(a2),x67561),x67562),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6757,plain,
% 74.66/74.68 (P13(x67571,f7(x67571,f7(x67571,x67571,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6758,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x67581),f32(f32(x67582))),x67582)),
% 74.66/74.68 inference(rename_variables,[],[5805])).
% 74.66/74.68 cnf(6761,plain,
% 74.66/74.68 (P13(x67611,f7(x67611,x67611,a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[310])).
% 74.66/74.68 cnf(6770,plain,
% 74.66/74.68 (P13(f32(f16(x67701,f20(x67702),x67702)),f32(f20(x67702)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,5610,6116,6356,6247,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586])).
% 74.66/74.68 cnf(6772,plain,
% 74.66/74.68 (~P9(f30(x67721,f32(f30(x67722,x67723,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x67723,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6370,6062,6260,6433,5594,6367,5610,6116,6356,6247,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700])).
% 74.66/74.68 cnf(6773,plain,
% 74.66/74.68 (~P9(f30(x67731,f32(x67732),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x67732,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[5785])).
% 74.66/74.68 cnf(6775,plain,
% 74.66/74.68 (P13(x67751,f32(f32(f51(f51(f4(a2),x67752),f32(x67751)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,6347,6305,6370,6062,6260,6433,5594,6367,5610,6116,6356,6247,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521])).
% 74.66/74.68 cnf(6783,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f51(f51(f4(a2),x67831),f32(x67832))))),x67832,a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6260,6433,5594,6367,5610,6116,6356,6247,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585])).
% 74.66/74.68 cnf(6792,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f3(a2),x67921,a2)),f51(f51(f4(a2),f7(f5(f5(f32(f5(x67922,x67922,a2)),f5(x67922,x67922,a2),a2),f3(a2),a2),x67921,a2)),f32(x67923))),x67923,a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875])).
% 74.66/74.68 cnf(6796,plain,
% 74.66/74.68 (P9(f32(f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),f32(f5(f32(f3(a2)),f3(a2),a2))),f32(f32(f32(f5(f3(a2),f3(a2),a2))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511])).
% 74.66/74.68 cnf(6803,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x68031),f51(f51(f4(a2),f32(f3(a2))),x68032))),x68032,a2)),
% 74.66/74.68 inference(rename_variables,[],[6062])).
% 74.66/74.68 cnf(6805,plain,
% 74.66/74.68 (P13(x68051,f51(f51(f4(a2),f30(x68051,x68052,a2)),x68053),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754])).
% 74.66/74.68 cnf(6806,plain,
% 74.66/74.68 (P13(x68061,f51(f51(f4(a2),x68061),x68062),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6808,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x68081),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),x68082),f32(f3(a2)))))),x68082,a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739])).
% 74.66/74.68 cnf(6810,plain,
% 74.66/74.68 (P9(x68101,f32(x68101),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(6812,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566])).
% 74.66/74.68 cnf(6816,plain,
% 74.66/74.68 (~E(x68161,f32(f51(f51(f4(a2),x68162),f51(f51(f4(a2),x68163),x68161))))),
% 74.66/74.68 inference(rename_variables,[],[5811])).
% 74.66/74.68 cnf(6818,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),f32(f5(f3(a2),f3(a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,5811,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568])).
% 74.66/74.68 cnf(6820,plain,
% 74.66/74.68 (P9(f16(x68201,f20(x68202),x68202),f32(f20(x68202)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,5811,4048,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559])).
% 74.66/74.68 cnf(6824,plain,
% 74.66/74.68 (P13(x68241,f7(x68241,f7(x68241,x68241,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(6830,plain,
% 74.66/74.68 (~P9(f30(x68301,f32(f30(x68302,x68303,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x68302,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,6773,5851,6295,6437,5258,6056,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,5811,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702])).
% 74.66/74.68 cnf(6836,plain,
% 74.66/74.68 (P9(x68361,f32(f32(f30(x68362,x68361,f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,6773,5851,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,5626,5532,5811,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749])).
% 74.66/74.68 cnf(6839,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),f3(a2)),x68391),f32(f51(f51(f4(a2),x68391),x68392)),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,6773,5851,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864])).
% 74.66/74.68 cnf(6841,plain,
% 74.66/74.68 (P13(f32(f32(f5(f3(a2),f3(a2),a2))),f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[397,294,332,363,382,248,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,5389,5391,5785,6773,5851,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552])).
% 74.66/74.68 cnf(6848,plain,
% 74.66/74.68 (~E(f32(x68481),x68481)),
% 74.66/74.68 inference(rename_variables,[],[391])).
% 74.66/74.68 cnf(6849,plain,
% 74.66/74.68 (~E(f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)),f21(x68491,f51(f35(a55,a1,a56,a53),a62),x68492))),
% 74.66/74.68 inference(scs_inference,[],[277,259,397,294,388,332,363,382,248,391,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,6167,5389,5391,5785,6773,5851,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171])).
% 74.66/74.68 cnf(6850,plain,
% 74.66/74.68 (~E(x68501,f51(f51(f4(a2),x68502),f51(f51(f4(a2),x68503),f32(x68501))))),
% 74.66/74.68 inference(scs_inference,[],[277,259,397,294,388,332,363,382,248,391,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,6167,5389,5391,5785,6773,5851,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50])).
% 74.66/74.68 cnf(6853,plain,
% 74.66/74.68 (~E(f32(x68531),f31(f31(f31(f31(x68531,x68532,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x68533,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x68534,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x68535,f51(f51(f4(a2),f5(a2,a2,a2)),a2)))),
% 74.66/74.68 inference(scs_inference,[],[277,259,397,294,388,332,363,382,248,391,230,410,6492,406,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173])).
% 74.66/74.68 cnf(6855,plain,
% 74.66/74.68 (~E(x68551,f32(f51(f51(f4(a2),x68552),x68551)))),
% 74.66/74.68 inference(scs_inference,[],[277,259,397,294,388,332,363,382,248,391,230,410,6492,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172])).
% 74.66/74.68 cnf(6858,plain,
% 74.66/74.68 (P11(f31(f32(f32(f32(f35(a55,a1,a56,a53)))),f35(a55,a1,a56,a53),a2),f9(a62),f51(f51(a48,a57),f23(a48,a60,a58,a53,a53)))),
% 74.66/74.68 inference(scs_inference,[],[277,259,397,294,388,332,363,382,248,391,230,410,6492,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,326,310,6743,6761,256,6556,6703,323,1142,414,6541,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,3718,6268,4581,6050,6545,4563,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169])).
% 74.66/74.68 cnf(6863,plain,
% 74.66/74.68 (E(f17(f20(x68631),x68632,x68631),x68632)),
% 74.66/74.68 inference(rename_variables,[],[274])).
% 74.66/74.68 cnf(6866,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f32(x68661)),x68662),x68661)),
% 74.66/74.68 inference(scs_inference,[],[277,259,274,6863,397,294,388,332,363,382,248,241,398,391,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167])).
% 74.66/74.68 cnf(6867,plain,
% 74.66/74.68 (P13(x68671,f51(f51(f4(a2),x68671),x68672),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6868,plain,
% 74.66/74.68 (~E(f7(f3(a2),x68681,a2),f32(f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176])).
% 74.66/74.68 cnf(6869,plain,
% 74.66/74.68 (~E(x68691,f32(f51(f51(f4(a2),x68691),x68692)))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166])).
% 74.66/74.68 cnf(6877,plain,
% 74.66/74.68 (E(x68771,f5(f51(f51(f4(a2),x68772),x68771),x68772,a2))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,6848,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5393,5626,5532,5811,6816,3208,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,2965,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166,832,800,613])).
% 74.66/74.68 cnf(6880,plain,
% 74.66/74.68 (P13(f3(f51(f51(f4(a2),a2),f3(a2))),f33(f7(f3(f51(f51(f4(a2),a2),f3(a2))),f3(f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),x68801,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,6848,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5393,5626,5532,5811,6816,3208,5265,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,2965,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166,832,800,613,726])).
% 74.66/74.68 cnf(6884,plain,
% 74.66/74.68 (P9(f30(x68841,x68841,f51(f51(f4(a2),f3(a2)),a2)),f32(f32(x68841)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,6848,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,6050,6545,4563,6416,6470,6054,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5393,5626,5532,5811,6816,3208,5265,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,2965,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166,832,800,613,726,653,744])).
% 74.66/74.68 cnf(6895,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f32(x68951)),f32(x68951))),f51(f51(f4(a2),f32(x68951)),f32(x68951))),f32(f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,363,382,248,241,398,391,6848,230,410,6492,6682,406,6580,268,6516,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,1992,5470,6050,6545,4563,6416,6470,6054,6526,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6163,6025,6116,5215,6356,6247,6744,6442,3204,6361,6027,5393,5626,5532,5811,6816,3208,5265,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,5903,5885,5883,2965,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166,832,800,613,726,653,744,576,490,759,498])).
% 74.66/74.68 cnf(6916,plain,
% 74.66/74.68 (P13(f5(f51(f51(f4(a2),f3(a2)),f3(a2)),x69161,a2),f3(a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[277,1144,259,274,6863,397,294,388,332,265,363,382,248,241,398,391,6848,230,364,410,6492,6682,406,6580,268,6516,6810,352,6542,6558,6599,6617,6655,6757,6824,417,324,6594,6717,312,252,6691,211,304,6507,6702,6706,6756,6806,6867,326,310,6743,6761,256,6556,6703,323,1142,414,6541,6557,214,228,217,218,209,210,208,1264,6167,5389,5391,5785,6773,5851,6250,6295,6437,5258,6056,6696,6144,6241,6359,5539,3614,5919,6468,6465,6463,5895,6448,6114,6068,6019,6258,3691,5998,6263,6231,5827,6038,3718,6268,4581,1992,5470,6050,6545,4563,6416,6470,6054,6526,6321,6418,6429,6191,6335,6377,6291,6327,6311,5071,6347,6305,6370,6062,6515,6803,5555,6260,6433,5594,6203,6367,5610,6733,6163,6025,5636,6116,5215,6356,6247,6744,6442,3204,6361,6027,5393,5626,5532,5811,6816,3208,5265,4048,4855,1158,3559,5037,5805,6758,5521,5781,5106,5694,5939,2271,5903,5885,5883,2965,1252,5927,3257,2817,5315,5931,5923,5292,5320,1946,1947,1956,654,583,621,656,908,581,673,643,812,808,906,544,791,1018,489,712,588,938,851,853,1019,992,597,539,940,799,994,535,811,907,628,633,814,463,937,813,672,577,1064,748,708,817,533,688,507,729,889,860,515,704,939,684,601,565,624,874,602,746,732,909,574,573,685,710,687,689,529,693,659,655,667,569,731,665,758,635,435,556,805,1058,876,1056,941,506,750,706,936,752,852,561,669,796,686,795,634,885,630,473,600,598,519,625,558,610,1035,1065,1036,788,863,683,671,760,586,700,521,730,854,563,585,579,792,875,511,531,859,754,739,566,627,568,559,993,1059,702,1067,749,864,552,757,170,3,171,50,12,173,172,2,169,189,177,13,174,168,167,176,166,832,800,613,726,653,744,576,490,759,498,469,1084,591,714,807,785,623,557])).
% 74.66/74.68 cnf(6949,plain,
% 74.66/74.68 (~P9(x69491,f30(f5(x69491,x69492,a2),f5(x69491,x69492,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[6186])).
% 74.66/74.68 cnf(6951,plain,
% 74.66/74.68 (~E(f7(f32(f3(a2)),f32(f3(a2)),a2),f7(f3(a2),f32(f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[391,209,6738,6186,674,800,613])).
% 74.66/74.68 cnf(6952,plain,
% 74.66/74.68 (~E(f32(x69521),x69521)),
% 74.66/74.68 inference(rename_variables,[],[391])).
% 74.66/74.68 cnf(6955,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),x69551),f3(a2)),x69551)),
% 74.66/74.68 inference(rename_variables,[],[250])).
% 74.66/74.68 cnf(6957,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(a11,x69571),x69572)),x69573),f51(f51(f4(a2),f10(x69574)),x69573))),
% 74.66/74.68 inference(scs_inference,[],[375,250,402,391,230,209,5454,3821,6738,6186,674,800,613,180,179,621])).
% 74.66/74.68 cnf(6970,plain,
% 74.66/74.68 (~E(x69701,f51(f51(f4(a2),x69702),f51(f51(f4(a2),x69703),f32(x69701))))),
% 74.66/74.68 inference(rename_variables,[],[6850])).
% 74.66/74.68 cnf(6977,plain,
% 74.66/74.68 (P13(x69771,x69771,a2)),
% 74.66/74.68 inference(rename_variables,[],[252])).
% 74.66/74.68 cnf(6978,plain,
% 74.66/74.68 (P9(x69781,f32(x69781),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(6979,plain,
% 74.66/74.68 (P13(x69791,f51(f51(f4(a2),x69791),x69792),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(6981,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x69811),f51(f51(f4(a2),f32(f3(a2))),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2))),f32(f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,375,250,402,391,230,1140,268,252,304,228,209,210,6439,6572,6866,6850,5454,3821,6738,6820,6667,6681,6186,5304,5289,5288,5329,5315,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489])).
% 74.66/74.68 cnf(6982,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x69821),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x69821)),
% 74.66/74.68 inference(rename_variables,[],[6572])).
% 74.66/74.68 cnf(6985,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f3(a2)),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2))),x69851),f3(a2))),
% 74.66/74.68 inference(scs_inference,[],[208,375,250,402,391,230,1140,268,252,304,228,209,210,6439,6572,6982,6866,6850,5454,3821,6738,6820,6667,6681,6186,5304,5289,5288,5329,5315,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465])).
% 74.66/74.68 cnf(6986,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x69861),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x69861)),
% 74.66/74.68 inference(rename_variables,[],[6572])).
% 74.66/74.68 cnf(6993,plain,
% 74.66/74.68 (P9(x69931,f51(f51(f4(a2),x69931),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,375,250,402,391,230,1140,268,417,252,304,214,228,209,210,6439,6572,6982,6986,6866,6850,5454,3821,6710,6738,6820,6667,6681,6186,4995,5304,5289,5288,5329,5315,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539])).
% 74.66/74.68 cnf(7003,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),x70031),f3(a2)),x70031)),
% 74.66/74.68 inference(rename_variables,[],[250])).
% 74.66/74.68 cnf(7005,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),x70051),f3(a2)),x70051)),
% 74.66/74.68 inference(rename_variables,[],[250])).
% 74.66/74.68 cnf(7011,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f21(x70111,f3(a2),x70112)),f21(x70111,f3(a2),x70112))),x70113),f32(f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,293,391,230,1140,268,417,252,304,214,228,209,210,6650,6772,6721,6439,6572,6982,6986,6866,6850,5454,5799,6895,1985,3821,6710,6738,6820,6667,6681,6111,6186,4995,5304,5289,5288,5329,5315,5320,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490])).
% 74.66/74.68 cnf(7015,plain,
% 74.66/74.68 (P13(x70151,f51(f51(f4(a2),x70151),x70152),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(7016,plain,
% 74.66/74.68 (~E(x70161,f51(f51(f4(a2),x70162),f51(f51(f4(a2),x70163),f32(x70161))))),
% 74.66/74.68 inference(rename_variables,[],[6850])).
% 74.66/74.68 cnf(7018,plain,
% 74.66/74.68 (P13(x70181,f30(f51(f51(f4(a2),x70181),x70182),x70183,a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,6721,6439,6572,6982,6986,6866,6850,6970,5454,5799,6895,1985,3821,6710,6738,6820,6667,6805,6681,6111,6186,4995,5304,5289,5288,5329,5315,5320,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940])).
% 74.66/74.68 cnf(7021,plain,
% 74.66/74.68 (P11(f35(a55,a1,a56,a53),f22(a11,f51(f51(a11,f9(a62)),a59),f51(f51(f4(a2),a61),f3(a2)),a50,a50),a58)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,382,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,6721,6439,6572,6982,6986,6866,6850,6970,5454,5799,6895,1985,3821,6710,6738,6820,6667,6805,6681,5460,6111,6186,4995,5304,5289,5288,5329,5315,5320,207,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084])).
% 74.66/74.68 cnf(7025,plain,
% 74.66/74.68 (~P9(f51(f51(f4(f30(a2,a2,a2)),f27(f32(f51(f51(f4(a2),x70251),x70252)),f30(a2,a2,a2))),x70253),f51(f51(f4(f30(a2,a2,a2)),f27(x70251,f30(a2,a2,a2))),x70253),f30(a2,a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,382,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,6721,6646,6439,6512,6572,6982,6986,6866,6850,6970,5454,5799,6895,1985,3821,6710,6738,6820,6667,6805,6681,5460,6111,6186,4995,5304,5289,5877,5288,5329,5315,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633])).
% 74.66/74.68 cnf(7029,plain,
% 74.66/74.68 (~P9(f51(f51(f4(f51(f51(f4(a2),a2),f3(a2))),f30(f30(f3(f51(f51(f4(a2),a2),f3(a2))),x70291,f51(f51(f4(a2),a2),f3(a2))),x70292,f51(f51(f4(a2),a2),f3(a2)))),x70293),x70293,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,382,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,6721,6646,6439,6512,6725,6572,6982,6986,6866,6850,6970,5454,5799,6895,1985,3821,6710,6738,6820,6667,6805,6681,5460,6111,6186,2729,4995,4939,4947,5304,5289,5877,5288,5329,5315,5923,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907])).
% 74.66/74.68 cnf(7033,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x70331),f51(f51(f4(a2),x70332),f51(f51(f4(a2),x70333),f51(f51(f4(a2),f3(a2)),x70334)))),x70334,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,382,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,6721,6646,6439,6512,6725,6572,6982,6986,6866,6850,6970,5454,5799,6895,1985,3821,6710,6738,6820,6667,6805,6681,5460,6111,6186,3925,2729,4995,4939,4947,5304,5289,5877,5288,5329,5315,5923,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811])).
% 74.66/74.68 cnf(7037,plain,
% 74.66/74.68 (P13(f31(f31(x70371,x70372,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x70373,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x70371,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[5535])).
% 74.66/74.68 cnf(7043,plain,
% 74.66/74.68 (P9(x70431,f51(f51(f4(a2),x70431),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x70432)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,382,293,391,230,1140,268,417,252,304,6979,214,228,218,209,210,6650,6772,5535,6721,6646,6439,6512,6725,6572,6982,6986,6866,6850,6970,5454,5799,5823,6895,1985,3821,6710,6738,6820,6667,6805,6562,6681,5460,6111,6186,3925,2729,4995,4939,4947,5304,5289,5877,5288,5329,5315,5923,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729])).
% 74.66/74.68 cnf(7050,plain,
% 74.66/74.68 (P9(x70501,f32(x70501),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(7059,plain,
% 74.66/74.68 (~E(x70591,f51(f51(f4(a2),x70592),f51(f51(f4(a2),x70593),f32(x70591))))),
% 74.66/74.68 inference(rename_variables,[],[6850])).
% 74.66/74.68 cnf(7061,plain,
% 74.66/74.68 (~P9(f30(x70611,f32(f30(x70612,f30(x70613,f32(x70614),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x70614,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,1140,268,6978,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,6721,6646,6439,6512,6725,6572,6982,6986,6866,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,5304,5289,5877,5288,5329,5315,5923,5292,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684])).
% 74.66/74.68 cnf(7062,plain,
% 74.66/74.68 (~P9(f30(x70621,f32(f30(x70622,x70623,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x70623,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[6772])).
% 74.66/74.68 cnf(7065,plain,
% 74.66/74.68 (P13(x70651,f30(x70652,f32(x70651),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[6650])).
% 74.66/74.68 cnf(7068,plain,
% 74.66/74.68 (P12(f51(f51(a11,f10(f9(f3(a2)))),x70681),x70681)),
% 74.66/74.68 inference(rename_variables,[],[1283])).
% 74.66/74.68 cnf(7070,plain,
% 74.66/74.68 (~P11(x70701,f9(x70702),f32(f51(f51(f4(a2),x70703),f51(x70701,x70702))))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,1140,268,6978,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6646,6439,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,5304,5289,5877,1283,5288,5329,5315,5923,5292,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515])).
% 74.66/74.68 cnf(7073,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f32(x70731)))),x70731,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,1140,268,6978,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6646,6181,6439,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,5304,5289,5877,1283,5288,5329,5315,5923,5292,5320,207,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704])).
% 74.66/74.68 cnf(7077,plain,
% 74.66/74.68 (P13(x70771,f32(f32(f31(f32(f32(f32(x70771))),f32(f32(f32(x70771))),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,1140,268,6978,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6439,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,5304,5289,5877,1283,5288,5329,5315,5923,5292,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573])).
% 74.66/74.68 cnf(7079,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x70791),f32(x70792)),f51(f51(f4(a2),x70792),f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6439,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,5304,5289,5877,1283,5288,5329,5315,5923,5292,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732])).
% 74.66/74.68 cnf(7084,plain,
% 74.66/74.68 (~P13(f32(f32(f20(x70841))),f32(f16(x70842,f20(x70841),x70841)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6439,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,4947,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601])).
% 74.66/74.68 cnf(7086,plain,
% 74.66/74.68 (P9(x70861,f30(x70861,f32(f32(f31(f32(x70861),f32(x70861),f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6298,6439,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,2233,4947,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655])).
% 74.66/74.68 cnf(7092,plain,
% 74.66/74.68 (P13(f32(f5(f3(a2),f3(a2),a2)),f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,214,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6298,6439,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6841,6555,6667,6805,6313,6562,6681,5460,6111,6186,3925,6141,2729,4995,4939,5470,2233,4947,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569])).
% 74.66/74.68 cnf(7095,plain,
% 74.66/74.68 (P13(x70951,f32(f32(f51(f51(f4(a2),x70952),f32(x70951)))),a2)),
% 74.66/74.68 inference(rename_variables,[],[6775])).
% 74.66/74.68 cnf(7104,plain,
% 74.66/74.68 (P13(f51(f51(f4(a2),f5(f51(f51(f4(a2),f3(a2)),f3(a2)),x71041,a2)),f5(f51(f51(f4(a2),f3(a2)),f3(a2)),x71041,a2)),f3(a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,214,216,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6298,6439,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6841,6775,6555,6839,6667,6805,6313,6562,6681,5460,6916,6111,6186,3925,6141,2729,3696,4995,4939,5470,2233,4947,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827])).
% 74.66/74.68 cnf(7119,plain,
% 74.66/74.68 (P13(x71191,f32(f32(f32(f32(f51(f51(f4(a2),x71192),f32(x71191)))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,311,214,216,228,218,209,210,6650,6772,5535,7037,6721,6589,6646,6181,6298,6439,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6841,6178,6775,6555,6839,6667,6805,6313,6562,6669,3584,6681,5460,6916,6111,6186,3925,6141,2729,3696,4995,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506])).
% 74.66/74.68 cnf(7122,plain,
% 74.66/74.68 (P13(f3(a2),x71221,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(7125,plain,
% 74.66/74.68 (~P9(x71251,f30(f5(x71251,x71252,a2),f5(x71251,x71252,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[6186])).
% 74.66/74.68 cnf(7131,plain,
% 74.66/74.68 (P13(x71311,f30(x71312,f32(f30(x71313,x71311,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,256,311,214,216,228,218,209,210,6650,6772,7062,5535,7037,6721,6589,6646,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6841,6178,6775,6555,6839,6667,6805,6313,6562,6669,3584,6681,5460,6916,6111,6186,6949,3925,6141,2729,3696,4995,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529])).
% 74.66/74.68 cnf(7138,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f32(f51(f51(f4(a2),x71381),f32(f32(x71382))))))),x71382,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,1140,268,6978,7050,417,252,6977,304,6979,7015,256,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,6229,6648,6721,6589,6646,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,3821,6710,6738,6820,6841,6178,6775,6555,6839,6667,6805,6313,6562,6669,3584,6681,5460,6916,6111,6186,6949,3925,6141,2729,3696,4995,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561])).
% 74.66/74.68 cnf(7139,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f32(f51(f51(f4(a2),x71391),f32(x71392)))))),x71392,a2)),
% 74.66/74.68 inference(rename_variables,[],[6178])).
% 74.66/74.68 cnf(7145,plain,
% 74.66/74.68 (~P9(x71451,x71451,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(7151,plain,
% 74.66/74.68 (~P9(f32(f32(f51(f51(f4(a2),x71511),f32(x71512)))),x71512,a2)),
% 74.66/74.68 inference(rename_variables,[],[6213])).
% 74.66/74.68 cnf(7160,plain,
% 74.66/74.68 (P9(x71601,f51(f51(f4(a2),x71602),f7(f32(x71601),f7(f32(x71601),f32(x71601),a2),a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,406,1140,268,6978,7050,417,252,6977,304,6979,7015,256,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,6562,6669,6399,3584,6681,5460,6916,6111,6186,6949,3925,6141,6387,2729,3696,4995,6250,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600])).
% 74.66/74.68 cnf(7163,plain,
% 74.66/74.68 (P9(f5(f32(f3(a2)),f3(a2),a2),f5(f32(f32(f3(a2))),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,406,1140,268,6978,7050,417,252,6977,304,6979,7015,256,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,6562,6669,6399,3584,6681,5460,6916,6111,6186,6949,3925,6141,6387,2729,3696,4995,6250,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519])).
% 74.66/74.68 cnf(7165,plain,
% 74.66/74.68 (~P9(f5(f32(f32(f3(a2))),f3(a2),a2),f5(f32(f3(a2)),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,406,1140,268,6978,7050,417,252,6977,304,6979,7015,256,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,6562,6669,6399,3584,6681,5460,6916,6111,6186,6949,3925,6141,6387,2729,3696,4995,6250,4939,5470,2233,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558])).
% 74.66/74.68 cnf(7176,plain,
% 74.66/74.68 (P13(f5(x71761,x71762,a2),x71761,a2)),
% 74.66/74.68 inference(rename_variables,[],[311])).
% 74.66/74.68 cnf(7183,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),f7(f5(x71831,x71831,a2),x71832,a2)),f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x71833),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,293,391,230,410,406,1140,268,6978,7050,417,252,6977,304,6979,7015,256,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058])).
% 74.66/74.68 cnf(7184,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),x71841),f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),x71841),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x71842)),a2)),
% 74.66/74.68 inference(rename_variables,[],[6562])).
% 74.66/74.68 cnf(7189,plain,
% 74.66/74.68 (P13(x71891,x71891,a2)),
% 74.66/74.68 inference(rename_variables,[],[252])).
% 74.66/74.68 cnf(7191,plain,
% 74.66/74.68 (~E(f5(f32(f51(f51(f4(a2),f3(a2)),x71911)),f3(a2),a2),f5(f51(f51(f4(a2),f3(a2)),x71911),f3(a2),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788])).
% 74.66/74.68 cnf(7192,plain,
% 74.66/74.68 (P13(x71921,f51(f51(f4(a2),x71921),x71922),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(7193,plain,
% 74.66/74.68 (~E(f32(x71931),x71931)),
% 74.66/74.68 inference(rename_variables,[],[391])).
% 74.66/74.68 cnf(7196,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f7(x71961,x71962,a2)),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),f51(f51(f4(a2),f7(x71961,x71962,a2)),f7(f5(x71961,x71961,a2),x71962,a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036])).
% 74.66/74.68 cnf(7197,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x71971),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x71971)),
% 74.66/74.68 inference(rename_variables,[],[6572])).
% 74.66/74.68 cnf(7203,plain,
% 74.66/74.68 (P13(f32(x72031),f32(f30(x72032,f32(x72031),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852])).
% 74.66/74.68 cnf(7207,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2))),x72071),x72071,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669])).
% 74.66/74.68 cnf(7209,plain,
% 74.66/74.68 (P9(x72091,f30(x72092,f32(f32(f30(x72091,x72093,f51(f51(f4(a2),f3(a2)),a2)))),f51(f51(f4(a2),f3(a2)),a2)),f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700])).
% 74.66/74.68 cnf(7211,plain,
% 74.66/74.68 (~P13(f32(f32(f31(f32(f32(f32(x72111))),f32(f32(f32(x72111))),f51(f51(f4(a2),f3(a2)),a2)))),x72111,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630])).
% 74.66/74.68 cnf(7213,plain,
% 74.66/74.68 (~P9(x72131,f31(f31(x72132,x72131,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x72133,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634])).
% 74.66/74.68 cnf(7215,plain,
% 74.66/74.68 (P9(f32(f16(x72151,f20(x72152),x72152)),f32(f32(f20(x72152))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,6866,6628,6850,6970,7016,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585])).
% 74.66/74.68 cnf(7222,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x72221),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x72221)),
% 74.66/74.68 inference(rename_variables,[],[6572])).
% 74.66/74.68 cnf(7223,plain,
% 74.66/74.68 (~P9(x72231,f3(a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[410])).
% 74.66/74.68 cnf(7229,plain,
% 74.66/74.68 (~P9(x72291,f3(a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[410])).
% 74.66/74.68 cnf(7234,plain,
% 74.66/74.68 (P9(x72341,f5(f51(f51(f4(a2),x72341),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x72342)),f5(f3(a2),f3(a2),a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6820,6693,6841,6622,6178,6213,7151,6775,6551,6555,6839,6667,6716,6805,6313,5675,6562,7184,6669,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859])).
% 74.66/74.68 cnf(7244,plain,
% 74.66/74.68 (~P13(f32(f32(f32(f51(f51(f4(a2),x72441),f32(f32(x72442)))))),x72442,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6841,6622,6178,7139,6213,7151,6775,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586])).
% 74.66/74.68 cnf(7248,plain,
% 74.66/74.68 (P13(x72481,f32(f32(f51(f51(f4(a2),x72482),f32(x72481)))),a2)),
% 74.66/74.68 inference(rename_variables,[],[6775])).
% 74.66/74.68 cnf(7250,plain,
% 74.66/74.68 (P13(f32(f5(f5(f3(a2),f3(a2),a2),f5(f3(a2),f3(a2),a2),a2)),f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x72501)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6841,6622,6178,7139,6689,6213,7151,6775,7095,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521])).
% 74.66/74.68 cnf(7252,plain,
% 74.66/74.68 (P13(f32(f32(f5(f3(a2),f3(a2),a2))),f32(f32(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x72521))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,5596,6181,6884,6298,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6689,6213,7151,6775,7095,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563])).
% 74.66/74.68 cnf(7258,plain,
% 74.66/74.68 (P9(x72581,f32(f32(f51(f51(f4(a2),x72582),f32(f32(x72581))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6689,6213,7151,6775,7095,7248,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568])).
% 74.66/74.68 cnf(7261,plain,
% 74.66/74.68 (~P9(f31(x72611,f32(f51(f51(f4(a2),x72611),x72612)),a2),x72611,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,7145,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6689,6213,7151,6775,7095,7248,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792])).
% 74.66/74.68 cnf(7262,plain,
% 74.66/74.68 (~P9(x72621,x72621,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(7271,plain,
% 74.66/74.68 (P9(f5(f3(a2),f3(a2),a2),f51(f51(f4(a2),f32(f5(f32(f3(a2)),f3(a2),a2))),f32(f32(f32(f5(f3(a2),f3(a2),a2))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,7145,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,256,7122,352,311,214,216,228,218,209,210,6650,7065,6772,7062,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,6213,7151,6775,7095,7248,6551,6555,6235,6839,6667,6716,6805,6313,5675,6562,7184,6669,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,3696,4995,6250,4939,5470,2233,5634,4947,1338,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566])).
% 74.66/74.68 cnf(7292,plain,
% 74.66/74.68 (P9(f3(a2),f30(f32(x72921),x72922,a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,375,250,6955,7003,402,307,382,248,293,391,6952,230,410,7223,406,7145,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702])).
% 74.66/74.68 cnf(7301,plain,
% 74.66/74.68 (E(f47(x73011,x73012,f51(f51(a48,x73013),x73014),x73015),f51(f51(x73012,x73013),x73014))),
% 74.66/74.68 inference(rename_variables,[],[350])).
% 74.66/74.68 cnf(7303,plain,
% 74.66/74.68 (~E(f51(f51(a11,x73031),x73032),f10(x73033))),
% 74.66/74.68 inference(rename_variables,[],[402])).
% 74.66/74.68 cnf(7307,plain,
% 74.66/74.68 (~P11(f51(f51(f4(a2),f3(a2)),f35(f35(a55,f3(a2),f51(f35(a55,f3(a2),f23(a48,a60,a58,a53,a53),a53),f3(a2)),a53),f32(f3(a2)),f23(a48,a60,a58,a53,a53),a53)),f51(f51(a11,f10(f9(f3(a2)))),f9(f3(a2))),f23(a48,a60,a58,a53,a53))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,315,250,6955,7003,7005,253,402,307,382,248,293,391,6952,230,410,7223,406,7145,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169])).
% 74.66/74.68 cnf(7309,plain,
% 74.66/74.68 (E(f23(x73091,f20(x73092),x73093,x73092,x73094),x73093)),
% 74.66/74.68 inference(rename_variables,[],[371])).
% 74.66/74.68 cnf(7312,plain,
% 74.66/74.68 (~P9(f21(x73121,f24(x73122,x73121,x73123),x73123),f24(f32(x73122),x73121,x73123),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,315,250,6955,7003,7005,253,1144,371,402,307,382,248,398,293,391,6952,230,410,7223,406,7145,7262,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172])).
% 74.66/74.68 cnf(7313,plain,
% 74.66/74.68 (~P9(x73131,x73131,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(7314,plain,
% 74.66/74.68 (~P9(f24(f32(x73141),x73142,x73143),f21(x73142,f24(x73141,x73142,x73143),x73143),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,315,250,6955,7003,7005,253,1144,371,402,307,382,248,398,293,391,6952,230,410,7223,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173])).
% 74.66/74.68 cnf(7319,plain,
% 74.66/74.68 (~P13(f23(x73191,f20(x73192),f32(f24(f32(x73193),x73194,x73195)),x73192,x73196),f24(f32(x73193),x73194,x73195),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,402,307,382,248,398,293,391,6952,230,410,7223,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166])).
% 74.66/74.68 cnf(7320,plain,
% 74.66/74.68 (~P13(f32(x73201),x73201,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(7321,plain,
% 74.66/74.68 (E(f23(x73211,f20(x73212),x73213,x73212,x73214),x73213)),
% 74.66/74.68 inference(rename_variables,[],[371])).
% 74.66/74.68 cnf(7323,plain,
% 74.66/74.68 (~P9(x73231,f3(a2),f30(a2,f3(a2),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,258,402,307,382,248,398,293,391,6952,230,410,7223,7229,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166,13,174])).
% 74.66/74.68 cnf(7325,plain,
% 74.66/74.68 (~P13(f32(f24(f32(x73251),x73252,x73253)),f21(x73252,f24(x73251,x73252,x73253),x73253),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,258,402,307,382,248,398,293,391,6952,230,410,7223,7229,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,7320,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,1338,3056,6056,5304,5289,5877,1283,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166,13,174,167])).
% 74.66/74.68 cnf(7334,plain,
% 74.66/74.68 (~E(f32(x73341),x73341)),
% 74.66/74.68 inference(rename_variables,[],[391])).
% 74.66/74.68 cnf(7341,plain,
% 74.66/74.68 (P12(f51(f51(a11,f10(f9(f3(a2)))),f21(x73411,f24(x73412,x73411,x73413),x73413)),f24(f32(x73412),x73411,x73413))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,258,402,7303,418,307,382,248,398,293,391,6952,7193,7334,230,410,7223,7229,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,7320,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,5393,1338,3056,6056,5304,5289,5877,1283,7068,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166,13,174,167,823,715,612,690,626,190])).
% 74.66/74.68 cnf(7343,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),x73431),f51(f51(f4(a2),x73432),f32(x73431))),x73431,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,258,402,7303,418,307,382,248,398,293,391,6952,7193,7334,230,410,7223,7229,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,7320,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,5393,1338,3056,6056,5304,5289,5877,1283,7068,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166,13,174,167,823,715,612,690,626,190,553])).
% 74.66/74.68 cnf(7353,plain,
% 74.66/74.68 (~P9(f31(f30(x73531,x73532,f51(f51(f4(a2),a2),f3(a2))),f30(x73531,x73532,f51(f51(f4(a2),a2),f3(a2))),f51(f51(f4(a2),a2),f3(a2))),x73531,f51(f51(f4(a2),a2),f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[208,1146,320,375,350,7301,315,250,6955,7003,7005,253,1144,371,7309,7321,258,402,7303,418,307,382,248,398,293,391,6952,7193,7334,230,408,410,7223,7229,406,7145,7262,7313,1140,268,6978,7050,417,252,6977,7189,304,6979,7015,7192,256,7122,352,311,7176,414,7320,214,216,279,228,218,209,210,6650,7065,6772,7062,6830,5535,7037,5568,6122,6229,6648,6721,6589,6646,6695,6698,5596,6181,6884,6298,3999,6439,2480,5666,4249,6512,6725,6855,6572,6982,6986,7197,7222,6866,6628,6850,6970,7016,7059,5454,5799,5823,6895,1985,5341,3821,6710,6738,6770,6820,6693,6740,6841,6622,6178,7139,6796,6689,5677,6213,7151,6775,7095,7248,6551,6555,6235,6839,6603,6667,6716,6805,6313,6570,5675,6562,7184,6669,6723,6632,6399,3584,6681,6749,5460,6916,2743,6111,6186,6949,7125,3925,6141,6172,6387,6353,1724,4333,2729,4239,3696,4995,6250,4939,5470,2233,5634,4947,5393,1338,3056,6056,5304,5289,5877,2821,1283,7068,5288,5329,5315,1270,5923,5292,1946,5320,207,1947,2823,1956,674,800,613,180,179,621,744,908,544,643,576,808,997,489,465,938,815,539,851,587,799,184,182,1019,498,490,597,940,1084,628,633,814,907,811,748,708,937,729,577,889,1064,860,623,684,688,602,515,704,574,573,732,687,601,655,557,569,731,758,565,624,827,556,1056,746,909,706,506,936,710,685,529,689,795,561,686,796,693,667,635,665,473,600,519,558,435,610,1035,805,1065,1058,876,941,788,1036,863,750,852,752,669,700,630,634,585,598,579,625,511,683,859,760,671,739,586,730,521,563,854,568,792,875,531,754,566,627,559,993,1067,1059,749,702,552,864,757,170,3,50,171,2,169,189,12,177,172,173,168,176,166,13,174,167,823,715,612,690,626,190,553,467,572,656,183,853])).
% 74.66/74.68 cnf(7391,plain,
% 74.66/74.68 (P9(x73911,f32(f51(f51(f4(a2),x73912),x73911)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7392,plain,
% 74.66/74.68 (P9(x73921,f32(f51(f51(f4(a2),x73922),x73921)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7395,plain,
% 74.66/74.68 (P9(x73951,f32(f51(f51(f4(a2),x73952),x73951)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7400,plain,
% 74.66/74.68 (P9(x74001,f32(f51(f51(f4(a2),x74002),x74001)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7403,plain,
% 74.66/74.68 (P9(x74031,f32(f51(f51(f4(a2),x74032),x74031)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7406,plain,
% 74.66/74.68 (P9(x74061,f32(f51(f51(f4(a2),x74062),x74061)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7413,plain,
% 74.66/74.68 (P9(x74131,f32(x74131),a2)),
% 74.66/74.68 inference(rename_variables,[],[268])).
% 74.66/74.68 cnf(7416,plain,
% 74.66/74.68 (P13(x74161,f7(x74161,f7(x74161,x74161,a2),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[352])).
% 74.66/74.68 cnf(7421,plain,
% 74.66/74.68 (P12(f51(f51(a11,f10(f19(x74211,f3(a2)))),x74212),x74211)),
% 74.66/74.68 inference(scs_inference,[],[328,291,395,324,7392,7395,7400,7403,7406,312,268,310,352,323,414,7029,7325,4556,4941,2741,893,789,483,977,976,896,826,890,856,690,181,190])).
% 74.66/74.68 cnf(7422,plain,
% 74.66/74.68 (P12(f51(f51(a11,f10(x74221)),x74222),f18(x74221,x74222,f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[323])).
% 74.66/74.68 cnf(7432,plain,
% 74.66/74.68 (~P13(f32(x74321),f51(f51(f4(a2),x74321),f3(a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[350,328,291,399,401,395,230,324,7392,7395,7400,7403,7406,312,302,268,310,352,323,414,7029,7079,7325,4556,3821,4941,2741,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791])).
% 74.66/74.68 cnf(7433,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x74331),f32(x74332)),f51(f51(f4(a2),x74332),f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[7079])).
% 74.66/74.68 cnf(7437,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x74371)))),x74371,f51(f51(f4(a2),f3(a2)),a2)),x74371)),
% 74.66/74.68 inference(scs_inference,[],[350,328,291,399,401,395,230,324,7392,7395,7400,7403,7406,312,302,268,310,352,323,414,7073,7029,7079,7312,7325,4556,3821,4941,2741,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588])).
% 74.66/74.68 cnf(7441,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x74411),x74411,a2)),
% 74.66/74.68 inference(scs_inference,[],[350,328,291,399,401,395,230,324,7392,7395,7400,7403,7406,312,302,268,310,352,323,414,210,7073,7029,7079,7312,7325,7215,4556,1258,3821,2994,4941,2741,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994])).
% 74.66/74.68 cnf(7444,plain,
% 74.66/74.68 (P13(x74441,f51(f51(f4(a2),x74442),x74441),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7446,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),x74461),f32(f51(f51(f4(a2),x74462),f32(f3(a2))))),f32(f3(a2)))),
% 74.66/74.68 inference(scs_inference,[],[350,328,291,399,401,395,230,324,7392,7395,7400,7403,7406,312,302,268,310,352,323,414,210,7073,7029,7079,7312,7325,7215,4556,1258,3821,4472,3726,2994,4941,2741,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489])).
% 74.66/74.68 cnf(7462,plain,
% 74.66/74.68 (P13(x74621,f51(f51(f4(a2),x74622),x74621),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7463,plain,
% 74.66/74.68 (P9(x74631,f32(f51(f51(f4(a2),x74632),x74631)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7464,plain,
% 74.66/74.68 (P13(x74641,f51(f51(f4(a2),x74641),x74642),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(7467,plain,
% 74.66/74.68 (P11(x74671,f9(x74672),f51(x74671,x74672))),
% 74.66/74.68 inference(rename_variables,[],[293])).
% 74.66/74.68 cnf(7473,plain,
% 74.66/74.68 (P9(x74731,f32(f51(f51(f4(a2),x74732),x74731)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7477,plain,
% 74.66/74.68 (P29(f5(f51(f51(f4(a2),x74771),a2),x74771,a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,312,302,7444,268,7413,304,310,352,323,414,214,216,210,7073,7029,6714,5682,7079,7312,7325,7215,6792,7018,4505,4556,5825,6877,6365,1258,3821,4472,3726,2994,4941,2741,5931,207,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141])).
% 74.66/74.68 cnf(7484,plain,
% 74.66/74.68 (~P9(x74841,f51(f51(f4(a2),f7(f5(x74842,f5(x74842,x74843,a2),a2),f7(f5(x74844,x74844,a2),x74845,a2),a2)),x74841),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,312,302,7444,268,7413,304,310,352,323,414,214,216,228,210,7203,7073,6836,7029,6714,5682,5833,7079,7312,7325,7215,6792,6217,7018,4505,4556,5825,6877,6365,1258,4862,1272,3821,4472,3726,2994,4941,2741,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907])).
% 74.66/74.68 cnf(7485,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f7(x74851,x74852,a2)),x74853),f51(f51(f4(a2),f7(f5(x74851,x74854,a2),x74852,a2)),f51(f51(f4(a2),f7(f5(x74851,f5(x74851,x74854,a2),a2),x74852,a2)),x74853)),a2)),
% 74.66/74.68 inference(rename_variables,[],[6217])).
% 74.66/74.68 cnf(7491,plain,
% 74.66/74.68 (P13(f31(x74911,f31(x74912,x74913,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x74912,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[6151])).
% 74.66/74.68 cnf(7499,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f32(f3(a2)))),f51(f51(f4(a2),f30(f32(x74991),x74992,a2)),x74993))),x74993,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,312,302,7444,268,7413,304,211,310,352,323,414,214,216,228,210,7203,6151,7073,6836,6243,7029,6714,5682,5833,7079,7312,7325,7215,6514,6792,6217,7018,4505,7292,4556,5825,6877,6365,1258,4862,1272,3821,4472,3726,2994,4941,2741,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874])).
% 74.66/74.68 cnf(7511,plain,
% 74.66/74.68 (P13(x75111,f51(f51(f4(a2),x75112),x75111),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7513,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f32(f5(f32(f3(a2)),f3(a2),a2)))),x75131),f32(f32(f5(f3(a2),f3(a2),a2))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,312,302,7444,7462,268,7413,304,211,310,352,323,414,214,216,228,210,7203,6151,7073,6836,6243,7029,6714,5682,7092,5833,7079,7312,7325,7215,7271,6993,6712,6514,6792,6217,7018,4505,7292,4556,5825,6877,6365,1258,4862,1272,3821,4472,3726,2994,4941,2598,2741,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729])).
% 74.66/74.68 cnf(7515,plain,
% 74.66/74.68 (E(x75151,f31(x75151,f32(f51(f51(f4(a2),x75151),x75152)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,312,302,7444,7462,268,7413,304,211,310,352,323,414,214,216,228,210,7203,6151,7073,6836,6243,7029,6714,5682,7092,5833,7079,7312,7325,7215,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6365,1258,4862,2605,1272,3821,4472,3726,2994,4941,2598,2741,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577])).
% 74.66/74.68 cnf(7534,plain,
% 74.66/74.68 (P13(x75341,f32(f32(f32(f51(f51(f4(a2),x75342),f32(f32(x75341)))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,323,7422,414,214,216,228,217,210,7203,6151,6630,7073,6836,6243,7029,6714,5682,7092,5833,7079,7433,5104,7312,7314,7325,7215,7119,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6365,4652,1258,4862,2605,1272,3821,4472,3726,2994,4941,2598,2741,5292,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601])).
% 74.66/74.68 cnf(7543,plain,
% 74.66/74.68 (~P9(f32(f24(f32(x75431),x75432,x75433)),f32(f21(x75432,f24(x75431,x75432,x75433),x75433)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,323,7422,414,214,216,228,217,210,7203,6151,6630,7073,6836,6243,7029,6714,5682,6663,7092,5833,7079,7433,5104,7312,7314,7325,7215,7119,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6365,4652,1258,4862,2605,1272,3821,4472,3726,2994,4941,2598,2741,5292,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565])).
% 74.66/74.68 cnf(7546,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f7(x75461,x75462,a2)),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),f51(f51(f4(a2),f7(x75461,x75462,a2)),f7(f5(x75461,x75461,a2),x75462,a2)))),
% 74.66/74.68 inference(rename_variables,[],[7196])).
% 74.66/74.68 cnf(7550,plain,
% 74.66/74.68 (P13(f31(x75501,f31(x75502,x75503,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),x75502,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[6151])).
% 74.66/74.68 cnf(7556,plain,
% 74.66/74.68 (P13(f32(x75561),f30(f32(f30(x75562,f32(x75561),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),x75563,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,7416,323,7422,414,214,216,228,217,210,7203,6151,7491,6630,7073,6836,6243,7029,6714,5682,6663,7092,7196,5833,7079,7433,5104,6858,7312,7314,7325,7215,7119,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6365,4652,1258,4862,2605,1272,3821,3036,4472,3726,2994,4941,2598,2741,5292,5931,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706])).
% 74.66/74.68 cnf(7561,plain,
% 74.66/74.68 (~P9(x75611,x75611,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(7564,plain,
% 74.66/74.68 (P9(x75641,f32(x75641),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[4489])).
% 74.66/74.68 cnf(7574,plain,
% 74.66/74.68 (P9(x75741,f32(f51(f51(f4(a2),x75742),x75741)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7576,plain,
% 74.66/74.68 (P13(f5(f51(f51(f4(a2),f3(a2)),x75761),x75762,a2),x75761,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,406,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,5104,6858,7312,7314,7325,7215,7252,7119,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557])).
% 74.66/74.68 cnf(7580,plain,
% 74.66/74.68 (P9(f32(f16(x75801,f20(x75802),x75802)),f51(f51(f4(a2),x75803),f32(f32(f20(x75802)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,406,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,5104,6858,7312,7314,7325,7215,7252,7119,7271,6993,6712,6514,6792,6217,7261,7018,4505,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665])).
% 74.66/74.68 cnf(7590,plain,
% 74.66/74.68 (P9(f32(f16(x75901,f20(x75902),x75902)),f32(f32(f32(f20(x75902)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,406,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,5104,6858,7312,7314,7325,7215,7252,7119,7271,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558])).
% 74.66/74.68 cnf(7592,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f3(a2))),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2))),f32(f3(a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,399,401,307,388,293,395,230,416,406,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,268,7413,304,7464,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7119,7271,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610])).
% 74.66/74.68 cnf(7594,plain,
% 74.66/74.68 (P13(x75941,f51(f51(f4(a2),x75941),x75942),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(7597,plain,
% 74.66/74.68 (P13(x75971,f51(f51(f4(a2),x75972),x75971),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7600,plain,
% 74.66/74.68 (~P9(x76001,x76001,a2)),
% 74.66/74.68 inference(rename_variables,[],[406])).
% 74.66/74.68 cnf(7608,plain,
% 74.66/74.68 (P13(f21(x76081,f24(x76082,x76081,x76083),x76083),f32(f24(f32(x76082),x76081,x76083)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7119,7271,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506])).
% 74.66/74.68 cnf(7610,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f51(f51(f4(a2),x76101),f30(f32(f32(f3(a2))),f3(a2),f51(f51(f4(a2),f3(a2)),a2)))),x76102),x76102,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7119,7271,7207,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909])).
% 74.66/74.68 cnf(7611,plain,
% 74.66/74.68 (P13(x76111,f51(f51(f4(a2),x76112),x76111),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7614,plain,
% 74.66/74.68 (P9(x76141,f32(f30(x76141,x76142,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,216,228,217,218,210,7203,6151,7491,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7119,7271,7207,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750])).
% 74.66/74.68 cnf(7617,plain,
% 74.66/74.68 (P13(x76171,f51(f51(f4(a2),x76172),x76171),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7618,plain,
% 74.66/74.68 (P13(x76181,f51(f51(f4(a2),x76181),x76182),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(7633,plain,
% 74.66/74.68 (~P9(f32(f30(x76331,f32(x76332),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f32(x76332),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,7611,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7250,7119,7271,7207,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630])).
% 74.66/74.68 cnf(7635,plain,
% 74.66/74.68 (P9(f32(f16(x76351,f20(x76352),x76352)),f51(f51(f4(a2),f32(f32(f20(x76352)))),x76353),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,7611,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6981,5104,6858,7312,7314,7325,7215,7252,7250,7119,7271,7207,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,3821,3036,3766,4472,3726,2994,4941,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667])).
% 74.66/74.68 cnf(7643,plain,
% 74.66/74.68 (P9(f32(f5(f3(a2),f3(a2),a2)),f32(f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2))))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,7611,268,7413,304,7464,7594,211,310,352,7416,323,7422,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,5682,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7250,7119,7271,7207,7258,6993,6712,6514,6792,6217,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,1258,4862,2605,1272,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519])).
% 74.66/74.68 cnf(7649,plain,
% 74.66/74.68 (P13(x76491,f51(f51(f4(a2),x76492),x76491),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7653,plain,
% 74.66/74.68 (~E(x76531,f32(f51(f51(f4(a2),x76531),x76532)))),
% 74.66/74.68 inference(rename_variables,[],[6869])).
% 74.66/74.68 cnf(7654,plain,
% 74.66/74.68 (P13(x76541,f51(f51(f4(a2),x76542),x76541),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7655,plain,
% 74.66/74.68 (P13(f3(a2),x76551,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(7659,plain,
% 74.66/74.68 (P13(x76591,f51(f51(f4(a2),f32(f5(x76591,x76592,a2))),x76592),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,268,7413,304,7464,7594,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7250,7119,7271,7207,7258,6993,6712,6514,6792,6217,7485,6277,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,4652,5332,1258,4862,2605,1272,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863])).
% 74.66/74.68 cnf(7665,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),x76651),f32(f32(f32(f5(f32(f3(a2)),f3(a2),a2))))),f5(f3(a2),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,268,7413,304,7464,7594,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7250,7119,7271,7207,7258,6993,6712,6514,6792,6217,7485,6277,7261,7018,4505,7104,7292,4556,5825,6877,6727,6365,3632,4652,5332,1258,4862,2605,1272,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730])).
% 74.66/74.68 cnf(7694,plain,
% 74.66/74.68 (P9(x76941,f51(f51(f4(a2),f51(f51(f4(a2),x76941),x76942)),f32(f51(f51(f4(a2),x76943),f3(a2)))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,268,7413,304,7464,7594,7618,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7165,7250,7119,7138,7271,7207,6783,7258,6993,6712,6514,6792,6217,7485,6277,7261,7018,4505,6665,7104,7292,4556,5825,6877,6727,6413,6365,3632,4652,5332,4657,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739])).
% 74.66/74.68 cnf(7695,plain,
% 74.66/74.68 (P9(x76951,f32(f51(f51(f4(a2),x76952),x76951)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7699,plain,
% 74.66/74.68 (~P13(f31(f32(f32(f32(f32(x76991)))),f32(f32(f32(f32(x76991)))),f51(f51(f4(a2),f3(a2)),a2)),x76991,f51(f51(f4(a2),f3(a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,268,7413,304,7464,7594,7618,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7165,7250,7119,7138,7271,7207,6783,7258,6993,6712,6514,6792,6217,7485,6277,7261,7018,4505,6665,7104,7292,4556,5825,6877,6727,6413,6365,3632,4652,5332,4657,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854])).
% 74.66/74.68 cnf(7701,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),x77011),f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x77012)),f32(f3(a2))))),x77012,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,268,7413,304,7464,7594,7618,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,6792,6217,7485,6277,7261,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,6365,3632,4652,5332,4657,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875])).
% 74.66/74.68 cnf(7707,plain,
% 74.66/74.68 (P13(x77071,f51(f51(f4(a2),x77072),x77071),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7710,plain,
% 74.66/74.68 (P13(x77101,f51(f51(f4(a2),x77102),x77101),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7714,plain,
% 74.66/74.68 (P9(x77141,f32(f30(x77142,x77141,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749])).
% 74.66/74.68 cnf(7723,plain,
% 74.66/74.68 (~P9(f5(f51(f51(f4(a2),f51(f51(f4(a2),x77231),x77232)),f7(x77233,x77233,a2)),x77233,a2),x77231,a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757])).
% 74.66/74.68 cnf(7726,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),f3(a2)),f32(f32(f3(a2))),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,350,328,291,294,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864])).
% 74.66/74.68 cnf(7729,plain,
% 74.66/74.68 (E(f22(x77291,f22(x77291,x77292,x77293,x77294,x77295),x77296,x77294,x77295),f22(x77291,x77292,f17(x77293,x77296,x77295),x77294,x77295))),
% 74.66/74.68 inference(rename_variables,[],[386])).
% 74.66/74.68 cnf(7732,plain,
% 74.66/74.68 (~E(x77321,f51(f51(f4(a2),f32(x77321)),x77322))),
% 74.66/74.68 inference(scs_inference,[],[208,386,350,328,291,294,385,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50])).
% 74.66/74.68 cnf(7736,plain,
% 74.66/74.68 (E(f22(x77361,f22(x77361,x77362,x77363,x77364,x77365),x77366,x77364,x77365),f22(x77361,x77362,f17(x77363,x77366,x77365),x77364,x77365))),
% 74.66/74.68 inference(rename_variables,[],[386])).
% 74.66/74.68 cnf(7738,plain,
% 74.66/74.68 (P11(f22(x77381,x77382,f17(x77383,x77384,x77385),x77386,x77385),f10(f9(x77387)),f51(f51(a48,x77388),f51(f35(f22(x77381,f22(x77381,x77382,x77383,x77386,x77385),x77384,x77386,x77385),f3(a2),x77388,a53),x77387)))),
% 74.66/74.68 inference(scs_inference,[],[208,386,7729,7736,350,328,291,294,385,399,401,307,388,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,1267,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,6951,6663,7092,7196,5833,7079,7433,6812,6981,3029,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,1270,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50,2,171,169])).
% 74.66/74.68 cnf(7743,plain,
% 74.66/74.68 (P9(x77431,f32(f51(f51(f4(a2),x77432),x77431)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(7744,plain,
% 74.66/74.68 (P14(f22(x77441,f22(x77441,x77442,x77443,x77444,x77445),x77446,x77444,x77445),f22(x77441,x77442,f17(x77443,x77446,x77445),x77444,x77445),x77447)),
% 74.66/74.68 inference(scs_inference,[],[208,386,7729,7736,350,328,291,294,385,399,401,307,388,254,398,293,7467,395,391,230,416,406,7561,324,7392,7395,7400,7403,7406,7463,7473,7574,7695,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,1267,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,4567,6951,6957,6663,7092,7196,5833,7079,7433,6812,6981,3029,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,1270,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50,2,171,169,189,12,172,177])).
% 74.66/74.68 cnf(7745,plain,
% 74.66/74.68 (P14(x77451,x77451,x77452)),
% 74.66/74.68 inference(rename_variables,[],[254])).
% 74.66/74.68 cnf(7750,plain,
% 74.66/74.68 (E(x77501,f5(f51(f51(f4(a2),x77502),x77501),x77502,a2))),
% 74.66/74.68 inference(rename_variables,[],[6877])).
% 74.66/74.68 cnf(7753,plain,
% 74.66/74.68 (P13(f22(x77531,x77532,f17(x77533,x77534,x77535),x77536,x77535),f51(f51(f4(a2),x77537),f22(x77531,f22(x77531,x77532,x77533,x77536,x77535),x77534,x77536,x77535)),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,386,7729,7736,350,328,291,294,385,399,401,307,388,254,7745,398,293,7467,395,391,230,416,406,7561,7600,324,7392,7395,7400,7403,7406,7463,7473,7574,7695,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,7710,268,7413,304,7464,7594,7618,211,310,252,256,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,1267,7203,7131,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,4567,6951,6957,6663,7092,7196,7546,5833,7079,7433,6812,6981,3029,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,1270,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50,2,171,169,189,12,172,177,173,13,168,176,166])).
% 74.66/74.68 cnf(7754,plain,
% 74.66/74.68 (P13(x77541,f51(f51(f4(a2),x77542),x77541),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(7772,plain,
% 74.66/74.68 (P9(f27(x77721,f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f27(f32(x77721),f51(f51(f4(a2),f5(a2,a2,a2)),a2)),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(scs_inference,[],[208,386,7729,7736,350,328,291,294,385,399,401,307,388,254,7745,398,293,7467,395,391,230,416,406,7561,7600,324,7392,7395,7400,7403,7406,7463,7473,7574,7695,7743,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,7710,7754,268,7413,304,7464,7594,7618,211,310,252,256,7655,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,1267,7203,7131,7061,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,4567,6951,6957,6663,7092,7196,7546,5833,7079,7433,6812,6981,7323,3029,5104,6858,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6665,7104,7292,5549,4556,5825,6877,7750,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,1270,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50,2,171,169,189,12,172,177,173,13,168,176,166,174,167,962,981,733,22,1018,853])).
% 74.66/74.68 cnf(7777,plain,
% 74.66/74.68 (~P13(f5(f32(f51(f51(f4(a2),f3(a2)),x77771)),f3(a2),a2),f5(f51(f51(f4(a2),f3(a2)),x77771),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[208,386,7729,7736,350,328,291,294,385,399,401,307,388,254,7745,398,293,7467,395,391,230,416,406,7561,7600,324,7392,7395,7400,7403,7406,7463,7473,7574,7695,7743,7391,417,312,302,7444,7462,7511,7597,7611,7617,7649,7654,7707,7710,7754,268,7413,304,7464,7594,7618,211,310,252,256,7655,352,7416,323,7422,1142,414,214,279,216,228,217,218,210,1267,7203,7131,7061,6151,7491,7550,6566,6630,7073,7077,6836,6243,7086,7209,7029,6714,7307,6869,7653,5682,4567,6951,6957,6663,7092,7196,7546,5833,7079,7433,6812,6981,7323,3029,5104,6858,7191,6985,7312,7314,7325,7215,7252,7163,7165,7250,7119,7138,7271,7207,6783,7258,6808,6993,6712,6514,7343,6792,6217,7485,6277,7261,7234,7018,4505,6475,6665,7104,7292,5549,4556,5825,6877,7750,6727,6413,5978,6002,6365,3632,4652,5332,4657,3421,1258,4862,2605,1272,6850,4587,3821,3036,3766,4472,3726,2994,4941,5393,5694,4489,7564,3266,2598,2741,1270,5315,5292,5931,1946,207,1947,5320,1956,893,789,483,977,976,896,826,890,856,690,181,190,553,572,621,179,791,656,588,808,994,489,938,799,576,997,1019,815,672,628,141,714,1084,633,907,682,748,708,817,507,874,889,860,1064,659,729,577,602,732,573,623,684,601,731,569,758,565,556,746,515,704,706,574,687,685,529,795,686,557,635,665,473,600,884,624,558,610,1065,1056,1035,1036,506,909,750,936,752,689,710,669,561,693,630,667,634,435,625,519,511,941,788,876,863,760,730,563,585,598,579,568,754,671,859,586,521,627,739,566,854,875,993,1067,531,749,559,1059,552,757,864,3,170,50,2,171,169,189,12,172,177,173,13,168,176,166,174,167,962,981,733,22,1018,853,469,597])).
% 74.66/74.68 cnf(7822,plain,
% 74.66/74.68 (E(f5(f7(f51(f51(f4(a2),x78221),x78222),f51(f51(f4(a2),x78221),x78222),a2),f5(f7(f51(f51(f4(a2),x78221),x78222),f51(f51(f4(a2),x78221),x78222),a2),x78221,a2),a2),x78221)),
% 74.66/74.68 inference(scs_inference,[],[1149,5377,6880,5915,5875,6684,2715,2795,5293,2813,5877,5921,5931,881,741,740,1031,960,837,823,1013,1006,479,695])).
% 74.66/74.68 cnf(7847,plain,
% 74.66/74.68 (P13(f5(x78471,x78472,a2),x78471,a2)),
% 74.66/74.68 inference(rename_variables,[],[311])).
% 74.66/74.68 cnf(7848,plain,
% 74.66/74.68 (P13(x78481,f7(f51(f51(f4(a2),x78481),x78482),f51(f51(f4(a2),x78481),x78482),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(7869,plain,
% 74.66/74.68 (~P9(x78691,f51(f51(f4(a2),f7(f5(x78692,f5(x78692,x78693,a2),a2),f7(f5(x78694,x78694,a2),x78695,a2),a2)),x78691),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(7872,plain,
% 74.66/74.68 (~P9(x78721,f51(f51(f4(a2),f7(f5(x78722,f5(x78722,x78723,a2),a2),f7(f5(x78724,x78724,a2),x78725,a2),a2)),x78721),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(7875,plain,
% 74.66/74.68 (P9(x78751,f32(f51(f51(f4(a2),x78751),x78752)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(7883,plain,
% 74.66/74.68 (P9(x78831,f51(f51(f4(a2),f51(f51(f4(a2),x78831),x78832)),f32(f51(f51(f4(a2),x78833),f3(a2)))),a2)),
% 74.66/74.68 inference(rename_variables,[],[7694])).
% 74.66/74.68 cnf(7884,plain,
% 74.66/74.68 (P13(x78841,f7(f51(f51(f4(a2),x78841),x78842),f51(f51(f4(a2),x78841),x78842),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(7907,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x79071)))),x79071,f51(f51(f4(a2),f3(a2)),a2)),x79071)),
% 74.66/74.68 inference(rename_variables,[],[7437])).
% 74.66/74.68 cnf(7910,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x79101)))),x79101,f51(f51(f4(a2),f3(a2)),a2)),x79101)),
% 74.66/74.68 inference(rename_variables,[],[7437])).
% 74.66/74.68 cnf(7919,plain,
% 74.66/74.68 (~E(x79191,f51(f51(f4(a2),f32(x79191)),x79192))),
% 74.66/74.68 inference(rename_variables,[],[7732])).
% 74.66/74.68 cnf(7925,plain,
% 74.66/74.68 (~E(f21(x79251,x79252,x79253),x79252)),
% 74.66/74.68 inference(rename_variables,[],[408])).
% 74.66/74.68 cnf(7928,plain,
% 74.66/74.68 (~E(f21(x79281,x79282,x79283),x79282)),
% 74.66/74.68 inference(rename_variables,[],[408])).
% 74.66/74.68 cnf(7933,plain,
% 74.66/74.68 (~E(f21(x79331,x79332,x79333),x79332)),
% 74.66/74.68 inference(rename_variables,[],[408])).
% 74.66/74.68 cnf(7942,plain,
% 74.66/74.68 (P33(f54(x79421,f54(x79422,f54(x79423,a2))))),
% 74.66/74.68 inference(scs_inference,[],[1149,7848,7884,418,402,363,225,408,7925,7928,7933,326,304,256,311,216,4684,7437,7907,5377,4690,6880,5915,7341,7732,7919,7738,5875,4692,6818,6684,2715,7484,7869,7694,7021,5345,5325,2795,5293,2813,5318,4587,5327,5317,5877,5921,5931,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429])).
% 74.66/74.68 cnf(7989,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f21(x79891,f3(a2),x79892)),f21(x79891,f3(a2),x79892))),x79893),f32(f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[7011])).
% 74.66/74.68 cnf(7992,plain,
% 74.66/74.68 (~P9(x79921,f51(f51(f4(a2),f7(f5(x79922,f5(x79922,x79923,a2),a2),f7(f5(x79924,x79924,a2),x79925,a2),a2)),x79921),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8011,plain,
% 74.66/74.68 (~P9(x80111,f51(f51(f4(a2),f7(f5(x80112,f5(x80112,x80113,a2),a2),f7(f5(x80114,x80114,a2),x80115,a2),a2)),x80111),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8014,plain,
% 74.66/74.68 (~P9(x80141,f51(f51(f4(a2),f7(f5(x80142,f5(x80142,x80143,a2),a2),f7(f5(x80144,x80144,a2),x80145,a2),a2)),x80141),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8025,plain,
% 74.66/74.68 (~E(f51(f51(a11,f10(x80251)),x80252),f22(a11,f9(x80253),x80254,a50,a50))),
% 74.66/74.68 inference(rename_variables,[],[418])).
% 74.66/74.68 cnf(8062,plain,
% 74.66/74.68 (P9(x80621,f32(f51(f51(f4(a2),x80621),x80622)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8110,plain,
% 74.66/74.68 (~P9(x81101,f51(f51(f4(a2),f7(f5(x81102,f5(x81102,x81103,a2),a2),f7(f5(x81104,x81104,a2),x81105,a2),a2)),x81101),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8187,plain,
% 74.66/74.68 (~P9(x81871,f3(a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[410])).
% 74.66/74.68 cnf(8222,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),f7(f3(a2),x82221,a2)),f51(f51(f4(a2),f7(f5(x82222,f51(f51(f4(a2),x82222),f3(a2)),a2),x82221,a2)),x82223)),x82223)),
% 74.66/74.68 inference(scs_inference,[],[387,1149,7848,7884,418,8025,402,363,395,225,408,7925,7928,7933,1140,410,326,7875,304,256,311,216,4684,7614,7633,7437,7907,5377,4690,6880,5915,7341,5889,7732,7919,7738,6730,5875,4692,6818,6684,7011,2715,7484,7869,7872,7992,8011,8014,7694,7883,7432,7021,7043,5345,5325,2795,6572,5293,5319,2813,5318,5899,4587,5106,5327,5317,5877,5921,5931,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571])).
% 74.66/74.68 cnf(8223,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),f7(f5(x82231,f51(f51(f4(a2),x82231),f3(a2)),a2),x82232,a2)),f51(f51(f4(a2),f7(f3(a2),x82232,a2)),x82233)),x82233)),
% 74.66/74.68 inference(rename_variables,[],[5106])).
% 74.66/74.68 cnf(8227,plain,
% 74.66/74.68 (P13(x82271,f7(f51(f51(f4(a2),x82271),x82272),f51(f51(f4(a2),x82271),x82272),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8249,plain,
% 74.66/74.68 (P9(f7(f5(x82491,x82491,a2),x82492,a2),f5(f32(f3(a2)),f3(a2),a2),a2)),
% 74.66/74.68 inference(scs_inference,[],[387,1149,7848,7884,8227,418,8025,402,363,395,225,408,7925,7928,7933,1140,410,326,7875,304,211,256,311,216,210,4684,7614,7633,7556,7437,7907,5377,4690,6880,5915,7341,5889,6317,7732,7919,7738,6730,5875,4692,6818,6684,7011,2715,6868,5808,7183,7484,7869,7872,7992,8011,8014,7694,7883,7432,7021,6644,7043,5345,5325,5909,2795,6572,4731,5293,5319,2813,5318,5899,4587,5106,8223,5327,5317,5877,5921,5931,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938])).
% 74.66/74.68 cnf(8261,plain,
% 74.66/74.68 (P13(x82611,f7(f51(f51(f4(a2),x82611),x82612),f51(f51(f4(a2),x82611),x82612),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8262,plain,
% 74.66/74.68 (P13(x82621,f51(f51(f4(a2),x82621),x82622),a2)),
% 74.66/74.68 inference(rename_variables,[],[304])).
% 74.66/74.68 cnf(8265,plain,
% 74.66/74.68 (P9(x82651,f32(f51(f51(f4(a2),x82651),x82652)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8276,plain,
% 74.66/74.68 (P9(x82761,f32(f51(f51(f4(a2),x82762),x82761)),a2)),
% 74.66/74.68 inference(rename_variables,[],[324])).
% 74.66/74.68 cnf(8302,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x83021)))),x83021,f51(f51(f4(a2),f3(a2)),a2)),x83021)),
% 74.66/74.68 inference(rename_variables,[],[7437])).
% 74.66/74.68 cnf(8306,plain,
% 74.66/74.68 (P13(f3(a2),x83061,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8309,plain,
% 74.66/74.68 (P9(x83091,f32(f51(f51(f4(a2),x83091),x83092)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8322,plain,
% 74.66/74.68 (~P13(f32(x83221),x83221,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(8327,plain,
% 74.66/74.68 (P9(f51(f51(f4(a2),f7(f5(x83271,x83271,a2),x83272,a2)),f5(f3(a2),f3(a2),a2)),f51(f51(f4(a2),f5(f32(f3(a2)),f3(a2),a2)),x83273),a2)),
% 74.66/74.68 inference(rename_variables,[],[7183])).
% 74.66/74.68 cnf(8330,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x83301)))),x83301,f51(f51(f4(a2),f3(a2)),a2)),x83301)),
% 74.66/74.68 inference(rename_variables,[],[7437])).
% 74.66/74.68 cnf(8334,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f32(f3(a2))),f51(f51(f4(a2),f32(f32(f3(a2)))),f51(f51(f4(a2),f30(f32(x83341),x83342,a2)),x83343))),x83343,a2)),
% 74.66/74.68 inference(rename_variables,[],[7499])).
% 74.66/74.68 cnf(8335,plain,
% 74.66/74.68 (P9(x83351,f32(f51(f51(f4(a2),x83351),x83352)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8349,plain,
% 74.66/74.68 (~P13(f32(x83491),x83491,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(8358,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f21(x83581,f3(a2),x83582)),f21(x83581,f3(a2),x83582))),x83583),f32(f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[7011])).
% 74.66/74.68 cnf(8365,plain,
% 74.66/74.68 (P9(x83651,f32(f30(x83651,x83652,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[7614])).
% 74.66/74.68 cnf(8378,plain,
% 74.66/74.68 (P13(x83781,f32(f32(f32(f51(f51(f4(a2),x83782),f32(f32(x83781)))))),a2)),
% 74.66/74.68 inference(rename_variables,[],[7534])).
% 74.66/74.68 cnf(8381,plain,
% 74.66/74.68 (P13(x83811,f7(f51(f51(f4(a2),x83811),x83812),f51(f51(f4(a2),x83811),x83812),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8384,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f32(f32(f32(f32(x83841))))))),x83841,a2)),
% 74.66/74.68 inference(rename_variables,[],[5035])).
% 74.66/74.68 cnf(8387,plain,
% 74.66/74.68 (~E(f30(f32(f32(f32(f32(x83871)))),x83871,f51(f51(f4(a2),f3(a2)),a2)),x83871)),
% 74.66/74.68 inference(rename_variables,[],[7437])).
% 74.66/74.68 cnf(8396,plain,
% 74.66/74.68 (P13(x83961,f51(f51(f4(a2),x83962),x83961),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(8398,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),f7(f7(f51(f51(f4(a2),x83981),x83982),f51(f51(f4(a2),x83981),x83982),a2),x83983,a2)),x83984),f51(f51(f4(a2),f7(x83981,x83983,a2)),f3(a2)),a2)),
% 74.66/74.68 inference(scs_inference,[],[387,335,1149,7848,7884,8227,8261,8381,351,418,8025,402,363,248,381,395,225,408,7925,7928,7933,1140,410,8187,326,7875,8062,8265,8309,8335,324,8276,304,8262,211,302,256,8306,311,414,8322,279,216,228,217,210,4684,6853,7614,7633,7714,7556,7213,7437,7907,7910,8302,8330,7211,7699,5377,6197,4690,7353,6880,5915,2807,6528,6708,7341,5889,6317,7070,4288,7732,7919,7738,7421,6730,5875,4692,7643,6818,6684,7011,7989,7446,7477,2715,6868,7608,5035,7499,8334,7534,5808,7580,7635,7659,7033,7183,7484,7869,7872,7992,8011,8014,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,5345,5325,5909,2795,5895,6572,4731,5293,5319,2813,5318,5899,6850,1948,4587,5106,8223,5327,5317,5877,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058])).
% 74.66/74.68 cnf(8407,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x84071),x84071,a2)),
% 74.66/74.68 inference(rename_variables,[],[7441])).
% 74.66/74.68 cnf(8408,plain,
% 74.66/74.68 (P13(f51(f51(f4(a2),x84081),f51(f51(f4(a2),f7(f5(x84082,x84082,a2),x84083,a2)),x84084)),f51(f51(f4(a2),x84081),x84084),a2)),
% 74.66/74.68 inference(rename_variables,[],[5496])).
% 74.66/74.68 cnf(8424,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x84241),x84241,a2)),
% 74.66/74.68 inference(rename_variables,[],[7441])).
% 74.66/74.68 cnf(8427,plain,
% 74.66/74.68 (~P9(x84271,f51(f51(f4(a2),f7(f5(x84272,f5(x84272,x84273,a2),a2),f7(f5(x84274,x84274,a2),x84275,a2),a2)),x84271),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8436,plain,
% 74.66/74.68 (~P9(f32(f32(f32(f32(f32(f32(f32(x84361))))))),x84361,a2)),
% 74.66/74.68 inference(rename_variables,[],[5035])).
% 74.66/74.68 cnf(8451,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x84511),x84512),x84512,a2)),
% 74.66/74.68 inference(rename_variables,[],[416])).
% 74.66/74.68 cnf(8452,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f21(x84521,f3(a2),x84522)),f21(x84521,f3(a2),x84522))),x84523),f32(f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[7011])).
% 74.66/74.68 cnf(8455,plain,
% 74.66/74.68 (~P9(x84551,f51(f51(f4(a2),f7(f5(x84552,f5(x84552,x84553,a2),a2),f7(f5(x84554,x84554,a2),x84555,a2),a2)),x84551),a2)),
% 74.66/74.68 inference(rename_variables,[],[7484])).
% 74.66/74.68 cnf(8458,plain,
% 74.66/74.68 (E(f51(f51(f4(a2),x84581),x84582),f51(f51(f4(a2),x84582),x84581))),
% 74.66/74.68 inference(rename_variables,[],[294])).
% 74.66/74.68 cnf(8461,plain,
% 74.66/74.68 (E(x84611,f5(f51(f51(f4(a2),x84612),x84611),x84612,a2))),
% 74.66/74.68 inference(rename_variables,[],[6877])).
% 74.66/74.68 cnf(8462,plain,
% 74.66/74.68 (P13(x84621,f7(f51(f51(f4(a2),x84621),x84622),f51(f51(f4(a2),x84621),x84622),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8463,plain,
% 74.66/74.68 (P13(f3(a2),x84631,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8466,plain,
% 74.66/74.68 (P13(x84661,f7(f51(f51(f4(a2),x84661),x84662),f51(f51(f4(a2),x84661),x84662),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8467,plain,
% 74.66/74.68 (P13(f3(a2),x84671,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8470,plain,
% 74.66/74.68 (P9(x84701,f32(f30(x84701,x84702,f51(f51(f4(a2),f5(a2,a2,a2)),a2))),f51(f51(f4(a2),f5(a2,a2,a2)),a2))),
% 74.66/74.68 inference(rename_variables,[],[7614])).
% 74.66/74.68 cnf(8473,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x84731),x84731,a2)),
% 74.66/74.68 inference(rename_variables,[],[7441])).
% 74.66/74.68 cnf(8476,plain,
% 74.66/74.68 (P13(x84761,f7(f51(f51(f4(a2),x84761),x84762),f51(f51(f4(a2),x84761),x84762),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8481,plain,
% 74.66/74.68 (P13(x84811,f7(f51(f51(f4(a2),x84811),x84812),f51(f51(f4(a2),x84811),x84812),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8501,plain,
% 74.66/74.68 (~E(f51(f51(f4(a2),f51(f51(f4(a2),f21(x85011,f3(a2),x85012)),f21(x85011,f3(a2),x85012))),x85013),f32(f3(a2)))),
% 74.66/74.68 inference(rename_variables,[],[7011])).
% 74.66/74.68 cnf(8504,plain,
% 74.66/74.68 (~P13(f51(f51(f4(a2),f7(f32(f3(a2)),f7(f32(f3(a2)),f32(f3(a2)),a2),a2)),x85041),x85041,a2)),
% 74.66/74.68 inference(rename_variables,[],[7441])).
% 74.66/74.68 cnf(8505,plain,
% 74.66/74.68 (P13(f3(a2),x85051,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8515,plain,
% 74.66/74.68 (P13(x85151,f7(f51(f51(f4(a2),x85151),x85152),f51(f51(f4(a2),x85151),x85152),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8524,plain,
% 74.66/74.68 (~P9(f51(f51(f4(a2),x85241),x85242),x85242,a2)),
% 74.66/74.68 inference(rename_variables,[],[416])).
% 74.66/74.68 cnf(8532,plain,
% 74.66/74.68 (P13(x85321,f7(f51(f51(f4(a2),x85321),x85322),f51(f51(f4(a2),x85321),x85322),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8541,plain,
% 74.66/74.68 (~P9(f32(x85411),x85411,a2)),
% 74.66/74.68 inference(rename_variables,[],[1140])).
% 74.66/74.68 cnf(8542,plain,
% 74.66/74.68 (P13(x85421,f7(f51(f51(f4(a2),x85421),x85422),f51(f51(f4(a2),x85421),x85422),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8543,plain,
% 74.66/74.68 (P13(f3(a2),x85431,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8551,plain,
% 74.66/74.68 (P13(x85511,f7(f51(f51(f4(a2),x85511),x85512),f51(f51(f4(a2),x85511),x85512),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8580,plain,
% 74.66/74.68 (~E(f32(x85801),x85801)),
% 74.66/74.68 inference(rename_variables,[],[391])).
% 74.66/74.68 cnf(8589,plain,
% 74.66/74.68 (P9(x85891,f32(f51(f51(f4(a2),x85891),x85892)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8590,plain,
% 74.66/74.68 (~P9(f32(x85901),x85901,a2)),
% 74.66/74.68 inference(rename_variables,[],[1140])).
% 74.66/74.68 cnf(8591,plain,
% 74.66/74.68 (~E(f32(f51(f51(f4(a2),f32(x85911)),x85912)),x85911)),
% 74.66/74.68 inference(scs_inference,[],[387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,351,261,418,8025,402,294,363,248,398,293,381,395,225,391,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,324,8276,304,8262,211,302,256,8306,8463,8467,8505,311,7847,414,8322,8349,214,279,216,228,217,218,210,4684,6853,7614,8365,8470,7633,7714,7556,7213,7437,7907,7910,8302,8330,7211,7699,6389,6303,5377,6197,4690,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,7160,6308,5496,8408,5345,5325,5909,2795,5895,6572,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5317,5877,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173])).
% 74.66/74.68 cnf(8592,plain,
% 74.66/74.68 (P9(x85921,f32(f51(f51(f4(a2),x85921),x85922)),a2)),
% 74.66/74.68 inference(rename_variables,[],[326])).
% 74.66/74.68 cnf(8594,plain,
% 74.66/74.68 (E(f28(x85941,f3(a2)),x85941)),
% 74.66/74.68 inference(rename_variables,[],[246])).
% 74.66/74.68 cnf(8596,plain,
% 74.66/74.68 (P14(f22(x85961,f22(x85961,f22(x85961,x85962,x85963,x85964,x85965),x85966,x85964,x85965),x85967,x85964,x85965),f22(x85961,x85962,f17(x85963,f17(x85966,x85967,x85965),x85965),x85964,x85965),x85968)),
% 74.66/74.68 inference(scs_inference,[],[387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,386,351,261,246,418,8025,1144,402,294,363,248,398,293,381,395,225,391,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,324,8276,304,8262,211,302,256,8306,8463,8467,8505,311,7847,414,8322,8349,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7437,7907,7910,8302,8330,7211,7699,6389,6303,5377,6197,4690,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,7160,6308,5496,8408,5345,5325,5909,2795,5895,6572,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5317,5877,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177])).
% 74.66/74.68 cnf(8598,plain,
% 74.66/74.68 (~P13(f32(x85981),x85981,a2)),
% 74.66/74.68 inference(rename_variables,[],[414])).
% 74.66/74.68 cnf(8603,plain,
% 74.66/74.68 (P13(x86031,f7(f51(f51(f4(a2),x86031),x86032),f51(f51(f4(a2),x86031),x86032),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8624,plain,
% 74.66/74.68 (P13(x86241,f51(f51(f4(a2),x86242),x86241),a2)),
% 74.66/74.68 inference(rename_variables,[],[302])).
% 74.66/74.68 cnf(8629,plain,
% 74.66/74.68 (P13(f3(a2),x86291,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8630,plain,
% 74.66/74.68 (P13(x86301,f7(f51(f51(f4(a2),x86301),x86302),f51(f51(f4(a2),x86301),x86302),a2),a2)),
% 74.66/74.68 inference(rename_variables,[],[1149])).
% 74.66/74.68 cnf(8643,plain,
% 74.66/74.68 (P13(f3(a2),x86431,a2)),
% 74.66/74.68 inference(rename_variables,[],[256])).
% 74.66/74.68 cnf(8655,plain,
% 74.66/74.68 (P44(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,240,261,246,8594,238,418,8025,1144,402,294,237,363,248,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162])).
% 74.66/74.68 cnf(8658,plain,
% 74.66/74.68 (P34(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,224,240,261,246,8594,238,232,418,8025,1144,402,294,237,363,248,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143])).
% 74.66/74.68 cnf(8660,plain,
% 74.66/74.68 (P22(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,224,240,261,246,8594,238,232,213,418,8025,1144,402,294,237,363,248,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138])).
% 74.66/74.68 cnf(8661,plain,
% 74.66/74.68 (P5(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,224,240,261,246,8594,238,232,213,418,8025,1144,402,294,237,363,248,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138,136])).
% 74.66/74.68 cnf(8674,plain,
% 74.66/74.68 (P23(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,239,224,240,261,246,8594,238,219,232,213,220,418,8025,1144,227,402,294,8458,222,235,237,363,236,248,215,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5935,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,5891,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138,136,844,759,164,161,160,152,151,147,145,144,140])).
% 74.66/74.68 cnf(8676,plain,
% 74.66/74.68 (P37(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,239,224,240,261,246,8594,238,219,232,213,220,418,8025,1144,227,402,294,8458,222,235,237,363,236,248,215,212,398,293,234,381,395,225,391,8580,408,7925,7928,7933,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5935,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,5891,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138,136,844,759,164,161,160,152,151,147,145,144,140,139,137])).
% 74.66/74.68 cnf(8678,plain,
% 74.66/74.68 (P3(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,239,224,240,261,246,8594,238,219,232,213,220,418,8025,1144,227,402,294,8458,222,235,237,363,236,248,215,212,398,293,234,381,395,225,391,8580,408,7925,7928,7933,230,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5935,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,5891,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,5923,5315,5292,5931,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138,136,844,759,164,161,160,152,151,147,145,144,140,139,137,155,133])).
% 74.66/74.68 cnf(8686,plain,
% 74.66/74.68 (P2(f31(f32(f32(f32(a2))),a2,a2))),
% 74.66/74.68 inference(scs_inference,[],[209,387,335,1149,7848,7884,8227,8261,8381,8462,8466,8476,8481,8515,8532,8542,8551,8603,8630,386,351,239,224,240,261,246,8594,233,238,219,232,213,220,418,8025,1144,231,227,402,294,8458,222,223,235,237,363,236,248,215,212,398,293,234,381,395,225,391,8580,408,7925,7928,7933,230,1140,8541,8590,410,8187,416,8451,8524,326,7875,8062,8265,8309,8335,8589,8592,324,8276,304,8262,211,302,8396,8624,256,8306,8463,8467,8505,8543,8629,8643,352,311,7847,414,8322,8349,8598,214,279,216,228,217,218,210,7744,4684,6853,7614,8365,8470,7633,7714,7556,7213,7772,7437,7907,7910,8302,8330,8387,7211,7699,6389,6303,5935,5377,6197,4690,4348,7353,6880,5915,2807,6528,6708,7341,5889,7025,6317,7070,4288,3219,7732,7919,5891,7738,7421,6730,5875,4692,7515,7643,6818,6684,7592,7011,7989,8358,8452,8501,7446,7477,2715,6868,7543,7608,5035,8384,8436,7084,7441,8407,8424,8473,8504,7590,7319,7513,7499,8334,7244,7534,8378,5808,7580,7635,7665,7610,7659,7701,7033,7183,8327,7484,7869,7872,7992,8011,8014,8110,8427,8455,7694,7883,7726,7432,7576,7723,7021,7777,6644,4257,7043,6455,7160,6308,5496,8408,5345,2241,5325,5321,5909,5901,2795,5895,5307,1933,6572,5287,4731,5293,5319,3713,1329,2813,5318,5899,6850,1948,4587,6877,8461,5781,5106,8223,3189,5327,5694,5317,5877,205,5921,206,5923,5315,5292,5931,207,1947,2823,5320,1956,208,881,741,740,1031,960,837,823,1013,1006,479,695,949,1055,608,663,575,508,783,774,657,899,886,847,1076,646,618,617,425,518,882,616,804,736,756,716,951,818,822,432,1083,470,433,1042,1004,1015,447,431,430,503,502,1079,1003,806,1044,1043,477,476,1048,495,494,1080,1051,429,1087,1104,948,944,861,858,697,933,439,526,525,991,782,776,775,681,1027,1026,905,904,898,480,1100,934,1077,971,614,424,423,932,802,615,935,737,1074,532,848,735,1105,546,484,426,970,637,636,486,1078,1012,1081,1086,698,534,1054,125,103,11,820,660,128,123,120,115,109,102,100,97,94,90,89,82,62,59,54,46,42,41,21,427,428,440,74,609,773,662,784,694,1052,964,680,679,73,755,32,786,129,126,122,69,16,4,124,121,118,117,116,114,111,110,106,104,101,99,96,93,91,88,87,85,81,79,78,77,76,72,71,68,67,66,65,64,61,58,56,55,53,49,44,43,40,38,37,33,30,25,24,20,19,18,10,6,45,14,34,86,23,51,17,35,8,981,31,422,800,113,15,5,127,119,112,108,107,105,98,95,92,84,83,80,75,63,60,57,52,48,47,39,36,29,28,27,26,9,70,810,571,816,809,812,908,22,1018,791,535,587,498,463,938,588,940,576,994,1066,814,815,799,628,672,533,853,1019,597,469,811,937,939,907,633,507,889,682,141,1064,748,708,1057,688,729,577,874,827,602,860,732,684,659,758,565,556,746,573,687,796,852,601,700,686,731,569,665,473,624,610,1065,1058,1035,515,909,506,706,704,685,683,529,669,693,795,557,634,667,635,600,884,558,885,511,1056,1036,788,936,750,863,752,710,689,760,561,630,792,435,519,625,598,941,876,702,671,730,521,627,739,566,563,568,579,585,993,1067,531,754,859,586,854,559,875,1059,749,552,757,864,3,50,2,170,169,171,189,12,172,173,168,176,177,166,13,174,167,770,954,1005,903,929,926,928,982,996,891,580,865,644,743,819,733,999,165,130,744,163,162,157,149,143,142,138,136,844,759,164,161,160,152,151,147,145,144,140,139,137,155,133,159,158,156,153,148,135,132,131])).
% 74.66/74.68 cnf(8828,plain,
% 74.66/74.68 (E(x88281,f31(f32(f32(f32(x88281))),x88281,a2))),
% 74.66/74.68 inference(rename_variables,[],[5694])).
% 74.66/74.68 cnf(8866,plain,
% 74.66/74.68 (E(x88661,f31(f32(f32(f32(x88661))),x88661,a2))),
% 74.66/74.68 inference(rename_variables,[],[5694])).
% 74.66/74.68 cnf(8869,plain,
% 74.66/74.68 (E(x88691,f31(f32(f32(f32(x88691))),x88691,a2))),
% 74.66/74.68 inference(rename_variables,[],[5694])).
% 74.66/74.68 cnf(8872,plain,
% 74.66/74.68 (E(f18(f19(x88721,x88722),x88723,x88722),x88721)),
% 74.66/74.68 inference(rename_variables,[],[291])).
% 74.66/74.68 cnf(8874,plain,
% 74.66/74.68 (E(x88741,f31(f32(f32(f32(x88741))),x88741,a2))),
% 74.66/74.68 inference(rename_variables,[],[5694])).
% 74.66/74.68 cnf(8878,plain,
% 74.66/74.68 ($false),
% 74.66/74.68 inference(scs_inference,[],[420,248,1289,6849,204,262,5694,8828,8866,8869,8874,323,293,1144,3230,291,8872,362,6056,6470,5521,5805,4851,1444,7592,3570,7432,6993,6796,3135,7822,8222,3092,5931,5921,6429,2817,3266,3264,1953,5808,6413,8596,7753,8686,8678,8676,8674,8661,8660,8658,8591,8655,1149,5781,5060,5677,5515,8249,8398,7942,13,12,2,50,864,859,552,757,559,671,521,586,566,563,585,863,730,568,435,625,506,561,693,760,557,667,519,558,805,515,601,669,731,665,600,884,885,860,569,473,624,758,565,729,469,463,759,571,464,422,1938,605,454,524,437,482,564,604,607,450,675,678,436,478,606,772,456,446,516,174,167,168,177,166,189,176,170,171]),
% 74.66/74.68 ['proof']).
% 74.66/74.69 % SZS output end Proof
% 74.66/74.69 % Total time :73.570000s
%------------------------------------------------------------------------------